1 ) Introduction : Il est parfois intéressant et utile de réaliser soit même des circuits imprimés simples en électronique. La technique de fabrication est relativement facile et le matériel utilisé peu onéreux. Nous ne considérerons ici que les circuits simple face cuivre à partir de plaques présensibilisées, courantes chez les revendeurs.
2 ) Appareillage :La fabrication nécessite toutefois l'utilisation d'un insolateur à tubes U.V que l'on peut fabriquer soi-même.La figure n° 1 cidessous montre un insolateur réalisé à partir d'un kit vendu par les établissements Perlor-Radio 25,rue Hérold 75001 Paris ( environ 45 € )
. On peut bien sûr l'acheter tout monté chez des revendeurs tels que Sélectronic ou Conrad.
Je suis à disposition pour fournir les plans de montage d'un tel insolateur.
Il est aussi nécessaire de disposer d'une micro perceuse fixée sur un bâti, permettant le perçage précis de trous de diamètre de 0,8 et 1 mm.
3 ) Réalisation :Celle-ci comporte plusieurs phases qui s'enchaînent dans l'ordre suivant :
3-1 ) Création du film transparent :
Il s'agit d'abord de dessiner (à la main ou mieux à l'aide d'un logiciel de dessin ) le circuit tel qu'il apparaîtra sur le cuivre.
Pour cela on part d'abord du schéma électronique de principe ( voir figure n°2 ) que l'on transpose
en dessin du circuit ( figure n° 3 ), comportant le positionnement des composants, à l'échelle 1 et vue du côté du circuit imprimé.
Les largeurs de piste mini sont de 1 mm, le diamètre des pastilles est de 2 mm et l'écartement mini entre pistes est aussi de 1 mm.
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)
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)
Il faut ensuite réaliser le dessin toujours à l'échelle 1, et toujours vue côté circuit imprimé cuivre ,
du circuit avec les pistes noircies ( voir figure n° 4 ). On pourra s'aider avec succès de la photocopie ( attention à l'échelle), pour sortir une copie sur film transparent ( typon ).
3-2 ) Préparation de la plaque de cuivre :
Cette plaque se trouve chez les revendeurs sous l'appellation: Circuit imprimé époxy présensibilisée épaisseur 15/10emm, dans divers formats de 60x100 mm à 200x300 mm., en simple face, l'épaisseur de cuivre est de 35mm.
La plaque est découpée au format du typon ( ici 70x47 mm ), puis on retire la pellicule auto-collante
de plastique noire qui protège le cuivre ( Gants en tissus ou latex ).
![](data:image/png;base64,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)
Positionner le typon sur la face de cuivre qui sera maintenu par 2 petits morceaux de ruban adhésif.
( figure n°5 ) ( attention à l'orientation recto/verso du typon )
3-3 ) Insolation : Placer l'ensemble typon + plaque sur la vitre de la machine à insoler et insoler la plaque pendant environ 40 sec. La durée proposée est indicative, elle peut varier de quelques dizaines de secondes en fonction du circuit ou de l'insolateur. Un essai sera sans doute nécessaire.
![](//4.bp.blogspot.com/-dURM2YlX0ks/TtyJCm1lsuI/AAAAAAAABa0/43egi-Sei0s/s400/Image_011.png)
Attention: Le contraste des parties du cuivre insolées n'est pas très important par rapport au reste du cuivre ( voir figure n°6 ).
3-4 ) Développement : Le développement s'effectue à l'aide d'un révélateur, que l'on trouve également chez les revendeurs sous forme de poudre à dissoudre: un sachet sedissout dans 1 litre d'eau . Il vaut mieux ne préparer que par demi-litre car le produit s'altère dans le temps et les temps de trempage s'allongent en fonction de l'âge de la solution ( 6 mois est un maximum ). Tremper complètement le circuit dans un bocal ( fonction de sa taille ) contenant la solution, en
le maintenant à l'aide d'une pince sur le côté ( voir figure n° 7 ).
![](//4.bp.blogspot.com/-yahMzhfE2DM/TtyJEYxNPsI/AAAAAAAABa8/AhvIW5JuU8o/s400/Image_012.png)
La résine photo-sensible qui a été insolée se dissout en 15 minutes environ , on doit obtenir un bon
contraste entre le cuivre et les pistes protégées ( voir figure n° 7 ). Insister de nouveau si l'on n'obtient pas ce contraste ( on peut aller jusqu'à 30 minutes ou plus selon l'âge de la solution).
On rincera ensuite abondamment à l'eau claire tout en frottant le cuivre avec une éponge pour retirer la résine noire brûlée ( sinon le cuivre ne sera pas attaqué ).
![](//1.bp.blogspot.com/-Ge5Aa7UqvuE/TtyJHinHIJI/AAAAAAAABbE/ywf_FpQPNsc/s1600/Image_013.png)
La figure n° 8 montre la différence entre une partie frottée à l'éponge et une partie simplement
développée.
3-5 ) Gravure :
L'attaque du cuivre dans les parties non protégées, est réalisée avec du perchlorure de fer, acheté également en granulés à dissoudre dans l'eau. La solution se conserve beaucoup plus longtemps que le révélateur, mais elle attaque les vêtements et les éviers assez fortement. Pour la gravure on utilise un bac en plastique rectangulaire de dimension légèrement plus grande que le circuit ( pour éviter le gaspillage de perchlo ), et l'on posera délicatement le circuit sur la surface du perchlo, face cuivre en dessous ( voir figure n° 9 ) . On pourra aussi maintenir le circuit en contact avec la solution à l'aide de 2 pinces plastiques comme montré sur la figure n° 9.
La durée de gravure est de l'ordre de 30 minutes; On voit d'ailleurs le circuit se dessiner à travers la plaque d'époxy, au fur et à mesure de l'attaque du cuivre. On renouvellera le trempage jusqu'à ce que tout le cuivre ait disparu (en dehors des pistes ! ). Rincer abondamment à l'eau claire.
Remarque : Le révélateur ( soude caustique ) et le perchlorure de fer étant des produits chimiques
agressifs, leur évacuation se fera avec toutes les précautions nécessaires.
On éliminera ensuite la résine restée sur les pistes avec un chiffon imbibé d'acétone, pour
éviter les problèmes lors de la soudure étain des composants( voir figures n° 10 et 11 )
![](//2.bp.blogspot.com/-E5cI8QbeuZw/TtyI4Vn1jRI/AAAAAAAABaU/3OrR9E-kxDU/s400/Image_015.png)
![](//2.bp.blogspot.com/-74W_wO-2u8Y/TtyI68FGOvI/AAAAAAAABac/q8hekt4V4VY/s1600/Image_016.png)
![](//3.bp.blogspot.com/-D1Nu4-nszZM/TtyI-cTwJ2I/AAAAAAAABak/tfDPCvIjUC8/s1600/Image_017.png)
Certains trous pourront nécessiter des forets de diamètre 3 mm pour la fixation du circuit par
exemple.
4 ) Conclusion : On peut ainsi réaliser des circuits simples avec relativement peu de matériel, ce qui permet en construction amateur notamment d'éviter l'achat d' appareils coûteux.
2 ) Appareillage :La fabrication nécessite toutefois l'utilisation d'un insolateur à tubes U.V que l'on peut fabriquer soi-même.La figure n° 1 cidessous montre un insolateur réalisé à partir d'un kit vendu par les établissements Perlor-Radio 25,rue Hérold 75001 Paris ( environ 45 € )
. On peut bien sûr l'acheter tout monté chez des revendeurs tels que Sélectronic ou Conrad.
Je suis à disposition pour fournir les plans de montage d'un tel insolateur.
Il est aussi nécessaire de disposer d'une micro perceuse fixée sur un bâti, permettant le perçage précis de trous de diamètre de 0,8 et 1 mm.
3 ) Réalisation :Celle-ci comporte plusieurs phases qui s'enchaînent dans l'ordre suivant :
3-1 ) Création du film transparent :
Il s'agit d'abord de dessiner (à la main ou mieux à l'aide d'un logiciel de dessin ) le circuit tel qu'il apparaîtra sur le cuivre.
Pour cela on part d'abord du schéma électronique de principe ( voir figure n°2 ) que l'on transpose
en dessin du circuit ( figure n° 3 ), comportant le positionnement des composants, à l'échelle 1 et vue du côté du circuit imprimé.
Les largeurs de piste mini sont de 1 mm, le diamètre des pastilles est de 2 mm et l'écartement mini entre pistes est aussi de 1 mm.
Il faut ensuite réaliser le dessin toujours à l'échelle 1, et toujours vue côté circuit imprimé cuivre ,
du circuit avec les pistes noircies ( voir figure n° 4 ). On pourra s'aider avec succès de la photocopie ( attention à l'échelle), pour sortir une copie sur film transparent ( typon ).
Attention : Utiliser des gants en tissus à partir de ce moment pour manipuler le typon et éviter de
retrouver des empreintes digitales sur le circuit gravé.
retrouver des empreintes digitales sur le circuit gravé.
3-2 ) Préparation de la plaque de cuivre :
Cette plaque se trouve chez les revendeurs sous l'appellation: Circuit imprimé époxy présensibilisée épaisseur 15/10emm, dans divers formats de 60x100 mm à 200x300 mm., en simple face, l'épaisseur de cuivre est de 35mm.
La plaque est découpée au format du typon ( ici 70x47 mm ), puis on retire la pellicule auto-collante
de plastique noire qui protège le cuivre ( Gants en tissus ou latex ).
Positionner le typon sur la face de cuivre qui sera maintenu par 2 petits morceaux de ruban adhésif.
( figure n°5 ) ( attention à l'orientation recto/verso du typon )
![](http://2.bp.blogspot.com/-LgwLfcscA0Y/TtyJBZG6hqI/AAAAAAAABas/kCKbbpwCjlU/s400/Image_010.png)
![](http://4.bp.blogspot.com/-dURM2YlX0ks/TtyJCm1lsuI/AAAAAAAABa0/43egi-Sei0s/s400/Image_011.png)
Attention: Le contraste des parties du cuivre insolées n'est pas très important par rapport au reste du cuivre ( voir figure n°6 ).
3-4 ) Développement : Le développement s'effectue à l'aide d'un révélateur, que l'on trouve également chez les revendeurs sous forme de poudre à dissoudre: un sachet sedissout dans 1 litre d'eau . Il vaut mieux ne préparer que par demi-litre car le produit s'altère dans le temps et les temps de trempage s'allongent en fonction de l'âge de la solution ( 6 mois est un maximum ). Tremper complètement le circuit dans un bocal ( fonction de sa taille ) contenant la solution, en
le maintenant à l'aide d'une pince sur le côté ( voir figure n° 7 ).
![](http://4.bp.blogspot.com/-yahMzhfE2DM/TtyJEYxNPsI/AAAAAAAABa8/AhvIW5JuU8o/s400/Image_012.png)
La résine photo-sensible qui a été insolée se dissout en 15 minutes environ , on doit obtenir un bon
contraste entre le cuivre et les pistes protégées ( voir figure n° 7 ). Insister de nouveau si l'on n'obtient pas ce contraste ( on peut aller jusqu'à 30 minutes ou plus selon l'âge de la solution).
On rincera ensuite abondamment à l'eau claire tout en frottant le cuivre avec une éponge pour retirer la résine noire brûlée ( sinon le cuivre ne sera pas attaqué ).
![](http://1.bp.blogspot.com/-Ge5Aa7UqvuE/TtyJHinHIJI/AAAAAAAABbE/ywf_FpQPNsc/s1600/Image_013.png)
La figure n° 8 montre la différence entre une partie frottée à l'éponge et une partie simplement
développée.
3-5 ) Gravure :
L'attaque du cuivre dans les parties non protégées, est réalisée avec du perchlorure de fer, acheté également en granulés à dissoudre dans l'eau. La solution se conserve beaucoup plus longtemps que le révélateur, mais elle attaque les vêtements et les éviers assez fortement. Pour la gravure on utilise un bac en plastique rectangulaire de dimension légèrement plus grande que le circuit ( pour éviter le gaspillage de perchlo ), et l'on posera délicatement le circuit sur la surface du perchlo, face cuivre en dessous ( voir figure n° 9 ) . On pourra aussi maintenir le circuit en contact avec la solution à l'aide de 2 pinces plastiques comme montré sur la figure n° 9.
![](http://4.bp.blogspot.com/-dMtgNYCnZCg/TtyJLv4PaEI/AAAAAAAABbM/_x1tRqZ0W9k/s400/Image_014.png)
Remarque : Le révélateur ( soude caustique ) et le perchlorure de fer étant des produits chimiques
agressifs, leur évacuation se fera avec toutes les précautions nécessaires.
On éliminera ensuite la résine restée sur les pistes avec un chiffon imbibé d'acétone, pour
éviter les problèmes lors de la soudure étain des composants( voir figures n° 10 et 11 )
![](http://2.bp.blogspot.com/-E5cI8QbeuZw/TtyI4Vn1jRI/AAAAAAAABaU/3OrR9E-kxDU/s400/Image_015.png)
![](http://2.bp.blogspot.com/-74W_wO-2u8Y/TtyI68FGOvI/AAAAAAAABac/q8hekt4V4VY/s1600/Image_016.png)
3- 6 ) Perçage :
Pour le perçage on utilisera une micro-perceuse montée sur bâti, avec des forets de 0,8 ou 1 mm suivant le diamètre des fils de sortie des composants.( voir figure n° 12 ) ![](http://3.bp.blogspot.com/-D1Nu4-nszZM/TtyI-cTwJ2I/AAAAAAAABak/tfDPCvIjUC8/s1600/Image_017.png)
Certains trous pourront nécessiter des forets de diamètre 3 mm pour la fixation du circuit par
exemple.
4 ) Conclusion : On peut ainsi réaliser des circuits simples avec relativement peu de matériel, ce qui permet en construction amateur notamment d'éviter l'achat d' appareils coûteux.
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