tag:blogger.com,1999:blog-73739262886367234152024-03-14T02:55:13.553-07:00Wizzhard WareUn blog qui parle de bidules qui font des trucs avec des machins autour.Wizzhardhttp://www.blogger.com/profile/05103070404896311664noreply@blogger.comBlogger15125tag:blogger.com,1999:blog-7373926288636723415.post-90131483358468024522015-11-18T18:10:00.001-08:002016-01-07T08:34:38.694-08:00Fabrication d'outils pour récupérer les graines fines<a href="http://3.bp.blogspot.com/-z6_kCw4NWX8/Vk0Fya-sQOI/AAAAAAAAA00/dPVzAcKhodk/s1600/featuring.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-z6_kCw4NWX8/Vk0Fya-sQOI/AAAAAAAAA00/dPVzAcKhodk/s1600/featuring.jpg" /></a><br />
Dans cet article nous allons voir comment se fabriquer quelques outils pour récupérer les graines fine comme par exemple les graines de laitue ou de basilic.<br />
<a name='more'></a><br />
Il y a de cela un an ou deux je me suis mis au jardinage dans le but d'évaluer la difficulté qu'il y aurait à atteindre l'autonomie alimentaire. Évidement qui dit autonomie alimentaire dit culture de ses propres graines sans quoi il n'y a pas vraiment autonomie.<br />
Pendant mes expériences je me suis rendu compte que certaines graines pouvaient être assez pénibles à récolter, c'est notamment le cas des graines de basilic qui sont bien enfermées dans de petites cosses en forme de clochette et qui faut arriver à déchirer pour pouvoir en extraire le maximum de graines possibles.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-rRv_TOaUgBQ/Vk0HosjoQPI/AAAAAAAAA1U/iV7AvtfCjLo/s1600/DSC02544.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="360" src="http://4.bp.blogspot.com/-rRv_TOaUgBQ/Vk0HosjoQPI/AAAAAAAAA1U/iV7AvtfCjLo/s640/DSC02544.JPG" width="640" /></a></div>
<br />
<br />
J'ai donc conçu un petit outils destiné à cette usage dont voici une image ainsi que les fichier STL qui vous permettront d'en imprimer un si vous possédez une imprimante 3d.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-ww1EK5cVu4I/Vk0N4n-h62I/AAAAAAAAA2E/1xzGvtooRHc/s1600/ortho_view.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="448" src="http://2.bp.blogspot.com/-ww1EK5cVu4I/Vk0N4n-h62I/AAAAAAAAA2E/1xzGvtooRHc/s640/ortho_view.jpg" width="640" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-4Kcd-bEW-PY/Vk0N4vIM8UI/AAAAAAAAA2E/WrpKiOELRbs/s1600/perspective_view.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="366" src="http://1.bp.blogspot.com/-4Kcd-bEW-PY/Vk0N4vIM8UI/AAAAAAAAA2E/WrpKiOELRbs/s640/perspective_view.jpg" width="640" /></a></div>
<br />
<br />
L'outil fonctionne un peu comme un moulin à poivre sauf qu'ici il n'est pas question de broyer quoi que ce soit mais juste de déchirer les petites cosses contenant les graines. Voici une courte vidéo de son fonctionnement.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/OyeYG64BOhY/0.jpg" frameborder="0" height="532" src="https://www.youtube.com/embed/OyeYG64BOhY?feature=player_embedded" width="640"></iframe></div>
<br />
Une fois les cosses déchirées on se retrouve avec un tas de cosses et de graines qu'il faut trier. <br />
Pour cela je fais deux passes, une première dans laquelle je met tout le broyat dans une boite, je secoue énergiquement pour faire tomber un max de graines au fond puis je retire délicatement le broyat pour le mettre dans un ancien pot de mayonnaise dont j'ai troué le couvercle façon salière avec un foret de 2.4mm.<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-EXK1nEkFzas/VnhxHJF3CJI/AAAAAAAAA20/QV6nBQj6H-U/s1600/grainiere.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://2.bp.blogspot.com/-EXK1nEkFzas/VnhxHJF3CJI/AAAAAAAAA20/QV6nBQj6H-U/s320/grainiere.jpg" width="320" /></a></div>
<br />
Il ne me reste alors plus qu'à secouer la "grainière" au dessus d'une assiette pour récupérer facilement un maximum des graines restantes.<br />
<br />
<br />
<br />Wizzhardhttp://www.blogger.com/profile/05103070404896311664noreply@blogger.comtag:blogger.com,1999:blog-7373926288636723415.post-58349432873117544142015-04-01T16:54:00.000-07:002015-04-02T08:33:12.361-07:00Porte clé home made<div class="separator" style="clear: both; text-align: center;">
<img border="0" src="http://1.bp.blogspot.com/-Aw6Dy0m9MZw/VRx_nbsjQnI/AAAAAAAAAxE/Bm26Xo3xEG0/s1600/key_holder_featuring.png" /></div>
Un article rapide pour partager mon dernier petit projet, un porte clé fait maison.<br />
<br />
<a name='more'></a><br />
Je ne sais plus trop comment mais récemment je suis tombé sur ça : <a href="http://getkeysmart.com/">KeySmart</a>, et j'ai bien aimé le concept mais comme je suis un gros geek j'ai décidé de m'en faire un moi même.<br />
Après quelques essais je suis arrivé à un système un peu différent (notamment parce que j'ai au moins une grosse clé) mais bien pratique.<br />
<br />
Voici le fichier STL ainsi que quelque photos du résultat:<br />
<br />
<br />
<br />
<div style="text-align: center;">
<span class="dlbutton">
<a href="https://drive.google.com/uc?export=download&id=0B581LK6RvAmuR2hkWjdNSllJcmc">Télécharger Key Holder 1.0.0</a>
</span>
</div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-GmrqV6CyhTc/VR1gnFLZOKI/AAAAAAAAAxs/3-6gmcyr9a8/s1600/key_holder.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-GmrqV6CyhTc/VR1gnFLZOKI/AAAAAAAAAxs/3-6gmcyr9a8/s1600/key_holder.jpg" height="258" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-txQNF2W5QmY/VRxxJxuzzOI/AAAAAAAAAwE/iGeP9Gk6fe8/s1600/DSC02201.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-txQNF2W5QmY/VRxxJxuzzOI/AAAAAAAAAwE/iGeP9Gk6fe8/s1600/DSC02201.JPG" height="224" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-PjNzNtyEMpo/VRxxSXSe6AI/AAAAAAAAAwM/KbJ1J2NdU_g/s1600/DSC02202.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-PjNzNtyEMpo/VRxxSXSe6AI/AAAAAAAAAwM/KbJ1J2NdU_g/s1600/DSC02202.JPG" height="224" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-16EDeGOt_vg/VRxxWd9FZ5I/AAAAAAAAAwU/XQXDtXsRRug/s1600/DSC02203.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-16EDeGOt_vg/VRxxWd9FZ5I/AAAAAAAAAwU/XQXDtXsRRug/s1600/DSC02203.JPG" height="225" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-4Cq6PYItT6c/VRxxeUzrl9I/AAAAAAAAAwc/FDNhNoeFAB0/s1600/DSC02204.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-4Cq6PYItT6c/VRxxeUzrl9I/AAAAAAAAAwc/FDNhNoeFAB0/s1600/DSC02204.JPG" height="225" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-QFXyvORpW0U/VRxxlTImuoI/AAAAAAAAAwk/n4_cmgcxuYw/s1600/DSC02205.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-QFXyvORpW0U/VRxxlTImuoI/AAAAAAAAAwk/n4_cmgcxuYw/s1600/DSC02205.JPG" height="225" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-sc3iZVqD6cA/VRxxrJCsGWI/AAAAAAAAAws/Dg3MyqkJkCI/s1600/DSC02200.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-sc3iZVqD6cA/VRxxrJCsGWI/AAAAAAAAAws/Dg3MyqkJkCI/s1600/DSC02200.JPG" height="225" width="400" /></a></div>
<br />
<br />
<br />Wizzhardhttp://www.blogger.com/profile/05103070404896311664noreply@blogger.comtag:blogger.com,1999:blog-7373926288636723415.post-47255219990120091922015-04-01T16:46:00.000-07:002015-04-01T16:46:51.576-07:00Serveur Web Apache 2 + PHP 5 sur Raspberry Pi<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-cQPEF7MxmVg/VRyC3PQNc3I/AAAAAAAAAxU/sSBMsR9Z4ps/s1600/rpi-php-apache-featuring.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-cQPEF7MxmVg/VRyC3PQNc3I/AAAAAAAAAxU/sSBMsR9Z4ps/s1600/rpi-php-apache-featuring.png" /></a></div>
Dans cette article nous allons voir comment installer et configurer un serveur web Apache sur un Raspberry Pi, comme d'habitude nous allons directement au but.<br />
<br />
<a name='more'></a><br />
<br />
<h3>
Installation d'Apache et de PHP</h3>
<br />
Nous mettons à jour le catalogue apt afin d'avoir les infos concernant les dernières versions.<br />
<br />
<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;">sudo apt-get update</span></span><br />
<br />
Nous installons Apache 2 et PHP 5 en une fois.<br />
<br />
<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;">sudo apt-get install apache2 php5</span></span><br />
<br />
<h3>
Activation des fichiers de configuration .htaccess</h3>
<br />
Les fichiers .htaccess ont étés conçus pour permettre de configurer les droits accès depuis internet à certaines parties de votre site web dans le cas où vous ne seriez pas l'administrateur du serveur web. Si vous êtes l'administrateur alors il est plutôt recommandé d'utiliser les fichiers de configuration Apache. Cependant je trouve bien pratique d'embarquer directement les fichiers de gestion des droits d'accès dans l'arborescence du site donc personnellement je les utilise.<br />
<br />
Pour activer les fichiers .htaccess ouvrez le fichier de configuration suivant en mode super user<br />
<br />
<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;">sudo nano /etc/apache2/sites-enabled/000-default</span></span><br />
<br />
et remplacez <b>None</b> par <b>All</b> dans la section suivante<br />
<br />
<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;">...<br /><Directory /var/www/><br /> Options Indexes FollowSymLinks MultiViews<br /> AllowOverride All<br /> Order allow,deny<br /> allow from all<br /></Directory> <br />...</span></span><br />
<br />
<h3>
Permettre à Apache d’exécuter certaine action en mode super-utilisateur</h3>
<br />
Dans le cadre d'une utilisation d'Apache sur Raspberry Pi il n'est pas rare d'avoir besoin des droits administrateurs pour pouvoir accéder au matériel. Pour cela nous devons inscrire l'utilisateur www-data (les droits d'accès utilisés par Apache) à la liste des super-utilisateurs.<br />
<br />
<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;">sudo visudo</span></span><br />
<br />
Ajouter la ligne suivante à la fin du fichier<br />
<br />
<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;">www-data ALL=(ALL) NOPASSWD: ALL</span></span><br />
<br />
<h3>
Redémarrer</h3>
<br />
<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;">sudo service apache2 restart</span></span><br />
<br />
Vous pouvez maintenant ajouter vos fichiers web dans le répertoire suivant :<br />
<br />
<span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;">/var/www/</span></span><br />
<br />
<h3>
Sources</h3>
<br />
<a href="http://www.raspberry-projects.com/pi/software_utilities/phpapache">http://www.raspberry-projects.com/pi/software_utilities/phpapache</a><br />
<a href="http://www.infres.enst.fr/~danzart/frames/htaccess.html">http://www.infres.enst.fr/~danzart/frames/htaccess.html</a><br />
<br />Wizzhardhttp://www.blogger.com/profile/05103070404896311664noreply@blogger.comtag:blogger.com,1999:blog-7373926288636723415.post-65602047372592337352014-09-10T20:19:00.000-07:002014-09-10T20:20:35.016-07:00QuickFix<br />
<div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;">
<span id="goog_2098550581"></span><span id="goog_2098550582"></span><img border="0" src="http://3.bp.blogspot.com/-Plq6iBhDYQ0/VBERXMjn-kI/AAAAAAAAAuk/RQfwzfmtL2E/s1600/DSC02145.JPG" /></div>
<br />
<br />
Une petite vidéo pour baptiser le compte YouTube de WizzhardWare.<br />
<br />
<a name='more'></a><br />
En cuisinant tout à l'heure je me suis aperçu que les équerres d'une étagère de la cuisine était sur le point de rendre l'âme. Alors comme le sel de la vie est dans la création et pas dans l'achat je me suis dis que j'allais le réparer.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/qGWJOABAJ4g?feature=player_embedded' frameborder='0'></iframe></div>
<br />Wizzhardhttp://www.blogger.com/profile/05103070404896311664noreply@blogger.comtag:blogger.com,1999:blog-7373926288636723415.post-67637396822152645512014-08-27T19:31:00.000-07:002014-08-27T19:31:38.683-07:00Impression 3d : les causes d'une buse qui se bouche.<div class="separator" style="clear: both; text-align: center;">
<img border="0" src="http://3.bp.blogspot.com/-g8qOX28gaPI/U_6Pa8n5KyI/AAAAAAAAAtw/QbwKGk2LDh8/s1600/extruder-bouchon.png" /></div>
Je vais essayer d'aller un peu plus loin sur le problème de loin le plus emmerdant avec les imprimantes 3d, les hot-end qui se bouchent. J'avais déjà écris quelques petites choses sur le sujet dans le post précédent mais approfondissons un peu.<br />
<br />
<a name='more'></a><br />
<br />
Je vais dans un premier temps expliquer de nouveau le fonctionnement général d'une hot-end puis je tenterais de décrire plusieurs raisons qui peuvent les conduire à se boucher. Je finirais par une liste références dde sites que vous pourrez consulter pour plus d'information et sur lesquels je me suis basé pour écrire cet article. N'hésitez pas à laisser des commentaires si vous connaissez d'autres raison pour laquelle une buse peut se boucher.<br />
<br />
<span style="color: red;">Attention les procédures de débouchage concernent les hot-end tout métal sans PTFE !</span> <br />
<br />
<h3>
Comment fonctionne une hot-end</h3>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-Vcp6wFoH33k/U_6TguIe-zI/AAAAAAAAAuA/Bq8AbvuWxb0/s1600/hot-end-cut.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-Vcp6wFoH33k/U_6TguIe-zI/AAAAAAAAAuA/Bq8AbvuWxb0/s1600/hot-end-cut.png" height="287" width="320" /></a></div>
<br />
<br />
Comme je l'expliquais dans le précédent article, une hot-end se compose de trois parties<br />
<br />
<ul>
<li>Le refroidisseur</li>
<li>Le corps de chauffe</li>
<li>La buse</li>
</ul>
<br />
Le filament pénètre par le refroidisseur, atteint le corps de chauffe, fond puis sort par la buse. Le rôle du refroidisseur est primordial puisqu'il sert à établir une zone au dessus de laquelle le plastique ne fondra pas ainsi le filament solide peut jouer le rôle de piston pour le filament fondu.<br />
<br />
<br />
<h3>
Les causes de la non-extrusion du filament</h3>
<br />
<h4>
1 - Température trop basse</h4>
Si le corps de chauffe à une température trop basse le plastique ne fondra pas suffisamment pour pouvoir être expulsé de la buse. Dans ce cas la vis d'entrainement patinera et rongera le filament.<br />
Il faudra nettoyer en utilisant la procédure de nettoyage n°1, vérifier que la sonde de température est correctement installée et augmenter la température de chauffe à 230 pour l'ABS.<br />
<br />
<h4>
2 - Défaut de ventilation</h4>
Si vous avez allumé le corps de chauffe sans ventiler le refroidisseur il est possible que du plastique ai fondu plus haut que prévu dans l'extruder. Si par la suite vous avez ajouté un ventilateur alors le plastique qui à fondu au dessus du corps de chauffe ne fondra plus. L'extruder est bouché. Utilisez la procédure de nettoyage n°1. Si vous n'y arrivez pas utilisez la procédure n°3<br />
<br />
<h4>
3 - Buse trop proche du plateau </h4>
<br />
Si votre buse est trop proche du plateau le plastique peut remonter le long de la hot-end jusqu'à causer un bouchon.<br />
<br />
<table>
<tbody>
<tr>
<td><div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-8819iZ81g5Y/U_0cAABKwyI/AAAAAAAAAtQ/adk2q733VEY/s1600/extrusion-too-high.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-8819iZ81g5Y/U_0cAABKwyI/AAAAAAAAAtQ/adk2q733VEY/s1600/extrusion-too-high.png" /></a></div>
</td>
<td><div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/--zweXsAJJj0/U_0cA8nnZgI/AAAAAAAAAtU/R1vO_HXYPio/s1600/extrusion-perfect.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/--zweXsAJJj0/U_0cA8nnZgI/AAAAAAAAAtU/R1vO_HXYPio/s1600/extrusion-perfect.png" /></a></div>
</td>
<td><div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-eTAzts8es9I/U_0cBSpubOI/AAAAAAAAAtc/BvDduWd06aA/s1600/extrusion-too-low.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-eTAzts8es9I/U_0cBSpubOI/AAAAAAAAAtc/BvDduWd06aA/s1600/extrusion-too-low.png" /></a></div>
</td>
</tr>
<tr>
<td style="text-align: center;"><h4>
Buse trop haute</h4>
</td>
<td style="text-align: center;"><h4>
Buse correcte</h4>
</td>
<td style="text-align: center;"><h4>
Buse trop basse</h4>
</td>
</tr>
</tbody></table>
Utilisez la procédure de nettoyage n°1. Si vous n'y arrivez pas utilisez la procédure n°3<br />
<br />
<h4>
4 - Plastique chauffé trop longtemps</h4>
<br />
Si vous laissez le plastique chauffer trop longtemps sans extruder cela peut causer un bouchage.<br />
Evitez d'activer l'option laissant le chauffage de la buse allumé après une fin ou une annulation d'impression. Utilisez la procédure de nettoyage n°1. Si vous n'y arrivez pas utilisez la procédure n°3<br />
<br />
<h4>
5 - Tension du filament trop importante</h4>
<br />
Si votre filament est trop tendu ceci peut conduire au même problème qu'en 1. Laissez le filament le plus libre possible.<br />
<br />
<h4>
6 - Filament poussiéreux</h4>
<br />
Si votre filament est poussiéreux les poussière peuvent s'accumuler dans la hot-end pour venir finalement boucher la buse. Attachez un morceau d'essuie-tout autour du filament pour le dépoussiérer en même temps qu'il avance. Utilisez la procédure n°4<br />
<br />
<h4>
7 - Hot-End défectueuse.</h4>
<br />
Il parait que des hot-end comme les magmas sont extrêmement capricieuse. Vérifiez que votre hot-end n'est pas connue pour avoir un défaut de bouchage récurrent.<br />
<br />
<br />
<h3>
Procédures de nettoyage</h3>
<br />
<h4>
Procédure 1</h4>
<br />
<ol>
<li>Nettoyez la vis d'entrainement à l'aide d'une brosse à dent.</li>
</ol>
<h4>
Procédure 2</h4>
<br />
<ol>
<li>Chauffez progressivement la hot-end en tirant sur le filament jusqu'à ce que vous arriviez à le retirer.</li>
</ol>
<h4>
Procédure 3</h4>
<br />
<ol>
<li>Dévissez la buse.</li>
<li>Mettez la hot-end en chauffe progressivement.</li>
<li>Poussez le plastique contenu dans le refroidisseur à l'aide d'une tige rigide en faisant attention à ne pas abimer l'intérieur.</li>
<li>Mettez la buse dans l'acétone pour faire fondre le plastique qu'elle contient.</li>
<li>Vérifier que le refroidisseur est bien propre.</li>
<li>Remonter le tout.</li>
</ol>
<h4>
Procédure 4</h4>
<ol>
<li>Dévissez la buse (chauffez un peu le plastique en même temps)</li>
<li>Plongez-la dans l'acétone pendant une journée en venant retirer le plastique de temps en temps.</li>
<li>Nettoyez bien tout les restes de plastique puis remontez là.</li>
</ol>
<br />
<br />
<h3>
Références</h3>
<a href="https://www.matterhackers.com/articles/how-to-clear-and-prevent-jams">matterhackers - how to clear and prevent jams</a><br />
<br />Wizzhardhttp://www.blogger.com/profile/05103070404896311664noreply@blogger.comtag:blogger.com,1999:blog-7373926288636723415.post-51344303006348415462014-07-01T14:19:00.002-07:002014-07-04T19:12:44.833-07:00Réglages de la Prusa i3 Rework<br />
<div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;">
<img border="0" src="http://1.bp.blogspot.com/-hkECghaIrR4/U7MfUwOHllI/AAAAAAAAAqs/Vo5pgbKqBro/s1600/Untitled.png" /></div>
<br />
Dans cet article je vais décrire la manière de calibrer la Prusa afin
de permettre une impression en 100 micron et ainsi pouvoir profiter d'une résolution
accrue par rapport aux réglages d'origine de l'imprimante.<br />
<br />
<a name='more'></a><br />
<br />
<h3>
1 - Réglage du Z Endstop (capteur de fin de parcourt de l'axe Z)</h3>
<br />
Le réglage du capteur de fin de parcourt de l'axe Z est le réglage qui vous
permettra d'approcher la buse suffisamment près du plateau afin que l'ABS
puisse s'y coller. Ce réglage consiste dans un premier temps à placer la tête
de la buse en X=0 et Y=0, dans un second temps visser le capteur à une position de sorte que la tête de la buse se retrouve à une distance 0.1mm
du plateau. Dans un troisième temps on ajustera la position des
deux moteurs de l'axe Z pour faire en sorte que le chariot de l'axe X se
déplace parallèlement au plateau chauffant .<br />
<br />
Malgré son extrême importance il se trouve que le positionnement du capteur
de fin de parcourt de l'axe Z est probablement l’élément le moins bien pensé de
la Prusa puisqu'il est le moins accessible et le moins facile à stabiliser
alors même qu'il nécessite d'être le plus précisément réglé. En effet le
capteur se règle à l'aide de 2 vis dont les écrous sont inatteignables sous la carte
Arduino et impossible à visser sans systématiquement bouger le réglage que vous
essayez de fixer. Il est à tels point impossible à régler que j'ai fini par
visser le Endstop à une position quelconque puis j'ai empiler des couches de
scotch sur la zone de contact opposée au capteur jusqu'à obtenir le réglage que
je souhaitais.<br />
<br />
Une fois ce réglage obtenu et l'axe X parallélisé j'avais une calibration grossière
mais suffisamment précise pour faire se coller l'ABS sur une portion restreinte
du plateau, je pouvais donc commencer à imprimer.<br />
<br />
Je dis portion restreinte du plateau car le plateau lui même n'est pas complètement
horizontal pour différentes raisons et donc dans un premier temps on doit se
contenter d'imprimer sur un peu plus d’un quart du plateau en gros.<br />
<br />
La première impression que j’ai réalisé à donc été un système permettant de
régler beaucoup plus précisément le capteur de fin de parcourt de l’axe Z. J’ai
choisi <a href="http://www.thingiverse.com/thing:326638">ce modèle</a>.<br />
<br />
<br />
<h3>
2 – Réglage de l’horizontalité du plateau</h3>
<br />
Vous avez du vous rendre compte qu’une fois que vous aviez vérifié que la
buse se retrouvait bien à 0.1mm sur toute la largueur du plateau en Y=0 et que
vous avez bougé le plateau en Y=20 pour vérifier que c’était bien toujours le
cas, alors la buse se retrouvait parfois plus proche ou plus loin du plateau à
certain endroits. C’est ce problème d’horizontalité que nous devons régler pour
nous assurer que la buse se retrouve toujours à la même distance du plateau
quelque soit sa position. Ceci va nous permettre de profiter de la totalité de
la surface d’impression c'est-à-dire 20cm x 20cm.<br />
<br />
Le problème ici vient du fait que le plateau repose aux quatre coins sur des
rondelles ce qui le rend impossible à régler. Pour régler ce problème j’ai installé des ressorts entre le plateau de
chauffant et le support en aluminium puis j’ai ajouté une molette de réglage à
chaque coin pour décomprimer le ressort précisément sans avoir besoin d’outils.
J’ai également du trouver des vis un peu plus longues car les anciennes (M3x14)
étaient devenues trop courtes. <span style="mso-spacerun: yes;"> </span>Les
résultats ont été à la hauteur (sans mauvais jeu de mot), après une séance de
réglages consciencieux le plateau se retrouvait à la même hauteur partout.<br />
<br />
Vous pourrez trouver le modèle de la molette <a href="http://www.thingiverse.com/thing:16428">ici</a>.<br />
<br />
<br />
<h3>
3 – Réglage de la longueur d’extrusion du filament</h3>
<br />
Afin d’être sur que la bonne quantité de matière est extrudée par le
firmware nous devons nous assurer que la vitesse d’extrusion du filament est
correctement réglée. Pour cela j’ai suivi la vidéo ci dessous vidéo qui explique
comment calibrer cette variable.<br />
Lorsque l’auteur de la vidéo effectue son réglage il ouvre une fenêtre de
dialogue que vous trouverez dans <i><b>Configuration > Configuration de l’EEPROM du
firmware</b></i>. La case à changer se trouve la boite de texte E de la ligne Pas par
mm.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="https://ytimg.googleusercontent.com/vi/w_Wb0i0-Qvo/0.jpg" height="532" width="640"><param name="movie" value="https://youtube.googleapis.com/v/w_Wb0i0-Qvo&source=uds" /><param name="bgcolor" value="#FFFFFF" /><param name="allowFullScreen" value="true" /><embed width="640" height="532" src="https://youtube.googleapis.com/v/w_Wb0i0-Qvo&source=uds" type="application/x-shockwave-flash" allowfullscreen="true"></embed></object></div>
<br />
<h3>
4 – Calibration de l’épaisseur<span style="mso-spacerun: yes;"> </span>du filament
extrudé.</h3>
<br />
Les rouleaux de filament n’étant pas parfaitement rond il est rare que le
diamètre annoncé soit réellement respecté (chez moi 3mm) aussi pour chaque
rouleau de filament il convient de s’assurer que cette variation de diamètre n’influence
pas la taille du filament extrudé. Pour cela nous allons calculer un
coefficient multiplicateur qui servira à compenser l’excès ou le manque de
matière.<br />
Pour calibrer la taille d’extrusion du filament en fonction du rouleau d’ABS
j’ai suivi la vidéo qui suit. Toutes les informations concernant le modèle de
calibration sont dans la description de la vidéo.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='640' height='532' src='https://www.youtube.com/embed/cnjE5udkNEA?feature=player_embedded' frameborder='0'></iframe></div>
<br />
<h3>
5 – Réglage du ventilateur de refroidissement de l’extruder.</h3>
<br />
Cette partie est assez importante à comprendre si vous ne voulez par avoir à
démonter votre buse sans arrêt pour la déboucher.<br />
<br />
Une buse d’extrusion se compose de trois parties<br />
<br />
<div style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span>un radiateur</div>
<div style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span>un corps de chauffe</div>
<div style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span>une tête d’extrusion</div>
<div style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<br /></div>
l’extrusion fonctionne ainsi : <br />
<ol>
<li>Le filament entre dans le radiateur, dans cette partie le filament doit
rester solide, c’est <span style="mso-spacerun: yes;"> </span>pour cette raison
qu’on la ventile.</li>
<li>Le filament pénètre dans le corps de chauffe, dans cette partie le
filament fond et est mis sous pression par le filament solide entrant.</li>
<li>Le filament fondu sort par le trou de la tête.</li>
</ol>
Le problème de buse qui se bouche surviendra ici si vous vous amusez à
bouger sans arrêt le ventilateur de refroidissement de l’extruder. En effet le
radiateur sert à créer une zone froide qui empêchera le filament de fondre au
dessus du corps de chauffe. Si vous commencez à faire fondre le filament sans
refroidir le radiateur, la chaleur du corps d’extrusion finira par remonter le
long du radiateur et le filament commencera à fondre plus haut que prévu dans
la buse. Si vous arrêtez alors de chauffer la buse le filament refroidira dans le
radiateur en se collant aux parois. Si maintenant vous refaite chauffer votre
extruder en branchant le ventilateur le radiateur n’arrivera plus à atteindre
la température de fusion qui permettrait de décoller l’ancien filament fondu
des parois, votre buse est bouchée.<br />
<br />
Si cela vous arrive démontez votre buse et plongez là dans l’acétone pendant
une journée en remuant de temps en temps pour dissoudre l’ABS (débranchez la
thermistance et la résistance de chauffe bien sur).<br />
<br />
Personnellement depuis que mon ventilateur est bien réglé je n’ai plus de
problème de buse bouchée comme j’en ai eu précédemment.<br />
<br />
Pour régler la position du ventilateur de l’extruder passez votre doigt
entre la sortie du ventilateur et la buse pour vérifier que l’air atteint le
haut du corps de chauffe.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-ZPTJPjN6lus/U7Miw8JqwUI/AAAAAAAAAq4/PjQHDjtBOpM/s1600/DSC01996.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-ZPTJPjN6lus/U7Miw8JqwUI/AAAAAAAAAq4/PjQHDjtBOpM/s1600/DSC01996.JPG" height="360" width="640" /></a></div>
<br />
<h3>
6 – Empêcher la rétractation de l’ABS</h3>
<br />
L’ABS est une matière assez compliquée à imprimer essentiellement à cause du
phénomène de rétractation qui se produit lorsque le plastique refroidit,
emportant avec lui les couches du dessous.<br />
Pour lutter contre ce phénomène il existe tout un lot de méthodes.<br />
<br />
<h4>
1 – le plateau chauffant recouvert de kapton</h4>
Recouvrir la vitre du plateau de kapton est indispensable si vous voulez que l'ABS accroche mais le plateau chauffant permettra à l’ABS de rester suffisamment mou sur les
couches basses pendant l’impression pour celui-ci ne se rétracte plus. Il faudra bien faire attention lors de l'installation de la vitre à ce que celle-ci soit le plus près possible du plateau sinon la température risque de plafonner à une temperature inférieure à 90°. Attention donc aux couches de silicones trop épaisses ou aux plateaux déformés par un mauvais réglage d'horizontalité. Lorsque vous retirez la vitre pour remettre du Kapton si celui-ci s'est déchiré, veillez à retirer les surcouches de vieux silicone et remettez en une petit touche au moment de replacer la vitre pour faire en sorte de toujours convenablement lire la température du plateau.<br />
<br />
<h4>
2 – La jupe</h4>
Slicer, lorsqu’il découpe votre objet en tranche vous permet d’ajouter à la
base de l’objet une jupe de plastique d’une épaisseur 1 tranche qui permet d’avoir
une zone sans plastique au dessus d’elle et qui par conséquent à moins tendance
à commencer à se soulever. En plus de ça la jupe crée une plus grande adhérence.
Une jupe, pour qu’elle soit efficace, doit être bien écrasée sur le plateau.
Vous ne devez pas voir entre les fils.<br />
<br />
<h4>
3 – La colle d’ABS</h4>
La solution ultime est de badigeonner votre plateau avec de la colle d’ABS,
succès quasi garanti mais le problème est ensuite de récupérer l’objet sans l’abimer.<br />
La colle d’ABS est simple à faire, coupez 10 cm d’ABS en morceau dans 10cl d’acétone.
Une fois l’ABS dissout trempez un morceau d’essuie-tout dans la colle et frottez
le sur votre plateau. Une légère trace blanchâtre doit apparaitre.<br />
<br />
<br />
<br />
<h3>
7 – Éviter le plantage en plein milieu d’une impression</h3>
<br />
Il m’est arrivé dans certaines occasions que la Arduino plante en pleine impression.
Je ne suis pas vraiment certain des causes de ces plantages mais parmi les
causes que j’ai pu relever celles qui avaient le plus de sens à mon avis étaient que
le câble UBS se trouvait à proximité des moteurs ou que la carte Arduino surchauffait, avec une préférence pour la seconde. La solution : ventiler l'électronique.<br />
<br />
<h3>
8 - Éviter le décalage entre les couches</h3>
<br />
Il se peut que vous ayez les couches de filament qui soient légèrement décalées sur un des axes ce qui peut être le symptôme d'une courroie mal tendu. C'est un autre des problème de la Prusa, la courroie de son axe X n'est pas toujours facile à bien tendre. J'envisage d'ailleurs d'imprimer une pièce supplémentaire qui me permettrait de remédier à ce problème mais j'aurais alors besoin de racheter une courroie plus longue.<br />
<br />
<h3>
9 - Éviter de boucher la buse</h3>
<br />
On a vu dans le point 5 que régler le ventilateur correctement était un pré-requis indispensable à une buse en bonne état de fonctionnement mais étant donné la taille du trou de la tête (0.5mm) la moindre poussière un peu grosse peut venir obstruer la sortie. Pour éviter cela j'ai opté pour une solution low tech, j'ai enroulé une feuille d'essuie-tout pliée autour du filament ce qui nettoie ce dernier avant son entrée dans l'extruder.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-8-Hi8t5pVvo/U7dWdcz0ArI/AAAAAAAAArY/SId68QBDY0U/s1600/DSC02053.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-8-Hi8t5pVvo/U7dWdcz0ArI/AAAAAAAAArY/SId68QBDY0U/s1600/DSC02053.JPG" height="360" width="640" /></a></div>
<br />
<br />Wizzhardhttp://www.blogger.com/profile/05103070404896311664noreply@blogger.comtag:blogger.com,1999:blog-7373926288636723415.post-32050621257758700742014-06-17T19:10:00.003-07:002014-06-17T19:24:24.282-07:00Montage et test d'une imprimante 3D Prusa i3 Rework<div class="separator" style="clear: both; text-align: center;">
<img border="0" src="http://4.bp.blogspot.com/-cfMTomGRZZw/U6DzeBv-vlI/AAAAAAAAAp4/fXTNNYLyC80/s1600/Untitled.png" /></div>
<br />
Cela fait un long moment maintenant que je m'intéresse aux imprimantes 3d et j'ai décidé de sauter le pas récemment puisque dans mon dernier projet je vais avoir besoin de réaliser des boitiers pour mes capteurs. J'ai donc acheté une Prusa i3 Rework en kit chez EmotionTech et je me propose de vous faire un petit retour du montage...<br />
<br />
<a name='more'></a><br />
<h3>
Ce qui compte c'est la chemin, pas la destination</h3>
<br />
Je clique sur payer, ça y est je viens d'acheter une Prusa i3 Rework sur le site d'EmotionTech <br />
pour la coquette mais accessible somme de 550€, à ce prix je devrais la monter moi même mais <br />
la qualité d'impression que peut atteindre la Prusa est plutôt bonne pour ce prix. J'attend...<br />
<br />
Quelques jours interminables plus tard je reçois le carton contenant la bête. Je suis heureux !<br />
Une fois le carton ouvert je me rend immédiatement compte que c'est du sérieux, tout est <br />
parfaitement bien empaqueté et rangé dans des boites. Je prend soudain la mesure du Lego qui m'attend.<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-cQL6RuRTH1Q/U54OPojR7-I/AAAAAAAAAmE/q94qsxDn8uk/s1600/DSC01853.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-cQL6RuRTH1Q/U54OPojR7-I/AAAAAAAAAmE/q94qsxDn8uk/s1600/DSC01853.JPG" height="180" width="320" /></a></div>
<br />
<br />
Je me met à l'ouvrage suivant point par point la documentation fournie sur la clé USB.<br />
Je passe deux jours à me régaler, voyant passer sous mes yeux chaque petit détail de la machine <br />
qui grandit au fil du temps.<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-FbK-U4MK6PY/U54OVs2XXGI/AAAAAAAAAmU/t48lY3Gr82k/s1600/DSC01857.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-FbK-U4MK6PY/U54OVs2XXGI/AAAAAAAAAmU/t48lY3Gr82k/s1600/DSC01857.JPG" height="179" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-NmdbH4fVTvI/U54OifpNcCI/AAAAAAAAAmk/lO8oSTbgmrw/s1600/DSC01860.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-NmdbH4fVTvI/U54OifpNcCI/AAAAAAAAAmk/lO8oSTbgmrw/s1600/DSC01860.JPG" height="180" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-F8NMMrIk4Vk/U54OniB2UEI/AAAAAAAAAms/B5UuDsIbXHI/s1600/DSC01862.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-F8NMMrIk4Vk/U54OniB2UEI/AAAAAAAAAms/B5UuDsIbXHI/s1600/DSC01862.JPG" height="180" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-DkjUjm7K06A/U54P_v5KgqI/AAAAAAAAAnA/cLub-a22lLk/s1600/DSC01867.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-DkjUjm7K06A/U54P_v5KgqI/AAAAAAAAAnA/cLub-a22lLk/s1600/DSC01867.JPG" height="180" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-ld8DRKH_N4M/U54QIvZkOII/AAAAAAAAAnQ/LiGikFm2KzA/s1600/DSC01870.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-ld8DRKH_N4M/U54QIvZkOII/AAAAAAAAAnQ/LiGikFm2KzA/s1600/DSC01870.JPG" height="180" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-LFD3Zhn_xkk/U54QR0hanvI/AAAAAAAAAng/l_v_0uI6dMw/s1600/DSC01872.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-LFD3Zhn_xkk/U54QR0hanvI/AAAAAAAAAng/l_v_0uI6dMw/s1600/DSC01872.JPG" height="180" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-Kiwtf1uo61w/U54QbxG41KI/AAAAAAAAAnw/tt8jkqJMl9E/s1600/DSC01874.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-Kiwtf1uo61w/U54QbxG41KI/AAAAAAAAAnw/tt8jkqJMl9E/s1600/DSC01874.JPG" height="180" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-Nf_5whzou6g/U54Ql89SoPI/AAAAAAAAAoA/R35MlPThZKc/s1600/DSC01876.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-Nf_5whzou6g/U54Ql89SoPI/AAAAAAAAAoA/R35MlPThZKc/s1600/DSC01876.JPG" height="180" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-nz9UUX3hILU/U54QuyKxJcI/AAAAAAAAAoQ/RlXWaHjrrTY/s1600/DSC01880.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-nz9UUX3hILU/U54QuyKxJcI/AAAAAAAAAoQ/RlXWaHjrrTY/s1600/DSC01880.JPG" height="180" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-Fv4GsWpcj4w/U54Q4AwKdzI/AAAAAAAAAog/YhGcniG98BI/s1600/DSC01882.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-Fv4GsWpcj4w/U54Q4AwKdzI/AAAAAAAAAog/YhGcniG98BI/s1600/DSC01882.JPG" height="180" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-Qi_3ItN4AUQ/U54RJTUnhVI/AAAAAAAAApA/kVkRTq4151E/s1600/DSC01890.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-Qi_3ItN4AUQ/U54RJTUnhVI/AAAAAAAAApA/kVkRTq4151E/s1600/DSC01890.JPG" height="180" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-IipUUnSMqOo/U54RBZ8AZ1I/AAAAAAAAAow/SYtzFSQ7OU8/s1600/DSC01888.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-IipUUnSMqOo/U54RBZ8AZ1I/AAAAAAAAAow/SYtzFSQ7OU8/s1600/DSC01888.JPG" height="180" width="320" /></a></div>
<br />
<br />
<br />
Puis soudain un premier coup d'arrêt, je ne trouve qu'une thermistance sur les deux requises. Quelques échanges de mail plus tard avec Emotion Tech et je m'aperçois que j'avais fouillé tout le carton sauf la petite enveloppe qui contenait la facture. La thermistance y était, ouf, je pouvais continuer.<br />
<br />
Mon répits sera bref car nouveau coup d'arrêt, il me faut un tube de silicone haute température pour fixer les thermistance au plateau et à la buse d'extrusion et là pas de solution immédiate j'habite le trou du cul du monde au fond à droite et je n'ai pas de voiture disponible pendant plusieurs jours, je dois me faire livrer par Amazon.<br />
<br />
Pendant que j'attends mon paquet Amazon je tente de m'avancer en assemblant tout ce qui peut l'être <br />
et soudain troisième temps d'arrêt, le radiateur d'un des drivers Stepstick, censé contrôler les moteurs, vient de se décoller, je dois à nouveau commander de la colle thermique sur Amazon.<br />
<br />
En attendant mon second colis je termine de câbler la carte RAMPS 1.4 et je m'aperçois que le ventilateur de la buse doit se brancher sur un connecteur qui n'est pas soudé sur la carte (ni fournit d'ailleurs). J'imagine qu'EmotionTech s'attendait à ce que je dénude les fils du ventilateur et à ce que je les soudent directement sur la carte RAMPS mais comme il n'y a pas marqué goret là (voir mon front) je soude un couple de pin mâle-mâle qui squattaient mes tiroirs, ça y est je peux brancher proprement le ventilateur.<br />
<br />
Une fois mes colis livrés, je termine d'assembler ce qui dois l'être pour finalement être prêt à <br />
brancher l'engin sur le secteur. Roulement de tambour...ça passe, tout est ok, ouf !<br />
<br />
J'installe le firmware arduino, j'installe Repetier-Host et maintenant le plus dur est à venir la calibration.<br />
<br />
Après plusieurs essais et un très laborieux réglage du endstop de l'axe Z, je parviens enfin à faire adhérer l'ABS à la plaque, c'est parti pour de vibrante aventures au chant de l'imprimante 3d.<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-64FLwfz_ksQ/U6DyrarkuDI/AAAAAAAAAps/tJo_Y3U4pyY/s1600/DSC01915.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-64FLwfz_ksQ/U6DyrarkuDI/AAAAAAAAAps/tJo_Y3U4pyY/s1600/DSC01915.JPG" height="180" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-avCux427Vyw/U6DrK8li6oI/AAAAAAAAApQ/lmMUug6uMTM/s1600/DSC01912.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
<br />
<h3>
Conclusion</h3>
<br />
L'avantage évident d'avoir monté sa machine soit même est la possibilité d'intervenir sur n'importe parti sans appréhensions. Quant au montage... et bien il n'y a pas vraiment de pièges car tout est indiqué dans la documentation, là où ça se corse c'est une fois qu'on a assemblé la machine car on se retrouve comme un con devant une imprimante qu'on ne sait pas faire fonctionner et c'est bien sur à ce point que la documentation se termine mais là encore un peu de recherche sur le fonctionnement de repetier-host et on s'en sort pas trop mal. Je ferais un autre post pour passer en revue plus en détail certains problèmes rencontrés lors de mes différents tests d'impressions.<br />
Je me demande maintenant comment j'ai pu vivre sans cette appareil jusqu'à maintenant. <br />
Nous somme en train de vivre une véritable révolution, les imprimantes 3d actuelles sont l'équivalent les MO5 d’antan, cette technologie va tout simplement révolutionner la consommation dans le futur. <br />
Le temps des magasins physiques est compté pour tout ce qui est de la vente d'objet en plastique et bientôt composites, de nouvelles méthodes de production à la demande vont naîtres, les magasins du futur vendront des fichiers STL.<br />
<br />Wizzhardhttp://www.blogger.com/profile/05103070404896311664noreply@blogger.comtag:blogger.com,1999:blog-7373926288636723415.post-63914188286067300392014-06-11T08:34:00.001-07:002014-07-05T16:44:30.868-07:00Les capteurs capacitifs<br />
<div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;">
<img border="0" src="http://2.bp.blogspot.com/-fQCtHiuQ_wo/U5ha5bIw2gI/AAAAAAAAAlY/XVWMVJyZB58/s1600/DSC01908.JPG" /></div>
<br />
<br />
Dans cet article je vais essayer de faire une petite synthèse de ce que j'ai appris des capteurs capacitifs, c'est à dire des capteurs qui utilisent l'effet capacitif d'un circuit pour détecter la présence d'objets.<br />
<a name='more'></a><br />
<br />
<h3>
Qu'est-ce que l'effet capacitif</h3>
<br />
Pour comprendre l'effet capacitif électrique il faut tout d'abord comprendre ce que représente la tension électrique aussi je vais dans un premier temps faire un petit rappel de cette notion.<br />
<br />
La tension électrique est la mesure de la différence de valeur de champs électrique entre deux portions de circuit. Pour simplifier on pourrait dire que c'est en quelque sorte la mesure de la différence de "pression" électronique entre deux points du circuit. Rappelons que lorsqu'un atome de cuivre se voit retiré un électron il produit un champ électrique positif (ion positif) et lorsqu'il reçoit un électron supplémentaire il produit un champ électrique négatif (ion négatif).<br />
<br />
Maintenant considérons le circuit suivant dans lequel deux plaques de cuivre distante l'une de l'autre de plusieurs dizaines de centimètres sont soumise à une tension de 9v.<br />
<br />
Dans la plaque branchée sur la borne positive de la pile une certaine quantité d'électrons libres sont siphonnés par la borne + qui les attirent en produisant un fort champ électrique positif de 9v laissant ainsi des trous sur les atomes de cuivre ce qui en fait des ions positifs. Le siphonnage s'arrête lorsque les ions positif déploient un champ électrique d'une valeur de 9v (par rapport à la borne -).<br />
<br />
La plaque branchée sur la borne négative de la pile recevra des électrons si elle a un potentielle supérieur à celui de la borne - et se fera siphonner l’excédant si elle à une potentiel inférieur.<br />
<br />
La pile impose donc aux deux morceaux de circuit la valeur du champs électrique présent sur chaque borne de la pile.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-rvZl_fyaQYw/U5hVD7flixI/AAAAAAAAAk4/qYYAz7AkfDI/s1600/capacitif-sensor-01.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-rvZl_fyaQYw/U5hVD7flixI/AAAAAAAAAk4/qYYAz7AkfDI/s1600/capacitif-sensor-01.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
Pour en revenir à ce qui nous intéresse ici rapprochons les deux plaques et voyons ce qui se passe.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-TrpaC5ocqoU/U5hWp4iGHBI/AAAAAAAAAlE/Z1nz9vTvxJs/s1600/capacitif-sensor-02.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-TrpaC5ocqoU/U5hWp4iGHBI/AAAAAAAAAlE/Z1nz9vTvxJs/s1600/capacitif-sensor-02.png" /></a></div>
<br />
<br />
Une fois les deux plaques suffisamment proches l'une de l'autre le champs électrique positif du bord droit de la plaque verte va attirer les électrons placés sur le bord gauche de la plaque noire. Plus les plaques seront proche et plus les électrons se comprimeront localement faisant par la même augmenter leurs champ électrique respectif sur les bords, cependant partout ailleurs dans les plaques le champs électrique restera au potentiel imposé par la pile. <br />
<br />
<br />
<b><span style="color: #990000;">L'effet capacitif c'est donc profiter du champs électrique d'une portion de circuit externe pour comprimer localement des électrons afin d'augmenter virtuellement le nombre de charges que peut accueillir le circuit.</span></b><br />
<br />
Une capacité, c'est à dire une portion de circuit soumise à l'effet capacitif, est représenté dans la schématique électronique par le symbole suivant :<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-x4Xx52drzTY/U5g5-iGU5ZI/AAAAAAAAAkM/_GVNyZxxYwk/s1600/symbole-condensateur.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-x4Xx52drzTY/U5g5-iGU5ZI/AAAAAAAAAkM/_GVNyZxxYwk/s1600/symbole-condensateur.png" /></a></div>
<br />
<br />
Elle est caractérisé par le nombre de charges électriques (en Coulomb) qu'elle peut accueillir pour une tension de 1 v.<br />
<br />
<span style="color: #990000;"><i>Je rappelle que le Coulomb représente un paquet de <span class="nowrap">6,2×10<sup>18 </sup></span>électrons, ce qui permet de compter plus facilement les charges.</i></span><br />
<br />
<br />
<h3>
Le diélectrique</h3>
<br />
Dans l'exemple précédent j'ai un peu simplifié les choses, en effet les ions positif présents dans la plaque verte n'attirent pas directement (ou peu) les électrons de l'autre plaque, au lieu de ça les ions positif polarisent les atomes du diélectrique en attirant les électrons de ses atomes pour, de proche en proche, atteindre l'autre plaque et attirer les électrons.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-58kpx9bIB3I/U5hDkHAwbZI/AAAAAAAAAkc/p9aNHKIAias/s1600/capacitive-sensor-03.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-58kpx9bIB3I/U5hDkHAwbZI/AAAAAAAAAkc/p9aNHKIAias/s1600/capacitive-sensor-03.png" height="223" width="320" /></a></div>
La nature du diélectrique est importante pour la qualité du condensateur, il lui permet de transmettre plus ou moins le champs électrique tout en restant isolant. Nous verrons par la suite que ceci est important.<br />
<br />
<br />
<h3>
Utiliser l'effet capacitif pour détecter des objets</h3>
<br />
Maintenant que nous en savons plus sur la dynamique électronique il devient plus facile d'imaginer comment nous allons pouvoir détecter des objets grâce à l'effet capacitif. Nous allons devoir approcher d'une plaque chargé un objet qui aura pour rôle de changer la capacité de la plaque et nous n'auront plus qu'a mesurer cette capacité pour avoir une image de la proximité de l'objet. Il se trouve que le corps humain est plein d'eau et que l'eau a une excellente polarisabilité nous pouvons donc utiliser notre doigt pour moduler le diélectrique d'un capteur capacitif.<br />
<br />
Ainsi si nous reprenons l'exemple du début voici ce qui arrive quand on approche son doigt d'un capteur capacitif.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-39P3SpT1N_k/U5hUP-0SiPI/AAAAAAAAAkw/HoyzgINbl6U/s1600/capacitif-sensor-04.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-39P3SpT1N_k/U5hUP-0SiPI/AAAAAAAAAkw/HoyzgINbl6U/s1600/capacitif-sensor-04.png" height="310" width="320" /></a></div>
<br />
<br />
<br />
la capacité du condensateur est modifiée par l'approche du doigt.<br />
<br />
Pour qu'un capteur soit efficace il faudra cependant lui ajouter quelques petites choses pour le rendre pleinement fonctionnel.<br />
<br />
<h4>
L'espacement</h4>
Il faudra faire en sorte que la forme du capteur favorise sa fonction de capteur c'est à dire que le doigt permettre de modifier sensiblement la capacité du condensateur. En règle générale on veut des capteurs tactiles plats, on mettra donc plutôt les plaques côte à côte comme sur les dessin précédent, et on laissera un espace entre les plaques qui soit suffisamment petit pour que l'objet à détecter puisse correctement jouer son rôle de diélectrique. Ainsi si on doit détecter un doigt on espacera les plaques de quelques millimètres et pas de 10 centimètres.<br />
<br />
<h4>
La taille </h4>
On évitera de faire des zone trop grande afin d'augmenter la sensibilité du capteur. en effet si vous faite une plaque de cuivre d'un mètre par un mètre l'effet de votre doigt sur la capacité globale de la plaque deviendra négligeable.<br />
<br />
<br />
<h4>
L'isolation du contact</h4>
Enfin il faudra couvrir les plaques d'un matériel isolant afin que le fait de toucher le capteur ne décharge pas ce dernier.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-zWP6jSrQTSw/U5otunQvfXI/AAAAAAAAAls/6_niPfbDHuE/s1600/capacitif-sensor-05.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-zWP6jSrQTSw/U5otunQvfXI/AAAAAAAAAls/6_niPfbDHuE/s1600/capacitif-sensor-05.png" /></a></div>
<br />
<br />
<br />
Après cela il ne nous reste plus qu'a mettre en œuvre une méthode de mesure de la capacité et nous aurons un capteur capacitif mais ceci sera pour un autre article.<br />
<br />
<br />
<br />Wizzhardhttp://www.blogger.com/profile/05103070404896311664noreply@blogger.comtag:blogger.com,1999:blog-7373926288636723415.post-53032832868985763142014-05-13T16:54:00.000-07:002014-05-13T16:54:26.313-07:00PDIP Shield pour package TSSOP16<div class="separator" style="clear: both; text-align: center;">
<img border="0" src="http://2.bp.blogspot.com/-SdQNUl-19WI/U3Ku3m5lXII/AAAAAAAAAjc/14ehDoY7ZIo/s1600/TSSOP2PDIP.JPG" /></div>
<br />
Avant-hier j'ai commandé des échantillons de puces chez Texas Instruments pour mon projet mais malheureusement les seuls packages disponibles étaient en TSSOP16... gloups! Pas facile de mettre ça sur une labdeck, j'ai donc fait un petit adaptateur aujourd'hui en attendant de recevoir mon paquet...<br />
<a name='more'></a><br />
Je ne vais pas vous refaire des photos de toutes les étapes de la réalisation, j'ai juste mis le résultat en photo ainsi que le fichier kicad si jamais vous voulez en réaliser un vous même.<br />
<br />
<br />
<span class="dlbutton">
<a href="https://drive.google.com/uc?export=download&id=0B581LK6RvAmuc3NnQnAzZ2lzdE0">
Télécharger le projet Kicad
</a>
</span>
<br />
<br />Wizzhardhttp://www.blogger.com/profile/05103070404896311664noreply@blogger.comtag:blogger.com,1999:blog-7373926288636723415.post-39168054190020925072014-05-03T19:02:00.000-07:002014-05-03T19:12:15.416-07:00Programmer un arduino mini<div class="separator" style="clear: both; text-align: center;">
<img border="0" src="http://4.bp.blogspot.com/-O9ZunnnHhuk/U2WZRF9cjrI/AAAAAAAAAi4/V9TjAac3qjg/s1600/Untitled.png" /></div>
<br />
<br />
Dans cet article nous allons voir comment programmer un Arduino Mini 05, en effet cette carte étant dénuée de tout programmateur il va falloir procéder autrement qu'avec le Arduino Uno.<br />
<br />
<a name='more'></a><br />
<br />
Le Arduino Mini 05 est une version ultra light du Arduino. Il est plus destiné à prendre place dans la version finale que dans la version développement d'un projet et c'est pour cette raison qu'il ne reste sur cette carte que le strict minimum pour faire tourner un projet basé sur l'architecture Arduino. <br />
La partie qui a été supprimée de la carte par rapport au Arduino Uno est la partie programmation qui vous permettait de brancher directement le Uno sur le port usb de votre ordinateur pour le programmer à la volée, voyons comment cela se passe pour le Arduino Mini 05.<br />
<br />
<br />
<h3>
Liste du matériel</h3>
<br />
<ul>
<li>1 arduino mini 05 (Atmega328)</li>
<li>1 carte <i>usb2serial</i></li>
<li>1 plaque lab deck</li>
<li>1 condensateur 100nf (non polarisé)</li>
<li>8 câbles de prototypage mâle-mâle</li>
<li>1 câble usb mâle vers mini usb mâle</li>
<li>1 résistance 220 ohms (optionnel) </li>
<li>1 led (optionnel) </li>
</ul>
<br />
<h3>
Principe</h3>
<br />
Pour rendre au Arduino Mini sa capacité de dialogue avec l'ordinateur il faudra se procurer une carte d'extension nommée <i>usb2serial</i> en vente sur le site Arduino pour 10€ à l'heure ou j'écris ces lignes.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-2NFOVGWoSxo/U2WAZ03VB7I/AAAAAAAAAhw/i2IxzVL8fDE/s1600/78e33063e7bb7ee89e76010a8ba8d790.image.229x182.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-2NFOVGWoSxo/U2WAZ03VB7I/AAAAAAAAAhw/i2IxzVL8fDE/s1600/78e33063e7bb7ee89e76010a8ba8d790.image.229x182.jpg" /></a></div>
<br />
<br />
Cette carte permet de connecter d'un côté une entrée <b><b>mini</b> usb </b>et de récupérer de l'autre côté<br />
<br />
<ul>
<li>une ligne d'alimentation (5v/Gnd)</li>
<li>un port serie (Tx/Rx)</li>
<li>un signal de reset</li>
</ul>
<br />
La ligne d'alimentation va vous servir à alimenter votre Arduino Mini via l'alimentation du port usb.<br />
Le port série transmettra le programme au Arduino Mini.<br />
Le signal de Reset vous évitera d'avoir à appuyer sur le bouton Reset avant la programmation comme c'était le cas pour les précédentes version semble t-il.<br />
<br />
<br />
<h3>
Schéma</h3>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-t3IwpQ2Ta4U/U2WQURwGnWI/AAAAAAAAAik/BXdxv3Olitg/s1600/Untitled.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-t3IwpQ2Ta4U/U2WQURwGnWI/AAAAAAAAAik/BXdxv3Olitg/s1600/Untitled.png" height="182" width="640" /></a></div>
<br />
<br />
Vous noterez la présence d'un condensateur de 100nf sur la ligne de reset. J'imagine que ce condensateur est là pour filtrer les parasites que le câbles pourraient capter et qui induirai des reset intempestifs.<br />
<br />
<h3>
Programmation</h3>
<br />
Une fois les cartes connectées :<br />
<ul>
<li>branchez le câble la carte usb2serial à l'ordinateur</li>
<li>ouvrez votre ide Arduino</li>
<li>sélectionnez le type de carte <i>ArduinoMini w/ ATmega 328</i> (<b><span style="font-family: "Courier New",Courier,monospace; font-size: x-small;">Outils > Type de carte</span></b>)<i><br /></i></li>
<li>sélectionnez le port com correspondant à votre carte (<b><span style="font-family: "Courier New",Courier,monospace; font-size: x-small;">Outils > Port série</span></b>)</li>
<li>si vous avez une led et une résistance de 220 ohms branchez-les en série entre la sortie 13 et la masse du montage puis essayez de charger le programme Blink (<b><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: x-small;">Fichier > Exemples > 01.Basics > Blink</span></span></b>)</li>
</ul>
<br />
Voilà vous savez programmer un Arduino Mini 05. Vous pouvez aussi lire <a href="http://arduino.cc/en/Guide/ArduinoMini">cette page</a> pour avoir plus d'informations.<br />
<ul>
</ul>
<br />Wizzhardhttp://www.blogger.com/profile/05103070404896311664noreply@blogger.comtag:blogger.com,1999:blog-7373926288636723415.post-41754701749175451722014-04-29T10:09:00.003-07:002014-05-03T19:13:38.617-07:00Graver un cuircuit imprimé sans dépenser des fortunes<div class="separator" style="clear: both; text-align: center;">
<img border="0" src="http://1.bp.blogspot.com/-buVkx6_o2t4/U1_j5Qsy8AI/AAAAAAAAAhc/EDOTOUJf0gI/s1600/Untitled.png" /></div>
<br />
<br />
Dans cet article je décrirais une méthode assez peu onéreuse et plus pratique que la méthode habituelle pour fabriquer vos circuits imprimé vous même. Cette manière de faire utilise des objets que vous êtes plus susceptible d'avoir et offre un assez bon résultats.<br />
<br />
<a name='more'></a><br />
<br />
<h3>
Liste du matériel</h3>
<br />
<ul>
<li>un circuit imprimé vierge simple face</li>
<li>de l'alcool à brûler</li>
<li>du papier de verre finesse 400 ou plus</li>
<li>1 litre de perchlorure de fer</li>
<li>une casserole + 1 récipient en verre pour le bain de perchlorure</li>
<li>un entonnoir en plastique pour récupérer le perchlo</li>
<li>du papier absorbant</li>
<li>une paire de gants en latex </li>
<li>du papier photo <b><u>brillant</u></b> pour imprimante</li>
<li>une imprimante laser</li>
<li>un fer à repasser </li>
<li>un bac d'eau pour le rinçage</li>
<li>un marker <b><u>permanent</u></b> pointe <b><u>ultra fine</u></b></li>
<li>un thermomètre</li>
<li>un morceau de grattoir d'éponge</li>
</ul>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-hefnAGf1z7A/U1-uxP7wm7I/AAAAAAAAAY4/TajFLzJGK88/s1600/DSC01739.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-hefnAGf1z7A/U1-uxP7wm7I/AAAAAAAAAY4/TajFLzJGK88/s1600/DSC01739.JPG" height="112" width="200" /></a>
<a href="http://4.bp.blogspot.com/-BNxaVr7pf98/U1_ZgoeFmII/AAAAAAAAAgg/5lZXi7pCW04/s1600/DSC01778.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-BNxaVr7pf98/U1_ZgoeFmII/AAAAAAAAAgg/5lZXi7pCW04/s1600/DSC01778.JPG" height="112" width="200" /></a>
<a href="http://1.bp.blogspot.com/-05tTpXl8RFg/U1-tmNU1VLI/AAAAAAAAAXs/Ilc68SsdRwU/s1600/DSC01741.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-05tTpXl8RFg/U1-tmNU1VLI/AAAAAAAAAXs/Ilc68SsdRwU/s1600/DSC01741.JPG" height="112" width="200" /></a>
<a href="http://3.bp.blogspot.com/-vZEXpmC0RFQ/U1_ZkwSx7-I/AAAAAAAAAgo/vsfndWSOKmw/s1600/DSC01779.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-vZEXpmC0RFQ/U1_ZkwSx7-I/AAAAAAAAAgo/vsfndWSOKmw/s1600/DSC01779.JPG" height="112" width="200" /></a>
<a href="http://2.bp.blogspot.com/-JPIgcKSC9v4/U1-to52awGI/AAAAAAAAAX0/__dUCmdiAsQ/s1600/DSC01743.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-JPIgcKSC9v4/U1-to52awGI/AAAAAAAAAX0/__dUCmdiAsQ/s1600/DSC01743.JPG" height="112" width="200" /></a>
<a href="http://1.bp.blogspot.com/-_L4K2f46xoI/U1-vj1EubGI/AAAAAAAAAZU/Hka_8M-45Ao/s1600/DSC01744.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-_L4K2f46xoI/U1-vj1EubGI/AAAAAAAAAZU/Hka_8M-45Ao/s1600/DSC01744.JPG" height="112" width="200" /></a>
<a href="http://1.bp.blogspot.com/-cvRaoBpWdHQ/U1_ZnGUB49I/AAAAAAAAAgw/mdL_79yrg6Y/s1600/DSC01780.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-cvRaoBpWdHQ/U1_ZnGUB49I/AAAAAAAAAgw/mdL_79yrg6Y/s1600/DSC01780.JPG" height="112" width="200" /></a>
<a href="http://3.bp.blogspot.com/-J8fzmMi25y4/U1-ttGwUPxI/AAAAAAAAAX8/zpg7pdHxQL4/s1600/DSC01747.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-J8fzmMi25y4/U1-ttGwUPxI/AAAAAAAAAX8/zpg7pdHxQL4/s1600/DSC01747.JPG" height="112" width="200" /></a>
<a href="http://4.bp.blogspot.com/-HzZGJxByVUs/U1-tyUhjsOI/AAAAAAAAAYE/iBwfKrhxi2I/s1600/DSC01748.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-HzZGJxByVUs/U1-tyUhjsOI/AAAAAAAAAYE/iBwfKrhxi2I/s1600/DSC01748.JPG" height="112" width="200" /></a>
<a href="http://1.bp.blogspot.com/-hKOwk_oBF-o/U1_ZvXpJdMI/AAAAAAAAAhA/ukqQdgABsGo/s1600/DSC01783.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-hKOwk_oBF-o/U1_ZvXpJdMI/AAAAAAAAAhA/ukqQdgABsGo/s1600/DSC01783.JPG" height="112" width="200" /></a>
<a href="http://4.bp.blogspot.com/-CoKaZOLQeb8/U1-t23JObaI/AAAAAAAAAYM/0maGCV4Br6I/s1600/DSC01750.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-CoKaZOLQeb8/U1-t23JObaI/AAAAAAAAAYM/0maGCV4Br6I/s1600/DSC01750.JPG" height="112" width="200" /></a>
<a href="http://3.bp.blogspot.com/-Hzi_HibQ530/U1-t9E3yIpI/AAAAAAAAAYU/j0Gj6e6ysFc/s1600/DSC01751.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-Hzi_HibQ530/U1-t9E3yIpI/AAAAAAAAAYU/j0Gj6e6ysFc/s1600/DSC01751.JPG" height="112" width="200" /></a>
<a href="http://4.bp.blogspot.com/-qeX-F9wLnXo/U1_ZrX7xjbI/AAAAAAAAAg4/CDPtg3zSmyk/s1600/DSC01782.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-qeX-F9wLnXo/U1_ZrX7xjbI/AAAAAAAAAg4/CDPtg3zSmyk/s1600/DSC01782.JPG" height="112" width="200" /></a></div>
<br />
<br />
<h3>
Procédure</h3>
Imprimez votre typon sur le papier photo brillant avec une imprimante laser. Cela ne fonctionnera qu'avec une laser car ces dernièrs utilisent une encre qui se fixe thermiquement ce qui n'est pas le cas des imprimantes jet d'encre.<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-OE_AypdjpAw/U1_LAEzIYEI/AAAAAAAAAdo/di_GkzugviM/s1600/DSC01752.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-OE_AypdjpAw/U1_LAEzIYEI/AAAAAAAAAdo/di_GkzugviM/s1600/DSC01752.JPG" height="112" width="200" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-MJE_-DDhWxE/U1_LKxx5X3I/AAAAAAAAAdw/YJFHnqb6lAk/s1600/DSC01754.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-MJE_-DDhWxE/U1_LKxx5X3I/AAAAAAAAAdw/YJFHnqb6lAk/s1600/DSC01754.JPG" height="112" width="200" /></a></div>
<br />
Découpez votre circuit imprimé à la taille de votre typon. Veillez à laisser un cm ou deux sur l'un des côtés pour pouvoir tenir le circuit dans le bain de perchlo.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-149Ro8yD_hQ/U1_N3ejy9gI/AAAAAAAAAeY/idwUxVS1wns/s1600/DSC01757.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-149Ro8yD_hQ/U1_N3ejy9gI/AAAAAAAAAeY/idwUxVS1wns/s1600/DSC01757.JPG" height="112" width="200" /></a></div>
<br />
<br />
Désoxydez le circuit imprimé en le frottant avec un morceau de papier de verre jusqu'à ce qu'il soit brillant, essayez de toujours frotter dans le même sens pour limiter les traces inesthétiques. Ensuite mettez de l'alcool sur une feuille de papier absorbant et nettoyez votre plaque avec. Ceci retirera les particules de cuivre de la précédente opération et dégraissera la plaque.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-2-l9KCyASbA/U1_P5zq-N8I/AAAAAAAAAek/OD4By742SIQ/s1600/DSC01758.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-2-l9KCyASbA/U1_P5zq-N8I/AAAAAAAAAek/OD4By742SIQ/s1600/DSC01758.JPG" height="112" width="200" /></a></div>
<br />
<br />
Faite chauffer votre fer à repasser au maximum en oubliant pas de désactiver la fonction vapeur. Placez le typon sur la plaque de cuivre côté encre et passez votre fer dessus en appuyant bien, passez le bout du fer partout pour vous assurer que tout les endroits ont bien étés repassés. Faite cela pendant environs 2 minutes voir un peu plus si le typon est grand. Faites bien attention à ce que la surface sur laquelle vous passez le fer soit plane, rigide et résistante à la chaleur.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-jAm4688POjk/U1_P-lTIaMI/AAAAAAAAAew/nJ3nWXh9XkI/s1600/DSC01759.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-jAm4688POjk/U1_P-lTIaMI/AAAAAAAAAew/nJ3nWXh9XkI/s1600/DSC01759.JPG" height="112" width="200" /></a></div>
<br />
<br />
Une fois le typon repassé plongez le dans l'eau froide pendant 5 minutes (attention à ne pas vous brûler). Après 5 minutes retirez une première couche de papier du typon qui doit être collé à la plaque. Replongez le dans l'eau 5 minutes puis frottez le reste du papier avec les doigts jusqu'à ce qu'il ne reste plus qu'une petite pellicule blanche. Prenez le morceau de grattoir d'éponge et frottez doucement le circuit dans l'eau jusqu'à ce qu'il ne reste plus de traces blanches. Séchez le circuit, <br />
si des morceaux du circuit ont été abimées ou mal transférées passez un coup de marker permanent dessus.<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-G4aq-bU5fRQ/U1_RI7YlfVI/AAAAAAAAAe8/-bbFVW1DDoM/s1600/DSC01760.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-G4aq-bU5fRQ/U1_RI7YlfVI/AAAAAAAAAe8/-bbFVW1DDoM/s1600/DSC01760.JPG" height="112" width="200" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-e8tkr_RvSEI/U1_RTv02LLI/AAAAAAAAAfM/NPSfryCpIzY/s1600/DSC01763.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-e8tkr_RvSEI/U1_RTv02LLI/AAAAAAAAAfM/NPSfryCpIzY/s1600/DSC01763.JPG" height="112" width="200" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-qRYOt0x0dXc/U1_RYNmfIvI/AAAAAAAAAfU/jbhnT_Rn5Kk/s1600/DSC01764.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-qRYOt0x0dXc/U1_RYNmfIvI/AAAAAAAAAfU/jbhnT_Rn5Kk/s1600/DSC01764.JPG" height="112" width="200" /></a></div>
<br />
<br />
<br />
Faites chauffer le perchlorure de fer au bain-marie jusqu'à ce qu'il atteigne la température de 40° puis éteignez le feu. Avec une pince plongez le circuit dans le perchlorure et remuez le doucement pendant 20 min environ. Une fois que tout le cuivre autour des pistes est dissout rincez le circuit dans l'eau.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-KHcOWKdHoPY/U1_WSx7g0rI/AAAAAAAAAfs/1pE9lLtPY6Q/s1600/DSC01768.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-KHcOWKdHoPY/U1_WSx7g0rI/AAAAAAAAAfs/1pE9lLtPY6Q/s1600/DSC01768.JPG" height="200" width="112" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-91hxt340TUg/U1_WYINCsrI/AAAAAAAAAf0/eavYjKQc5Os/s1600/DSC01769.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-91hxt340TUg/U1_WYINCsrI/AAAAAAAAAf0/eavYjKQc5Os/s1600/DSC01769.JPG" height="112" width="200" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-YYNiBJlgg1c/U1_Wb6ezpzI/AAAAAAAAAf8/XlF1_Xfa8x4/s1600/DSC01770.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-YYNiBJlgg1c/U1_Wb6ezpzI/AAAAAAAAAf8/XlF1_Xfa8x4/s1600/DSC01770.JPG" height="112" width="200" /></a></div>
<br />
<br />
Percez vos trous si vous avez une perceuse à colonne. Faite cela maintenant tant que le circuit est bien visible sur la plaque sinon passez à la suite.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-yaEpyplGnA8/U1_Wf2vhFMI/AAAAAAAAAgE/sC4oyG0E8Yw/s1600/DSC01771.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-yaEpyplGnA8/U1_Wf2vhFMI/AAAAAAAAAgE/sC4oyG0E8Yw/s1600/DSC01771.JPG" height="112" width="200" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-W-XTVG_WmG0/U1_WnWey0oI/AAAAAAAAAgM/C5-nKFr9E4c/s1600/DSC01774.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-W-XTVG_WmG0/U1_WnWey0oI/AAAAAAAAAgM/C5-nKFr9E4c/s1600/DSC01774.JPG" height="112" width="200" /></a></div>
<br />
<br />
Passez à nouveau le circuit au papier de verre pour retirer toute l'encre qui reste sur les pistes puis repassez votre circuit à l'alcool pour le nettoyer.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-Ls80Pv7KgBI/U1_WoUB3GwI/AAAAAAAAAgU/QvEpeTIK0iI/s1600/DSC01777.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-Ls80Pv7KgBI/U1_WoUB3GwI/AAAAAAAAAgU/QvEpeTIK0iI/s1600/DSC01777.JPG" height="112" width="200" /></a></div>
<br />
<br />
<br />
<br />
<h3>
En conclusion</h3>
<br />
Cette méthode est plutôt simple et efficace, elle évite les frais causés par la lampe UV, le révélateur et les plaques pré sensibilisés.<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />Wizzhardhttp://www.blogger.com/profile/05103070404896311664noreply@blogger.comtag:blogger.com,1999:blog-7373926288636723415.post-84955311573132352432014-04-27T12:37:00.001-07:002014-05-03T19:14:57.570-07:00Communiquer avec un nRF24L01+ sur Raspberry Pi<img alt="" src="data:image/png;base64,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" /> <br />
Dans cet article je vais rapidement décrire comment faire communiquer un Arduino avec un Raspberry Pi à l'aide de deux nRF24L01+. Le Arduino sera configuré comme un émetteur de données et le Raspberry comme le récepteur.<br />
<br />
<a name='more'></a><br />
<h3>
Liste du matériel</h3>
<ul>
<li>Un Arduino Uno</li>
<li>Un RaspberryPi</li>
<li>2 nRF24L01p</li>
<li>16 cable de prototypage mâle-femelle</li>
<li>2 plaque de prototypage(optionel)</li>
<li>20 câble de prototypage mâle-mâle (optionel)</li>
<li>La bibliothèque <a href="https://github.com/stanleyseow/RF24">RF24 (stanleyeow) </a></li>
</ul>
<br />
<h3>
Récupération de la bibliothèque</h3>
<br />
Dans un premier temps nous allons récupérer la bibliothèque RF24 sur github. Il vous en faudra un exemplaire pour le Raspberry Pi et un autre pour votre plateforme de développement Arduino. (Notez que la version de la bibliothèque RF24 n'est pas la même que celle présenté dans <a href="http://wizzhardware.blogspot.com/2014/04/communication-sans-fil-entre-deux.html">l'article précédent</a>,
qui ne contenait pas de code pour le RaspberryPi. Cette version reste
compatible avec la précédente mais une différence existe au niveau de la
gestion de la consommation qui nous obligera à appeler explicitement la
fonction PowerDown après chaque écriture sur un pipe si on veux éteindre le transmetteur en deux utilisations.<br />
<br />
Pour récupérer RF24 vous avez deux possibilités :
<br />
<ol>
<li>Cliquer sur "Download ZIP" sur <a href="https://github.com/stanleyseow/RF24">la page Github du projet</a></li>
<li>Cloner le projet avec Git</li>
</ol>
Si vous voulez cloner le projet avec Git vous pouvez procéder ainsi :<br />
<br />
Installez Git en tapant dans une console<br />
<script class="brush: cpp" type="syntaxhighlighter"><![CDATA[
sudo apt-get install git
]]></script>
Placez vous dans le répertoire où vous voulez installer RF24 puis tapez.<br />
<script class="brush: cpp" type="syntaxhighlighter"><![CDATA[
git clone https://github.com/stanleyseow/RF24.git
]]></script>
<br />
<h3>
Activation du SPI sur Raspberry</h3>
<br />
Si comme moi vous utilisez Raspbian sur votre Raspberry il se peut que le mode SPI soit désactivé. Pour l'activer ouvrez le fichier<br />
<br />
<code><span style="background-color: orange;"></span> /etc/modprobe.d/raspi-blacklist.conf</code><br />
<br />
puis commentez la ligne<br />
<br />
<code> blacklist spi-bcm2708</code><br />
<br />
en plaçant un '#' devant.<br />
<br />
<br />
<h3>
Côté Raspberry Pi</h3>
<br />
<h4>
Schema</h4>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-soxu-6gv4Kg/U11fYeAhHPI/AAAAAAAAAXQ/INL-G_1TrTg/s1600/Untitled.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-soxu-6gv4Kg/U11fYeAhHPI/AAAAAAAAAXQ/INL-G_1TrTg/s1600/Untitled.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<br />
<h4>
Code</h4>
<script class="brush: cpp" type="syntaxhighlighter"><![CDATA[
//----------------------------------------
// Test nRF24L01+ sur Raspeberry Pi
//----------------------------------------
#include <RF24.h>
#include <iostream>
#include <iomanip>
int main(int argc, char**argv)
{
char text[7];
// creation de la radio
RF24 radio("/dev/spidev0.0", 8000000, 25);
// initialisation de la radio aux valeurs par defaut
radio.begin();
// ouverture d'un pipe en lecture (adresse locale)
radio.openReadingPipe(1, 0x0000000001LL);
// on ecoute
radio.startListening();
std::cout << "ctrl-c pour sortir..."<< std::endl;
while(true)
{
// si une donnée est disponible sur un pipe
if(radio.available())
{
// on tente de la récupérer jusqu'a ce qu'elle soit complete.
while(radio.read(text, 7))
usleep(20000);
std::cout << "message recu : " << text << std::endl;
}
}
return 0;
}
]]></script>
<br />
<h3>
Côté Arduino</h3>
<br />
<h4>
Schema</h4>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-i5X4StMz_EA/U1f2gv2qAvI/AAAAAAAAAU4/PQtDCjTvm-g/s1600/nrf24l01p_schema.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-i5X4StMz_EA/U1f2gv2qAvI/AAAAAAAAAU4/PQtDCjTvm-g/s1600/nrf24l01p_schema.png" height="347" width="640" /></a></div>
<br />
<br />
<h4>
Code</h4>
<script class="brush: cpp" type="syntaxhighlighter"><![CDATA[
//----------------------------------------
// Test nRF24L01+ sur Arduino
//----------------------------------------
#include <SPI.h>
#include <nRF24L01.h>
#include <RF24.h>
RF24 radio(9,10);
char text[] = "coucou";
void setup()
{
Serial.begin(9600);
radio.begin();
radio.openWritingPipe(0x0000000001LL);
radio.startListening();
}
void loop()
{
// on envoi "coucou"
Serial.println("envoi du message : coucou");
radio.stopListening();
radio.write(text, 7);
radio.startListening();
delay(1000);
}
]]></script>
<br />
<br />
<br />
<br />Wizzhardhttp://www.blogger.com/profile/05103070404896311664noreply@blogger.comtag:blogger.com,1999:blog-7373926288636723415.post-18466720991239574322014-04-24T14:42:00.000-07:002014-05-03T19:15:29.823-07:00Communication sans fil entre deux arduino avec le nRF24L01+<div class="separator" style="clear: both; text-align: center;">
<img border="0" src="http://1.bp.blogspot.com/-osoIyE86s58/U1mdb1ugBII/AAAAAAAAAVQ/s_m03_eKw2w/s1600/header_transmitter.png" /></div>
<br />
Dans cet article je vais rapidement décrire comment mettre en place une communication radio entre deux Arduino dotés de modules nRF24L01+.
<br />
<br />
<a name='more'></a><h3>
Liste du matériel</h3>
<ul>
<li>2 Arduino Uno</li>
<li>2 modules nRF24L01+</li>
<li>16 cable de prototypage mâle-femelle</li>
<li>2 plaque de prototypage(optionel)</li>
<li>20 câble de prototypage mâle-mâle (optionel)</li>
<li>La bibliothèque <a href="https://github.com/maniacbug/RF24">RF24 (maniacbug)</a></li>
</ul>
<br />
<h3>
Schéma</h3>
<br />
Avant toute chose il faut noter que le nRF24L01+ s'alimente avec une tension allant de 1,9v à 3,6v alors faites bien attention à ne pas le brancher machinalement sur le 5v ou vous risquez de griller votre transceiver. De plus vérifiez bien votre version du nRF24L01+ n'est <u><b>pas</b></u> une version avec amplificateur (capable d'émettre à 1100m) car cette version peut consommer jusqu'à 115 mA ce qui est supérieur à la capacité de production de la sortie 3.3v qui est de 50 mA. Ceci étant dit voici le schéma de montage.
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-i5X4StMz_EA/U1f2gv2qAvI/AAAAAAAAAU0/P02QWfJsmhc/s1600/nrf24l01p_schema.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-i5X4StMz_EA/U1f2gv2qAvI/AAAAAAAAAU0/P02QWfJsmhc/s1600/nrf24l01p_schema.png" height="345" width="640" /></a></div>
<br />
<br />
Si vous souhaitez utiliser kicad pour concevoir vos circuits voici une bibliothèque contenant le composant nRF24L01+. Le modèle 3d est affiché avec quelques erreurs par kicad mais correctement par tous les autres logiciels sous lesquels je l'ai testé ce qui me fais dire qu'il y a probablement un petit bug dans kicad (ou que quelque chose m'a échappé quelque part).<br />
<br />
<br />
<span class="dlbutton">
<a href="https://drive.google.com/uc?export=download&id=0B581LK6RvAmucXhfRU95YnR6MUk">Télécharger nRF24L01+ pour Kicad</a>
</span>
<br />
<br />
<br />
<h3>
Premier petits tests</h3>
<br />
Dans un premier temps s'il s'agit de tester vos transmetteurs vous pouvez charger le programme d'exemple de la bibliothèque <i>Exemples/RF24/GettingStarted</i> dans chaque arduino puis :
<br />
<br />
Sur le arduino 1 :
<br />
<ol>
<li>ouvrir la console série,</li>
<li>régler votre débit sur 57600 bauds</li>
<li>entrez "T" dans la fenêtre d'entrée en haut de la console pour commencer à transmettre.</li>
</ol>
Sur le arduino 2 :<br />
<br />
<ol>
<li>ouvrir la console série,</li>
<li>régler votre débit sur 57600 bauds</li>
<li>entrez "T" dans la fenêtre d'entrée en haut de la console pour commencer à transmettre.</li>
<li>entrez "R" dans la fenêtre d'entrée en haut de la console pour passer en mode réception. </li>
</ol>
et voilà. <br />
<br />
<h3>
Allons plus loin</h3>
<br />
Maintenant que nous avons la preuve que nos transmetteurs fonctionnent voyons un peu plus en détail comment les choses fonctionnent avec un exemple de code copieusement commenté.<br />
<br />
<script class="brush: cpp" type="syntaxhighlighter"><![CDATA[
#include <SPI.h>
#include <nRF24L01.h>
#include <RF24.h>
// creation d'un objet RF24, 9 et 10 sont les pins
// sur lesquelles les signaux CE et CSn sont branché
RF24 radio(9,10);
// l'adresse de base n'est pas une adresse mémoire mais plutôt
// un identifiant de transmetteur unique, sachant qu'un transmetteur
// peut ouvrir 6 pipes en lecture chacun avec une adresse unique.
// Il semble recommandé que chaque pipe aient les même 32 premiers bits
// ici : 0x00000000--LL
uint64_t baseAddress = 0x0000000000LL;
int me = 0;
int other = 0;
int counter = 0;
void setup()
{
Serial.begin(9600);
// on entre l'identifiant du module radio local
Serial.println("entrez votre identifiant : ");
while(true)
{
if(Serial.available())
{
me = Serial.parseInt();
Serial.println(me);
break;
}
}
// on entre l'identifiant du module avec qui on veut correspondre
Serial.println("entrez l'identifiant du module avec lequel vous voulez communiquer : ");
while(true)
{
if(Serial.available())
{
other = Serial.parseInt();
Serial.println(other);
break;
}
}
// configure le port série et initialise le module radio avec ces paramètres par défaut.
// (canal 76, data rate 1MPS, crc 16)
radio.begin();
// ouvre un pipe en écriture, l'adresse peut-être n'importe quel nombre de 40 bits mais
// ce nombre doit correspondre à un port ouvert en lecture par autre module radio.
uint64_t address1 = baseAddress + other;
radio.openWritingPipe(address1);
// ouvre un pipe en lecture, l'adresse peut-être n'importe quel nombre de 40 bits et doit
// correspondre à un pipe ouvert en écriture par un autre module radio. Sachant que chaque
// module radio peut recevoir sur 6 pipes en même temps il faudra spécifier le pipe.
// Il est à noter que si on utilise openWritingPipe alors le port 0 est déjà utilisé il nous
// reste donc les ports 1 à 5 d'où notre choix de 1 ici.
uint64_t address2 = baseAddress + me;
radio.openReadingPipe(1, address2);
// démarre l'écoute des ports en lecture. il semble être très important de passer en
// startListening même si aucun pipe n'est en lecture. En gros passez en stopListening
// dès que vous entrez dans une fonction write et repassez en startListening juste après.
radio.startListening();
}
void loop()
{
// initialisation du compteur de temps
unsigned long t0 = millis();
unsigned long t1 = t0;
while(true)
{
// mise ajour du compteur de temps
t1 = millis();
// si 10 secondes se sont écoulées sans qu'aucun
// message n'arrive alors on envoi un premier mesage.
if( (t1-t0) > 10000 )
{
counter = 1;
Serial.print("Sending number : ");
Serial.println(counter);
radio.stopListening();
if(radio.write(&counter, sizeof(int)))
Serial.println("...success");
else
Serial.println("...failed");
radio.startListening();
break;
}
// si une donnée est disponible en lecture
if( radio.available() )
{
bool done = false;
// on attend tant que la donnée n'est pas completement lisible.
// il semble que la fonction 'radio.available' retourne true alors que
// 'radio.read' ne peut pas retourner une donnée complete.
while(!done)
{
done = radio.read(&counter, sizeof(int));
delay(20);
}
Serial.print("nombre recu : ");
Serial.println(counter);
// on incremente le compteur
counter++;
// on envoi le nouveau compteur
radio.stopListening();
Serial.print(" ; nombre renvoyé : ");
Serial.print(counter);
if(radio.write(&counter, sizeof(int)))
Serial.println("...success");
else
Serial.println("...failed");
radio.startListening();
break;
}
}
}
]]></script>Wizzhardhttp://www.blogger.com/profile/05103070404896311664noreply@blogger.comtag:blogger.com,1999:blog-7373926288636723415.post-75341280199515949022014-04-22T04:04:00.000-07:002014-05-03T19:15:53.880-07:00Transmission sans fil pour les pauvres...et les moins pauvres<div class="separator" style="clear: both; text-align: center;">
<img border="0" src="http://1.bp.blogspot.com/-HMZe7qvaA_4/U1mZ5NOCB-I/AAAAAAAAAVI/0rFKRs_60_o/s1600/header_transmitter.png" /></div>
<br />
Pour mon projet j'ai besoin de transmettre des données depuis le capteur vers la centrale, ceci depuis une bonne centaine de mètres et sans que cela ne me coûte un oeil, j'ai donc fais une recherche de différentes technologies dont je me propose de vous faite partager ici les fruits. Le sujet ayant été traité par d'autres je me contenterais de faire une rapide synthèse.
<br />
<a name='more'></a><br />
<br />
Après quelques recherche sur le net sur le sujet de la transmission sans fil via un arduino je suis principalement tombé sur 3 technologies couramment utilisées, aucune ne semblant véritablement capable, dans sa version de base,
d'émettre à la distance souhaitée mais plutôt entre 10m et 30m.<br />
<br />
<ul>
<li>Le module RF433</li>
<li>Le nRF24L01P </li>
<li>Le XBee</li>
</ul>
<br />
Voici une rapide description des technologies:<br />
<br />
<br />
<br />
<h3>
Le RF433 </h3>
<br />
<img alt="" src="data:image/jpeg;base64,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" /><br />
<br />
Ce système est composé d'un couple émetteur/récepteur à 433Mhz.<br />
Il est très peu coûteux, de 2€ à 10€ (pour les vendeur les moins scrupuleux).<br />
Les bibliothèques de code pour l'utiliser dépendent du contexte.<br />
<ul>
<li>Pour des communication de Arduino à Arduino : <a href="https://github.com/danielesteban/ArduinoLib/blob/master/VirtualWire/VirtualWire.h">VirtualWire</a> </li>
<ul>
<li><a href="http://electroniqueamateur.blogspot.fr/2014/01/modules-rf-433-mhz-virtualwire-et.html">Exemple 1 </a></li>
</ul>
</ul>
<ul>
<li>Pour des communication de Arduino à RaspberryPi : <a href="http://code.google.com/p/rc-switch/">RCSwitch</a> / <a href="https://github.com/r10r/rcswitch-pi">RCSwitch-Pi</a></li>
<ul>
<li><a href="http://www.wes.id.au/2013/07/decoding-and-sending-433mhz-rf-codes-with-arduino-and-rc-switch/">Exemple 1</a></li>
<li><a href="http://faitmain.org/volume-1/dispositifs.html">Exemple 2</a></li>
<li><a href="http://blog.rot13.org/2013/10/433-mhz-power-sockets-with-rc-switch-arduino-or-raspberry-pi.html">Exemple 3</a></li>
</ul>
</ul>
La portée n'est pas extraordinaire, une dizaine de mètres en gros et il faudra absolument mettre une antenne (un fil) d'au moins 17cm.<br />
<br />
<br />
<br />
<h3>
Le nRF24L01+</h3>
<br />
<img src="data:image/png;base64,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" /> <br />
<br />
Ce module est un émetteur/recepteur (transceiver) à 2,4Ghz.<br />
Il est très peu coûteux également entre 5 et 10€.<br />
Il est beaucoup plus riche en fonctionnalités que le RF433 puisqu'il est bidirectionnel, ce qui lui permet de gérer tout seul un protocole de communication maison (ShockBurst), un grand nombre de canaux différents (126) et même 6 voies de communication sur un même canal ce qui permet à 6 transmetteurs de parler en même temps à un unique récepteur.<br />
Les bibliothèque de code pour l'utiliser :<br />
<ul>
<li>RaspberryPi : <a href="http://playground.arduino.cc/InterfacingWithHardware/Nrf24L01">Mirf</a>, <a href="https://github.com/kehribar/nrf24L01_plus">nrf24L01+ Radio Library</a></li>
<li>Arduino : <a href="https://github.com/aaronds/arduino-nrf24l01">aaronds/arduino-nrf24l01</a></li>
<ul>
<li><a href="http://itechnofrance.wordpress.com/2013/05/24/utilisation-du-module-nrf24l01-avec-larduino/">Exemple 1</a> </li>
<li><a href="http://gizmosnack.blogspot.fr/2013/04/tutorial-nrf24l01-and-avr.html">Exemple 2</a></li>
<li><a href="http://arduino-info.wikispaces.com/Nrf24L01-2.4GHz-HowTo">Exemple 3</a> </li>
</ul>
</ul>
Je n'ai pas encore testé la portée puisque les modules sont en cour d'acheminement au moment ou j'écris ces lignes mais une <a href="http://www.ebay.com/itm/NRF24L01-PA-LNA-SMA-Antenna-Wireless-Transceiver-communication-module-2-4G-1100m-/310651702557?pt=LH_DefaultDomain_0&hash=item485448cd1d">version 1100m</a> existe pour à peine 5€ ce qui correspond au cahier des charge et semble faire du nRF24L01+ un bon candidat.<br />
<br />
<br />
<br />
<h3>
Le XBee</h3>
<br />
<img alt="" src="data:image/jpeg;base64,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" /><br />
<br />
Ces modules sont des émetteur/récepteurs à 2,4 Ghz.<br />
Les modules XBee existent dans plusieurs saveurs, Bluetooth, Wifi, Zigbee,...<br />
Xbee est une marque qui crée des modules de communication qui utilisent différents protocoles dont un, le Zigbee, semble particulièrement adapté à l'IoT.<br />
Les XBee sont assez cher comparés aux deux autres technologie, entre 20€ et 30€, pour des modules dont la porté reste assez faible, environ 30m. Ils semblent avoir des fonctions très avancées qui les font plus ressembler à des cartes réseau qu'a des fils virtuels et sont du coup peut-être un peu overkill pour mon projet, je n'ai donc pas poussé plus avant pour l'instant mais je garde la référence sous le coude.<br />
<br />
Une explication assez détaillée du XBee peut être trouvée <a href="http://jeromeabel.net/fr/ressources/xbee-arduino">ici</a>.<br />
<br />
<br />
<br />
<br />Wizzhardhttp://www.blogger.com/profile/05103070404896311664noreply@blogger.comtag:blogger.com,1999:blog-7373926288636723415.post-42881748601738951662014-04-19T12:35:00.000-07:002014-05-03T19:14:19.958-07:00Gestion d'énergie du Arduino Uno<div class="separator" style="clear: both; text-align: center;">
<img border="0" src="http://1.bp.blogspot.com/-na0dfHoIoRI/U1mmkNxS6eI/AAAAAAAAAV4/Sx0gmJyjaXA/s1600/header_transmitter.png" /></div>
<br />
Le projet que je réalise est construit autour d'un Arduino Uno et après avoir réalisé un premier proto je me retrouve confronté au problème de la consommation de ces petites bestioles qui ne sont pas, et c'est peu de le dire, véritablement économes en énergie. J'exposerais juste ici le résultat de certaines mesures ainsi que des liens vers les ressources qui m'auront étés utiles pour résoudre mes problèmes...en espérant qu'elles le soit également pour vous.<br />
<br />
<a name='more'></a><br />
<br />
Entrons dans le vif du sujet, dans un premier temps donc j'ai mesuré la consommation d'un Arduino Uno V3 seul en branchant un ampèremètre en série avec la pile de 9v qui est censée alimenter le montage final. A vide le Arduino consomme tout de même la bagatelle de 45mA. Sachant que la pile rechargeable que j'utilise est capable de fournir 170mAh (soit 170mA pendant une heure ou encore 85mA pendant 2 heure...etc) avant de rendre l'âme, cela signifie que je ne peux alimenter mon montage que pendant:<br />
<br />
170 / 45 = 3.7 heures<br />
<br />
ce qui est embêtant sachant que mon montage, qui est de type capteur, doit pouvoir dans l'idéal survivre plusieurs mois.<br />
<br />
<a href="https://www.blogger.com/blogger.g?blogID=7373926288636723415" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>J'ai donc ici absolument besoin de trouver un moyen de limiter la consommation du montage. La première mesure que je vais prendre est bien sur de mettre en veille le montage entre deux lectures de capteur, la seconde sera d'espacer autant que possible les prises de mesure. Ceci devrait dans un premier temps bien allonger la durée de vie de la pile.<br />
<a href="https://www.blogger.com/blogger.g?blogID=7373926288636723415" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><br />
Pour apprendre à gérer les modes d'alimentation du Arduino je suis tout d'abord tombé sur <a href="http://playground.arduino.cc/Learning/ArduinoSleepCode">cette page</a> qui m'a appris qu'il existait une bibliothèque <i><a href="http://www.nongnu.org/avr-libc/user-manual/group__avr__sleep.html">avr/sleep.h</a> </i>qui permettait d'appeler les fonctions suivantes pour désactiver certaines fonctionnalités inutilement énergivore pendant les phases d'inactivité:<br />
<br />
<span style="font-family: "Courier New",Courier,monospace;">set_sleep_mode(<mode>);</span><br />
<span style="font-family: "Courier New",Courier,monospace;">sleep_mode(); </span><br />
<br />
Après quelques tests voici les différentes consommations que j'ai relevée pour chacun des modes<br />
<br />
<ul>
<li><span style="font-family: "Courier New",Courier,monospace;">SLEEP_MODE_IDLE // 45.6mA</span></li>
<li><span style="font-family: "Courier New",Courier,monospace;">SLEEP_MODE_PWR_DOWN // 30.3mA</span></li>
<li><span style="font-family: "Courier New",Courier,monospace;">SLEEP_MODE_PWR_SAVE // 31.4mA</span></li>
<li><span style="font-family: "Courier New",Courier,monospace;">SLEEP_MODE_ADC // 36.6mA</span></li>
<li><span style="font-family: "Courier New",Courier,monospace;">SLEEP_MODE_STANDBY // 30.7mA</span></li>
<li><span style="font-family: "Courier New",Courier,monospace;">SLEEP_MODE_EXT_STANDBY // 31.4mA</span></li>
</ul>
<br />
<br />
L'économie d'énergie est bien là mais certain éléments de la carte comme la conversion usb<i>/</i>série, le convertisseur de tension et les 2 leds (5mA à elles deux) ne semblent pas affectés par la bibliothèque <i>avr/sleep.h</i> ce qui rend la carte encore beaucoup trop gourmande dans son mode le plus économique à savoir SLEEP_MODE_PWR_DOWN. Néanmoins allons au bout de la logique de cette méthode car telle qu'elle est actuellement utilisée elle ne permet pas de réveiller l'avr autrement que par un reset de la carte.<br />
<br />
Si nous voulons pouvoir réveiller la carte il nous faudra utiliser les interruptions et pour cela installer un gestionnaire d'interruption sur la pin 2, seulement voilà <i>sleep_mode</i> nous embête un peu car il ne nous permet pas d'installer le gestionnaire d'interruption au plus près de la fonction qui met réellement en sommeil le cpu de l'avr. Si nous y regardons de plus près nous nous apercevons que la fonction <i>sleep_mode</i> n'est en fait qu'un alias pour le code suivant :<br />
<br />
<span style="font-family: "Courier New",Courier,monospace;"> do</span><br />
<span style="font-family: "Courier New",Courier,monospace;">{</span><br />
<span style="font-family: "Courier New",Courier,monospace;"> sleep_enable();</span><br />
<span style="font-family: "Courier New",Courier,monospace;"> sleep_cpu();</span><br />
<span style="font-family: "Courier New",Courier,monospace;"> sleep_disable();</span><br />
<span style="font-family: "Courier New",Courier,monospace;">} while (0);</span><br />
<br />
Nous remplacerons donc <i>sleep_mode</i> par sa version longue afin de pouvoir intercaler des appels pour désactiver les interruptions jusqu'au tout dernier moment juste avant l'appel à <i>sleep_cpu</i> qui est le moment à partir duquel même le cpu ne pourra plus rien faire et ou nous seront donc condamné à attendre l'arrivée d'un interruption. Il est important de fixer le gestionnaire d'interruption le plus tard possible afin d'éviter qu'une interruption qui surviendrait avant l'appel à <i>sleep_cpu</i> ne déclenche le gestionnaire trop tôt ce qui bloquerait cpu dans son état de veille jusqu'a l'interruption suivante (s'il y en a une).<br />
<br />
<h3>
Schema et code</h3>
<br />
Voici le code et le schéma que j'ai utilisé pour mes tests :<br />
<a href="https://www.blogger.com/blogger.g?blogID=7373926288636723415" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br />
<a href="https://www.blogger.com/blogger.g?blogID=7373926288636723415" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><img alt="" src="data:image/png;base64,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" /><br />
<br />
<script class="brush: cpp" type="syntaxhighlighter"><![CDATA[
//--------------------------------------------------------------------------------<br />// test power saving<br />//--------------------------------------------------------------------------------<br /><br />#include <avr/power.h><br />#include <avr/sleep.h><br /><br />int counter = 0;<br /><br />void onWakingUp()<br />{<br /> counter++;<br />}<br /><br />void sleepNow()<br />{<br /> // on désactive les interruptions<br /> cli();<br /> <br /> // on configure un gestionnaire d'interruption sur l'io 2 <br /> attachInterrupt(0, onWakingUp, RISING);<br /><br /> // on configure le mode de gestion d'énergie<br /> set_sleep_mode(SLEEP_MODE_PWR_DOWN);<br /> <br /> // activation du mode de gestion d'énergie (seul le cpu tourne encore) <br /> sleep_enable();<br /><br /> // on réactive les interruptions<br /> sei();<br /> <br /> // on endors le cpu<br /> sleep_cpu();<br /><br /> // le code reprendra ici si une interruption survient <br /> // sur l'io 2 (si le switch est pressé donc)<br /> <br /> // on détache le gestionnaire d'exception<br /> detachInterrupt(0);<br /><br /> // on désactive la gestion d'énergie<br /> sleep_disable();<br /> <br /> Serial.print("waking up:");<br /> Serial.println(counter);<br />}<br /><br />void setup()<br />{<br /> Serial.begin(9600);<br /><br /> // l'io 2 configurée en input<br /> pinMode(2, INPUT);<br /> <br /> // l'io 4 configurée en sortie de manière à allumer une led<br /> pinMode(4, OUTPUT);<br /> digitalWrite(4, LOW);<br />}<br /><br />void loop()<br />{<br /> // on allume la led<br /> digitalWrite(4, HIGH);<br /><br /> // on attend 5 secondes <br /> delay(5000);<br /> <br /><br /> // on éteint la led<br /> digitalWrite(4, LOW);<br /><br /> // on met le Arduino en sommeil<br /> sleepNow();<br />}
]]></script>
<br />
<h3>
En conclusion </h3>
<br />
Cette méthode n'est pas la bonne car elle ne permet pas d'éteindre suffisamment d'éléments du Arduino. Je vois cependant deux voies de sortie :<br />
<br />
<ol>
<li>Soit je developpe un module d'alimentation externe qui pourra couper l'alimentation de toute la carte lorsque le capteur ne mesure rien. Cette méthode aura l'avantage de réellement couper toute alimentation entre deux mesures mais fait rebooter toute la carte ce qui prend du temps et une bonne quantité d'énergie pendant les quelques secondes du boot.</li>
<li>Soit je ne garde du arduino que l'avr et le minimum vital autour de lui pour le faire fonctionner (clock et condos principalement) ce qui sera peut-être un peu plus chiant car il faudra programmer l'avr avec un programmateur. Peut-être qu'un module comme le Arduino Mini conviendrai il faut que je regarde.</li>
</ol>
<br />Wizzhardhttp://www.blogger.com/profile/05103070404896311664noreply@blogger.com