PCI’s com componentes SMD somente em uma face. Este tipo de montagem
apresenta baixa utilização devido a necessidade de adição de outros
componentes SMD na face oposta ou ainda componentes convencionais, como
veremos nos tipos seguintes.
![](http://dsmachado.lwsite.com.brdata:image/png;base64,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)
Nota: O item “Lavagem” se refere
aos processos que utilizam pastas de solda ou fluxos que necessitam que seus
resíduos sejam removidos, seja por razões estéticas ou técnicas.
2. Tipo II;
PCI’s com componentes convencionais no lado superior da PCI e, componentes SMD
no lado inferior.
Este
tipo de montagem é muito utilizado na indústria de entretenimento (TV’s,
videocassetes, games)
Geralmente este tipo de montagem, recebe componentes convencionais após a
montagem SMD. Estes componentes normalmente não podem ser inseridos em
processos automáticos e por esta razão são montados manualmente e de forma
complementar antes da máquina de soldagem por dupla onda.
Caso seja necessária a inserção de componentes
convencionais automaticamente, então vide o Tipo III.
TIPO II
![](http://dsmachado.lwsite.com.brdata:image/png;base64,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)
3. Tipo III;PCI’s com componentes convencionais no lado
superior da PCI e, componentes SMD no lado inferior.O Tipo III segue o mesmo princípio do Tipo II,
mas com a inserção dos componentes convencionais de forma automática. A
densidade dos componentes convencionais define pela opção da inserção
automática. Note como fica o “novo” processo.
TIPO III
![](http://dsmachado.lwsite.com.brdata:image/png;base64,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)
4. Tipo IV.PCI’scom componentes SMD montados nas duas faces (dupla
refusão).
A utilização na qual estamos acostumados a nos
deparar são algumas PCI’s de módulos de memória e aparelhos eletrônicos
(filmadoras, celulares, centrais telefônicas, etc.) onde existe uma alta
densidade de componentes em pequena área disponível.
Durante
o processo de refusão da segunda face da PCI, se faz necessário o uso de
algumas medidas preventivas para que os componentes de maior massa não se
desprendam da face inferior durante a refusão. São elas:
Pasta de solda com temperaturas de fusão diferentes;Adição de adesivo;Ajuste das zonas inferiorese superiores do forno de refusão com
diferencial de temperatura. Nota: Nos fornos por convecção este diferencial
atinge no máximo 15o C.
TIPO IV
![](http://dsmachado.lwsite.com.brdata:image/png;base64,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)
5. Tipo V. PCI’s com
componentes SMD nas duas faces e componentes convencionais na face superior.
Esta é a configuração mais complexa e é utilizada em PCI’s para a indústria de
informática E .
TIPO V
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)
A
utilização deste processo implica na necessidade de utilização de máquinas
automáticas para a montagem de componentes convencionais. Durante a inserção automática de componentes
convencionais ocorre a dobra dos terminais. Esta operação é necessáriapara afixação mecânica dos componentes, evitando assim que os mesmos caiam ou
se movam de sua posição original durante a inversão da PCI para a deposição de
cola. Existe ainda a possibilidade de que a montagem
dos componentes convencionais seja efetuada manualmente em uma etapa anterior
ao processo de soldagem por dupla onda sem a necessidade da utilização de
equipamentos de inserção automática de componentes convencionais.
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