IV - Tecnologia da Pasta de
Solda
1. Definição
2. Introdução
3. Como é feita a Impressão Serigráfica;
4. Manuseio e cuidados necessários;
4.1 Armazenamento;
4.2 Preparação
4.3 Retirada do pote previamente à utilização;
4.4 Homogeneização da pasta de solda;
4.5 Viscosidade da pasta de solda;
4.6 Componentes da pasta de solda;
4.6.1 Metal
4.6.2 Metal e suas ligas;
4.6.3 Fluxo
4.6.4 Tipos de Fluxo
4.7 Propriedades Reológicas
4.8 Curva de Temperatura para Pasta de Solda
Pasta de Solda
1. Definição
“Pasta de Solda é a mistura homogênea e consistente de esferas de
solda em fluxo estabilizado, no qual alguns agentes especiais são
adicionados. Tem como função principal a união intermetálica entre dois ou
mais metais”.
2. Introdução
A aplicação da pasta de solda é apenas mais um passo no processo SMD
(montagem superficial de componentes) em PCI’s. Apesar disto ela é muito
crítica e afeta diretamente a qualidade e produtividade.
Geralmente, uma boa qualidade de impressão serigráfica da pasta de solda
depende na reologia (ciência que estuda materiais viscosos e suas
características de fluidez), de um conjunto de parâmetros e de uma escolha
adequada do equipamento.
Neste capítulo iremos tratar, desde a composição da pasta de solda até
aspectos processuais.
Para se ter idéia da importância de uma aplicação correta da pasta de solda,
64% dos problemas ocorridos em um processo SMD são causados por uma aplicação
inadequada ou incorreta da pasta. 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)
Alguns princípios básicos contribuem sensivelmente para a
transferência da pasta de solda na PCI.
São eles:
a) a aderência relativa entre as superfícies da pasta/stencil e
pasta/substrato;
b) a força aplicada pelo rodo através do eixo Y (vertical);
c) a pressão (por unidade de área) aplicada pelo rodo através do eixo Z
(descendente);
d) a pressão hidráulica criada na pasta de solda quando comprimida entre o
rodo e stencil;
e) finalmente, a força gravitacional.
3. Como é feita a impressão serigráfica
O rodo faz um contato linear com o stencil e um contato de aproximação com a
pasta, capaz de movê-la através da superfície do stencil. Durante o movimento
do rodo, a pressão hidráulica na pasta é capaz de atuar contra o stencil e
rodo, resultando na extrusão da pasta através das aberturas do stencil. ![](http://dsmachado.lwsite.com.brdata:image/png;base64,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)
4. Manuseio e cuidados necessários
Se trata de um material composto essencialmente por estanho e chumbo em
proporções de 63% e 37% ( também é muito comum a presença de 2% de prata
alterando esta composição para 62% Sn, 36% Pb e 2% Ag), respectivamente.
O chumbo é um material pesado, isto é, quando absorvido pelo corpo
humano não é secretado e se acumula em órgãos vitais como o fígado entre
outros.
Por motivos tão sérios como o que acabamos de citar, o manuseio deve seguir
alguns procedimentos básicos.
São eles:
a) Sempre manusear o pote de pasta de solda com luvas impermeáveis;
b) não subestimar as pequenas quantidades que entram em contato com a pele.
Não esquecer que a pele pode absorver estes metais e eles podem se depositar
no organismo;
c) por possuir em sua composição básica alguns ácidos, é possível a
ocorrência de dermatites de contato. São pequenas erupções (bolhas) causadas
pela reação alérgica em algumas pessoas, que causam um certo desconforto.
Mais um motivo para a utilização de luvas impermeáveis;
d) destruir os potes de pasta de solda vazios e não permitir, em hipótese
alguma, a reutilização dos mesmos. Sempre haverá uma quantidade residual no
pote por mais que se limpe. Encaminhar este dejeto para um lixo industrial.
4.1Armazenamento
A Pasta de Solda é um material sensível à temperatura e tem uma vida útil
limitada, deve-se obedecer a certos critérios térmicos para que se evite a
degradação da pasta através da alteração em sua reologia.
A temperatura deve ficar na faixa de 0º até 10º C. A vida útil média de uma
pasta de solda varia de acordo com seu tipo de fluxo, mas fica em torno de 6
meses, mantida em temperatura de armazenamento e com a embalagem original e
inviolada.
Nota: Seguir sempre as recomendações de seu fornecedor de pasta de solda.
Temperaturas abaixo de -26º C irão certamente congelar alguns ingredientes da
pasta de solda e cristalizá-los. Após congelamento, estes materiais não irão
retornar as suas características originais quando atingirem novamente a
temperatura ambiente.
Se a pasta de solda trabalhar em um ambiente muito frio, irá apresentar uma
viscosidade maior alterando a definição de impressão e provocando entupimento
nas aberturas do stencil,resultando
em insuficiência de solda na PCI ou abertos (pontos sem solda).
Precauções devem ser tomadas para que a pasta de solda não exceda 43º C. A
pasta de solda é uma mistura reativa, portanto temperaturas acima de 43º C
iniciam o processo de ativação do fluxo. Após longa exposição em elevadas
temperaturas, o fluxo começa um processo de ataque as esferas de solda.
Se a pasta de solda estiver “quente” por causa do ambiente de trabalho,
ocorrerá com maior freqüência a deformação dos blocos de pasta de solda sobre
a ilha onde o componente será posicionado. Este problema processual tem o
nome em inglês de “slump”. Acarreta geralmente curtos entre outros defeitos.
As esferas de solda irão se separar do fluxo quando estocadas em temperaturas
elevadas. A alteração de viscosidade permite o deslocamento das esferas de
solda para a parte inferior da embalagem devido a diferença de densidade.
4.2Preparação para uso
4.3 Retirada do pote previamente a utilização
Os potes que serão utilizados na produção devem deixar o refrigerador 24horas antes do início de sua manipulação ou
até atingirem a temperatura ambiente para uso, que é em torno de 20º - 25ºC.
Nota: Seguir sempre as recomendações de seu fornecedor de pasta de solda.
Considerar a umidade relativa do ar como fator importante para a adequação
deste tempo, pois antes do pote ser aberto não deve haver nenhuma presença de
gotículas de água na parte externa do pote. Toda e qualquer condensação na
pasta é indesejável e influenciará negativamente no processo de fabricação.
É indispensável ter o ambiente com a temperatura e umidade relativa do ar
controlada para obter resultados ótimos na utilização da pasta de solda.
* Temperatura: 20º - 25ºC
* Umidade: 45% - 55%
A rotatividade da pasta de solda em estoque é muito importante. Pastas de
solda têm um acréscimo de viscosidade com o passar do tempo e com a rotação
esta variação diminui.
4.4Homogeneização da Pasta de Solda
Este processo consiste em misturar (manualmente ou automaticamente) a pasta
de solda para obter uma homogeneização entre fluxo e esferas de solda. Por se
tratar de um material tixotrópico (alteração da viscosidade em função da
variação de temperatura), esta mistura auxilia a pasta a obter a viscosidade
de trabalho.
Quando esta homogeneização é feita manualmente, utiliza-se uma espátula e
esta não deve ser fabricada de materiais que possam contaminar a pasta.
Alguns exemplos:
* Aço carbono: libera óxido para a pasta;
* Alumínio: é contaminante de pasta de solda. Veremos sobre este assunto
adiante;
* Madeira: pode soltar cavacos ou lascas que prejudicam a aplicação da pasta
de solda, entre outros.
CUIDADO !!!
Não pressione a pasta com muita força contra as paredes do pote. Isto poderá
deformar as esferas e prejudicar a deposição das mesmas na PCI.
A viscosidade normalmente é especificada emcps (centpoise) e deve ser medida antes da operação de serigrafia.
Existem desde equipamentos portáteis até equipamentos de bancada que medem a
viscosidade e efetuam a correção caso esta esteja acima ou abaixo do especificado.
Nossa realidade atual confia na sensibilidade humana, isto é, apenas alguns
usuários utilizam um método automático.
Abaixo temos a tabela 5.2.a que referência as viscosidades com os métodos de
aplicação.
Métodos
de aplicação
|
Viscosidade
|
“Pin Transfer”
|
200
- 400 Kcps
|
Dispensador por seringa
|
200
- 400 Kcps
|
Impressão por telas tramadas
|
400
- 600 Kcps
|
Impressão por Stencil de metal
|
600
- 1400 Kcps
|
Os métodos de aplicação terão detalhamento em capítulo próprio dado
sua importância no processo SMD.
4.5Viscosidade da Pasta de Solda
A Viscosidade é definida “pela habilidade do fluído de resistir à uma força
aplicada a ele”. Também tecnicamente definida pela Lei de Newton como arazão entre ocoeficiente da tensão por cisalhamento versus
a taxa de cisalhamento.
Viscosidade=tensão por cisalhamento / taxa de
cisalhamento
Dentro de uma certa conveniência, a viscosidade medida num ponto simples tem
sido utilizada como indicativo de consistência da pasta de solda. Uma medição
consistente da viscosidade ocorre quando as seguintes condições são
encontradas:
* A reologia da pasta é conhecida;
* A técnica do manuseio que precede a medição é conhecido;
* A técnica de medição e equipamento são especificados;
* A temperatura de medição é especificada.
Nota:
|
Os itens acima citados
são, geralmente, fornecidos pelo fabricante da pasta de solda.
|
4.6Componentes da Pasta de
Solda
Os ingredientes encontrados na pasta de solda são: metal e fluxo (voláteis e
ativadores). Abaixo iremos descrever cada um deles e suas características e
funções.
4.6.1Metal
Definição:
|
“Sua função principal
é formar a união intermetálica permanente entre terminais dos componentes e
substrato (PCI), proporcionando um contato elétrico e fixação mecânica”
|
A “esfera” de solda pode apresentar várias formas
geométricas, sendo a mais comum e indicada, a forma esférica. Veja as demais
formas encontradas na figura 6 a abaixo. Formatos de Partículas ![](http://dsmachado.lwsite.com.brdata:image/png;base64,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)
A esfera de solda é o maior ingrediente na pasta
de solda, afetando diretamente a impressão serigráfica, bem como a qualidade
da soldagem final. O critério principal para selecionar a “esfera” é
balancear a demanda de fluxo, a reologia e a carga de metal aceitável na
pasta. Em outras palavras, o metal a ser utilizado deve corresponder a menor
área superficial com o mínimo de fluxo, tendendo a mínima formação de bolas
de solda (solder balls) durante a refusão. Ao mesmo tempo, as partículas
devem ser pequenas suficientes para proporcionar uma reologia adequada
durante a impressão serigráfica da pasta de solda e a resolução especificada.
A dimensão e formato das partículas metálicas determinam o conteúdo de óxido
das partículas e a capacidade de aplicação da pasta. Partículas esféricas são
preferidas sobre as partículas elípticas. Quanto menor a área superficial da
partícula, menor será a oxidação. Assim as partículas com formatos
irregulares e mais finas, com suas grandes superfícies, tem um nível de
oxidação maior que as partículas esféricas.
Pastas de solda contendo partículas de formato irregular são propensas a
prejudicar a impressão. Algumas variações no tamanho e formato das partículas
devem ser esperados.
Problemas de impressão são encontrados com pasta de solda contendo partículas
que são maiores em diâmetro, que rapidamente entopem as aberturas do stencil.
Por outro lado, pastas de solda com partículas muito pequenas são propensas a
formar bolas de solda durante a refusão.
A regra prática mais comumente utilizada para definir qual o diâmetro de
esfera é obter a menor abertura existente no stencil e por onde a pasta
fluirá. Após este passo, “alinhar” teoricamente, no mínimo, cinco esferas
nesta abertura. Veja figura 6b abaixo: ![](http://dsmachado.lwsite.com.brdata:image/png;base64,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)
Apesar de sua simplicidade, este procedimento
define a quantidade de pasta de solda apropriada para a união intermetálica.
As esferas de solda geralmente são representadas por uma designação de malhas
(mesh) de acordo com a ASTM B-214 (Test Method for Sieve Analysis of Granular
Metals Powders).
A tabela 6b resume as faixas típicas de tamanho de partículas, diâmetro médio
e razão relativa de área superficial/unidade de volume para os quatro tipos
de esferas designadas. Tabela 6b
Designação
de malhas (mesh)
|
Faixa
de diâmetro de partículas (mm)
|
Diâmetro
médio de partículas (mm)
|
Razão
relativa área superficial/
unidade
de volume
|
-200/+325
|
74 – 44
|
60
|
1.0
|
-325/+500
|
44 – 25
|
35
|
1.71
|
-400/+500
|
37 – 25
|
31
|
1.93
|
-500
|
25 – 10
|
18
|
3.33
|
É assumido que a razão relativa da área superficial/unidade de volume
é medida com esferas perfeitamente esféricas e o volume compreende uma
estrutura de “empacotamento” (close-packed) com eficiência de 95%.
A morfologia de uma esfera entre 25 e 90mm é mostrada na Tabela 6c. Tabela 6c Seleção do diâmetro de partícula para Técnicas de Impressão
Passo
do Componente (pol.) (pitch)
|
Largura
da abertura do Stencil (pol.)
|
Máximo
diâmetro da esfera (mm)
|
Malha
(mesh) aplicável
|
0.050
|
0.026
|
90+-5
|
-200/+325
|
0.025
|
0.014
|
65+-5
|
-200/+325,
ou
-325/+500
|
0.020
|
0.010
|
53+-5
|
-325/+500
|
0.015
|
0.008
|
41+-5
|
-325/+500,
ou
-400/+500,
ou menor
|
0.010
|
0.006
|
25+-5
|
-500,
ou
15
- 5 mm
|
A definição de malha (mesh) é a quantidade de
furos em cada eixo por polegada quadrada. Vide o exemplo simples da figura 6c
para que possamos entender a coluna “Malha (mesh) aplicável” na Tabela 6c. Figura 6c ![](http://dsmachado.lwsite.com.brdata:image/png;base64,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)
A figura 6d ilustra o exemplo entre a espessura
de um cartão de crédito e os diâmetros das esferas de soldas e “mesh”
correspondente. Figura 6d
![](http://dsmachado.lwsite.com.brdata:image/png;base64,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)
Nota:as
dimensões apresentadas acima estão expressas em polegadas.
4.6.2O Metal e suas ligas
O metal é compreendido por ligas estanho/chumbo e suas variações. As mais comuns
estão descritas na tabela 6d abaixo: Tabela 6d
Liga
Sn/Pb
|
Temperatura
de Fusão
|
Temperatura
de Refusão
|
63% Sn / 37% Pb
|
183º
|
208 - 223º
|
60% Sn / 40% Pb
|
183 - 190º
|
210 - 220º
|
50% Sn / 50% Pb
|
183 - 216º
|
236 - 246º
|
25% Sn /
75% Pb
|
183 -
266º
|
286 -
296º
|
10% Sn /
90% Pb
|
268 -
302º
|
322 -
332º
|
62% Sn /
36% Pb / 2% Ag
|
179º
|
204 -
219º
|
96.5%Sn / 3.5% Ag
|
221º
|
241 -
251º
|
95% Sn / 5% Ag
|
221 - 245º
|
265 - 275º
|
A tabela acima mostra que o ponto eutético da liga se altera
facilmente quando acrescentamos novos metais a liga básica Sn/Pb.
Os fatores críticos que determinam a composição da pasta de solda são os
seguintes:
a) Materiais da PCI e os Componentes SMD:
Temperaturas altas de soldagem (acima de 250o C) podem ser usadas para soldar
encapsulamentos cerâmicos em substratos cerâmicos. Entretanto para a soldagem
de encapsulamentos plásticos ao substrato de fibra de vidro (FR-4), soldas
com ponto de fusão mais baixo são usados para evitar degradação do substrato
e encapsulamento, durante a soldagem.
b) Compatibilidade da solda com as metalizações no substrato e nos terminais
dos componentes:
Ligas de In (Indio) e SnPb, são recomendadas para soldagem de terminais de
ouro, uma vez que a liga de SnPb forma uma camada intermetálica nociva com o
ouro.
c) Força da solda:
Se uma alta tensão e força de cisalhamento a temperaturas elevadas são uma
necessidade, ligas de chumbo e antimônio são recomendadas.
d) Custo:
A prata é habitualmente adicionada ao SnPb para diminuir a dissolução da
prata dos terminais dos componentes. A liga contendo 2% de prata é
recomendada pois é mais barata e tem praticamente o mesmo efeito da liga que
contém 4% de prata. Esta adição melhora a resistência mecânica da
interligação metálica e reduz levemente a temperatura de refusão.
As pastas existentes no mercado mundial para aplicação no processo de
serigrafia em SMD têm, em média, 90% de metal (ligas de Sn/Pb eoutras) e 10% de fluxo (resina natural ou
sintética, ácidos e solventes) em massa.
Em aplicações onde é necessário o uso de dispensadoresde pasta (retrabalho e/ou montagem de
componentes em PCI’s populadas) a porcentagem de metal cai para 85%. Nestes
casos é necessária uma viscosidade menor para que a pasta de solda possa
fluir pela agulha aplicadora.
Iremos tratar com mais profundidade sobre as ligas e impurezas mais adiante.
Em taxas de volume, esta proporção é de aproximadamente 50%/50%.
Uma impressão de 0.2 mm de espessura de pasta de solda irá resultar, em
média, 0.1 mm de espessura de metal refundido.
A espessura final da solda refundida pode variar de 50% da espessura da pasta
com conteúdo metálico de 90% até tão baixo quanto 22% da espessura da pasta
com conteúdo metálico de 75%. Assim, apenas uma pequena variação do conteúdo
metálico da pasta de lote a lote pode ter um impacto significante na
qualidade das juntas de solda. Por exemplo, uma variação de 10% no conteúdo
metálico pode mudar um excesso de solda na junta para uma junta com
insuficiência de solda para a mesma espessura de pasta.
4.6.3Fluxo
Definição:
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“Proporciona duas funções principais. A
primeira, de manter as esferas de metal em suspensão, sem oxidação e de
forma homogênea. A segunda, remover quimicamente as oxidações nos terminais
dos componentes e ilhas da PCI, permitindo uma boa formação da interligação
metálica entre as partes”.
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Como foi comentado anteriormente, a porcentagem de fluxo na pasta de
solda está entre 10 e15% de sua massa e aproximadamente 50% de seu volume.
Os componentes encontrados no fluxo da pasta de solda geralmente são os
descritos abaixo:
* Resina: proporciona um aquecimento médio estável e forma a textura básica
do fluxo;
* Intensificador: cria a massa que mantêm as esferas de metal em suspensão.
Proporciona a tixotropia e produz boa resolução durante processo de impressão
serigráfica;
* Solvente: dissolve todos os ingredientes para obtenção de mistura
homogênea.
O solvente não deve ser higroscópico. Ele deve ter alto ponto de ignição e
deve ser compatível com o ativador e os modificadores reológicos.
Os dois fatores mais importantes para controlar a formação de porosidade nos
filetes de solda são, o solvente na pasta de solda e o perfil de refusão. Os
vazios formados durante a refusão não apenas diminuem a força do filete mas
também representam um obstáculo para a eficiente transmissão de calor do
componente para o substrato, podendo resultar num sobreaquecimento do
produto. Vazios nos filetes de solda podem ser determinados por uma análise
de raios X. A área total dos vazios, calculada como percentagem do total do
filete, não deve exceder 10%.
* Amina: neutraliza a acidez do fluxo;
* Ativadores: limpam as superfícies a serem soldadas e reduzem a tensão
superficial da solda para proporcionar uma boa soldabilidade;
* Inibidores: preservam as superfícies metálicas;
* Aditivos: adicionam características especiais à pasta de solda.
Nota: Cada fabricante detêm e modifica as formulações dependendo da aplicação
do produto e suas características técnicas.
4.6.4Tipos de fluxos existentes
Já definimos anteriormente o diâmetro da esfera que devemos utilizar. Iremos
definir agora qual o fluxo que deveremos utilizar.
Fluxos com base de resina têm sido utilizados com sucesso e por vários anos
na indústria eletro-eletrônica. Suas principais propriedades são:
* Proporcionar remoção da oxidação e efetuar uma suave ação de limpeza nos
pontos a serem soldados;
* Auxiliar a molhagem (wetting) através da diminuição da força de coesão da
solda;
* Proteger a superfície durante o aquecimento, de uma reoxidação;
* O movimento do fluxo propicia uma melhor dispersão da solda.
A resina se caracteriza por não ter um ponto de fusão definido e preciso, por
usualmente não ser um condutor de eletricidade e normalmente, transparente ou
translúcido. Ainda podem ter sua origem natural ou sintética. As resinas
naturais (rosin) são provenientes dos pinheiros e não apresentam solubilidade
em água. As resinas (resin) sintéticas podem ter muitas ou todas as
propriedades das resinas naturais.
Esta escolha está diretamente relacionada com as condições da PCI,
componentes e processos estabelecidos. São eles:
Fluxo tipo R:
A designação R significa “resinoso”. Seu uso é raro e incomum. É necessária
limpeza da PCI após soldagem. Uma de suas raras aplicações é sua utilização
nos testes de soldabilidade de componentes;
Fluxo
tipo RMA:
A designação RMA significa “resinoso mediamente ativado”. Tem uso bastante
amplo e remove oxidações acentuadas. É recomendada limpeza da PCI após
soldagem, mas não obrigatória com nos casos de PCI’s na área de
entretenimento;
Fluxo
tipo NC:
A designação NC significa “No Clean”, isto é, não necessita de limpeza após
soldagem. Os resíduos sólidos presentes na PCI após soldagem são mínimos. Seu
maior inconveniente é sua baixa ativação. A janela de processo é crítica e
limitada.
O tipo de fluxo tem impacto direto na limpeza das montagens. Nas montagens SMD,
devido à pequena distância entre a PCI e os componentes, o fluxo pode ficar
retido neste espaço, levando à problemas de confiabilidade, por essa razão os
fluxos menos agressivos são preferidos nessas montagens.
Fluxo tipo RA:
A designação RA significa “resinoso ativado”. Contém ativadores corrosivos e
removem as mais severas oxidações. Necessita uma limpeza criteriosa da PCI
após a soldagem. Seu uso é bastante limitado.
Fluxo
OA ou WS:
A designação OA significa “ácido orgânico” ou WS “water soluble (hidrosolúvel)”.
Necessita de limpeza da PCI após a soldagem.
Esta limpeza ocorre através da lavagem da PCI em equipamento automático, com
água deionizada em temperatura próxima a 55º C e o detergente numa
concentração que varia entre 1 - 2% para sistema de limpeza semi-aquoso. As
pastas com fluxo hidrosolúvel, certamente tem melhores ações de molhagem
(habilidade de remover óxidos e preparar superfícies para soldagem). A ação
de molhagem da pasta é determinada pelos ativadores do fluxo utilizado.
4.7Propriedades Reológicas
As propriedades reológicas da pasta de solda - viscosidade, caimento (slump),
aderência (tackness) e vida útil - são controladas pela adição de
modificadores reológicos, também chamados de agentes intensificadores ou
solventes secundários. Modificadores reológicos são geralmente solventes com
ponto de ebulição alto, uma vez que eles precisam funcionar em temperaturas
até o ponto de fusão da pasta. Entretanto, partes do solvente ficam presas na
junta de solda após a solidificação, sempre que não haja tempo suficiente
para que esses modificadores evaporem completamente.
Viscosidade:
Pastas de solda são fluídos tixotrópicos. A uma taxa constante de tensão de
cisalhamento, a viscosidade da pasta de solda diminui em função do tempo,
assim, sua estrutura progressivamente se desprende. Ainda mais, a viscosidade
da pasta de solda diminui com o aumento da tensão de cisalhamento aplicada a
ela. Explicando de forma popular e leiga, a pasta de solda é “mais macia”
quando uma tensão de cisalhamento é aplicada (com um "rodo de
impressão" por exemplo) e “mais dura” quando nenhuma tensão é aplicada.
Esta propriedade é altamente desejada para impressão, pois a pasta de solda
estará por cima das aberturas no stencil, fluindo apenas quando o rodo de
impressão induzir uma força sobre ela.
Uma vez que a pasta foi depositada sobre as ilhas, a força de cisalhamento é
removida e a pasta retorna a sua forma de alta viscosidade, ficando assim
sobre as ilhas e não fluindo sobre as superfícies não metalizadas da PCI. Em
adição, a força de cisalhamento, o tamanho da partícula e a temperatura
ambiente, têm influência sobre a viscosidade da pasta de solda.
Pouco antes da aplicação, a viscosidade da pasta de solda deve ser medida a
25º C +- 0.2o C, utilizando-se um viscosímetro. A pasta de solda deve ser
visualmente inspecionada, uma aparência homogênea com tom de cinza médio é
desejável. Uma camada fina de fluxo que faz o contorno das partículas de
solda ainda perceptível é aceitável. Ela não deve exibir a aparência de uma
crosta seca. Para inspecionar substâncias estranhas, formação de grãos ou
crostas superficiais a pasta de solda deve ser manuseada com uma espátula
limpa.
Caimento (slump):
Caimento é a habilidade da pasta espalhar-se após ter sido depositada nas
ilhas. Para bons resultados de soldagem, o caimento deve ser minimizado. O
caimento também depende da percentagem do metal na pasta de solda. O método
mais confiável para controlar o caimento é através de um controle preciso da
viscosidade, da aplicação serigráfica da pasta de solda,temperatura adequada e uma relação
proporcional entre as aberturas e a espessura do stencil. Caimento excessivo
pode causar curtos.
Vida Útil e Aderência:
Existem algumas divergências na definição de "vida útil". A vida
útil da pasta de solda é geralmente definida como o tempo que a pasta pode
permanecer no stencil, sem degradação das suas propriedades reológicas antes
da impressão, ou na PCI, após a impressão. Ambas as definições podem estar
corretas, mas elas não são igualmente comparáveis.
Por exemplo, o tempo que a pasta pode ser deixada no stencil antes da
impressão não nos ajuda muito. É muito comum ouvirmos o termo em inglês
“Stencil life” para a definição anterior.
Entretanto, o tempo que a pasta pode ser deixada na PCI após a impressão é
uma informação útil e se utiliza o termo em inglês “tack time”para defini-lo.
Este é o tempo máximo que a máquina posicionadora de componentes (pick and
place) tem para assentar os componentes. Assim a mais usual definição de
"vida útil" é: “O máximo tempo que pode passar entre a abertura do
pote da pasta de solda até a refusão sem que haja degradação das propriedades
reológicas da pasta”. Isto inclui o tempo total para impressão,
posicionamento, refusão e manuseio entre as operações.
Aderência é a “habilidade da pasta de solda de fixar os componentes na
posição após o posicionamento, porém antes da refusão”. A aderência da pasta
é um indicador de sua vida útil. Através desta análise pode se saber se ela
expirou ou não. A pasta não é mais capaz de fixar os componentes na posição
durante a colocação e no manuseio antes da refusão. Para esta situação os
usuários utilizam o termo em inglês “Tack time” ou “Tack life”, como citamos
anteriormente.
Estes termos em língua inglesa são encontrados nos boletins técnicos dos
fabricantes de pasta de solda.
A aderência da pasta é importante para determinar se a pasta no stencil ou na
PCI deve ser substituída em algum evento, como, por exemplo, troca de turno
durante a produção.
Bolas
de Solda:
Bolas de solda são pequenas esferas de solda, comumente de 0,05 a 0,12 mm de
diâmetro, que se alojam nas superfícies não metálicas da PCI e sobre a
máscara de solda. Bolas de solda, especialmente as móveis, são um perigo
potencial para a confiabilidade, pois podem colocar em curto condutores
metálicos a qualquer tempo durante a vida da PCI. Há dois mecanismos pelos
quais bolas de solda são formadas.
a) Bolas de solda são formações secundárias a partir das esferas de SnPb
contidas na pasta de solda. Elas são deslocadas para longe da área onde a
solda está depositada quando o fluxo derrete e flui antes da solda derreter.
Isto acontece especialmente quando a pasta é depositada fora da ilha, quando
a abertura do stencil é maior que a ilha ou por falha de registro.
Essas pequenas esferas então perdem contato com a pasta de solda depositada e
quando a solda derrete, cada partícula torna-se uma pequena bola de solda na
periferia do depósito principal. O agrupamento de pequenas bolas de solda ao
redor do depósito principal é chamado de auréola ("halo").
b) Bolas de solda são também formadas quando a camada de óxido na superfície
das esferas da pasta de solda é tão espessa que o fluxo e os ativadores da
pasta não são suficientes para removê-la. Uma vez que os óxidos não podem
derreter nas temperaturas de soldagem, ele é empurrado para o lado como bolas
de solda cercando a solda líquida livre de óxido. Bolas de solda formadas
desta maneira são normalmente maiores que as formadas pelo primeiro mecanismo
devido a presença do óxido superficial que é menos denso que o metal.
A oxidação das esferas da pasta de solda é acelerada por armazenamento
indevido, ou por curar a pasta de solda em uma temperatura excessivamente
alta antes da refusão. A oxidação das esferas também é promovida pela
corrosão ou pela produção de óxidos devido a mútua abrasão das superfícies
das esferas durante o processo de fabricação, especificamente na separação
dos vários diâmetros. A tendência de uma pasta de solda formar bolas de solda
pode ser determinada por um simples teste. Algumas amostras de pasta de solda
com espessura de 0,15 a 0,25 mm são depositadas por stencil ou tela em uma
superfície não metálica como vidro, cerâmica ou fibra de vidro (FR-4) e
depois refundida, preferencialmente usando-se o mesmo perfil usado na
produção.
O depósito de solda resultante deve ser examinado visualmente. Se resultado
da refusão for uma esfera grande, brilhante e com superfície lisa, a pasta de
solda é aceitável. Uma ou duas esferas de solda são aceitáveis, desde que
elas não sejam maior que 10% da esfera principal ou tenham mais que 0,125 mm
de diâmetro. Uma auréola de esferas de solda é inaceitável. Naturalmente a
ausência de esferas de solda é preferível, porém uma pequena ocorrência de
esferas de solda muito pequenas é também aceitável. Agrupamentos de esferas
de solda são inaceitáveis. O teste de esferas de solda descrito acima deve
ser feito de maneira regular, de modo a monitorar a qualidade da pasta de
solda e sua tendência a formar esferas.
Habilidade de Impressão:
A habilidade de impressão de uma pasta de solda é refletida na precisão e
repetibilidade da pasta de solda aplicada nas ilhas. A habilidade de
impressão da pasta de solda é um dos testes mais críticos, e deve ser
determinado de acordo com os seguintes experimentos. Veja abaixo o
procedimento para o teste em referência. PCI’s “padrão” podem ser usadas para
testes.
a) Pesar cinco PCI’s “padrão” antes e (W1) e depois (W2) da aplicação da
pasta de solda.
b) Determinar o peso da pasta de solda aplicada em cada PCI pela fórmula
(W2-W1)/5.
c) Medir e registrar a altura da pasta em quatro pontos pré-determinados na
PCI.
d) Repetir os itens A a C para a pasta recém aplicada e exposta à atmosfera
por quatro horas.
* O critério de aceitação para uso de uma dada pasta de solda deve ser como
segue:
peso da pasta não deve variar mais que 10% entre a média obtida e de uma
determinada PCI.
* A altura da pasta de solda não deve variar mais que +/- 0,025 mm (+/- 1
mil) entre as medições feitas em uma PCI. A altura de pasta aceitável
compreende a faixa de 0,2 e 0,25 mm (8 mil a 10 mil). Comumente a espessura
do stencil é de 8 a 10 mils para componentes com passo entre terminais até 25
mil e de 4 a 6 mil para componentes “fine-pitch” (abaixo de 25 mil). Além da
espessura do stencil, a condição do equipamento de impressão determina a
altura da impressão.
* O modelo da pasta de solda deve ter cobertura uniforme, sem formação de
fios e sem separação do fluxo e solda, e deve imprimir sem formação de
pontas.
* Equipamentos específicos para medição da altura, largura, volume e
posicionamento da pasta de solda são utilizados para auxiliar no teste acima.
Softwares de Controle Estatístico de Processo são recomendados para o
controle e gerenciamento destes dados.
4.8Curva de Temperatura para Pasta de
Solda
O objetivo do processo de refusão é de fundir as esferas da pasta de solda,
executar uma boa molhagem (wetting) das junções intermetálicas, e solidificar
a solda criando uma união metalúrgica robusta. A curva de temperatura que
iremos apresentar é baseada em pastas com fluxo RMA. Levando em consideração
que as atuais pastas No-Clean tem sua base resinólica, e os fluxos RMA
também, tomaremos esta curva com seus dados para nosso exemplo.
Devemos observar que cada fabricante de pasta de solda recomenda a curva de
temperatura ideal para cada modelo em função do tipo de fluxo e ligas
presentes na pasta de solda.
A curva de temperatura deve ser utilizada para evitar os seguintes problemas
de processo.
AZona de Pré-aquecimento na prevenção
de evaporação insuficiente do solvente, choque térmico entre PCI/Componentes,
e formação de bolas de solda em decorrência de micro explosões.
AZona de Cura ou Ativação na
prevenção de ativação insuficiente do fluxo e formação excessiva de óxidos.
AZona de Refusão na prevenção de
alojamento de fluxo, formações indesejáveis, descoloração do fluxo e danos na
PCI e/ou Componentes. ![](http://dsmachado.lwsite.com.brdata:image/png;base64,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)
Zona I - Estágio inicial de
Pré-aquecimento
(Temperatura ambiente até 150ºC)
* O excesso de solvente é eliminado;
* A PCI e Componentes são gradualmente aquecidos;
* O gradiente de temperatura deve ser < 2.5ºC/Seg. para se evitar:
-Micro explosões (Splattering): a rápida evaporação do solvente e a expulsão
do ar resulta em possíveis formações de bolas de solda (solder balls);
- “Slump”: A rápida separação do fluxo da pasta de solda resulta em possíveis
formações de pontes de solda entre terminais.
Zona
II - Zona de Cura (Ativação) (de 150ºC até 180ºC)
* Os componentes presentes no fluxo iniciam sua ativação e redução dos óxidos
nos terminais dos componentes, ilhas da PCI, e nas esferas metálicas da pasta
de solda;
* Permite que componentes de massa distintas atinjam a mesma máxima
temperatura;
* O fluxo ativado mantêm a superfície metálica livre de novas oxidações;
Zona
III - Estágio de Refusão ( 183 - 230ºC)
* A pasta de solda atinge o ponto de fusão de suas ligas;
O fluxo ativado reduz a tensão superficial na interface metálica para que uma
boa interligação metálica ocorra.
Zona
IV - Estágio de Resfriamento ( de 183ºC até a temperatura ambiente)
O conjunto PCI/Componentes é resfriadopara que se evite formações intermetálicas indesejáveis ou “stress”
excessivo entre PCI e Componentes, em função de coeficientes de dilatação
distintos entre os materiais.
Como veremos em capítulo futuro, existem vários fornos de refusão utilizados
na indústria de montagem eletrônica. Apesar destes fornos terem diferentes
características e capacidades, ter uma curva de temperatura bem definida é
ter iniciado o processo de maneira ideal.
A pasta de solda deve ter as características abaixo:
1.
Curva de pré-aquecimento rápida, suave e constante. Para que isto ocorra, a
pasta de solda não deve conter solventes com baixo ponto de evaporação que
limitam a taxa de aquecimento e necessitam de baixas temperaturas na zona de
cura/ativação;
2.
A máxima temperatura que a PCI pode alcançar é 235ºC quando utilizamos ligas
Sn63/Pb37 ou Sn62/Pb36/Ag02. Acima deste ponto, não apenas inicia-se o
“stress” térmico da PCI, como existe uma grande chance do fluxo se
cristalizar e dificultar a remoção destes resíduos;
3.
É freqüente a necessidade de se ter, durante a zona de cura/ativação, uma
curva de temperatura equilibrada para PCI’s de grandes dimensões. O
comprimento desta zona deve ter o tempo suficiente para atingir, um
diferencial de temperatura, de no máximo 10ºC antes que a PCI entre na zona
de refusão (aprox. 180ºC).
O tempo máximo da curva entre 150º e 180ºC deve se limitar a 2.5 minutos para
pastas de solda resinosas e 2.0 minutos para pastas de solda hidrosolúvel. Os
ativadores iniciam seu trabalho em torno de 150ºC e podem ser eliminados
antes da refusão se o tempo na zona de cura/ativação for muito longo. Não
existe nenhum teste prático que defina o tempo mínimo.
4.
Apesar da pasta de solda com ligas Sn63/Pb37 e Sn62/Pb36/Ag02 refundirem a
183ºC ( ponto eutético), é recomendável que a PCI atinja, no mínimo, 205ºC.
Isto é necessário para que haja uma molhagem (wetting) adequada e auxilie a
remoção do fluxo da área soldada.
5.
O tempo total da curva de temperatura varia pelas dimensões da PCI, densidade
da PCI, necessidades de produção, do tipo de equipamento de refusão utilizado
e tipo de pasta de solda. Tempos típicos podem ser de 2 minutos para PCI’s de
pequenas dimensões até 8 minutos para PCI’s grandes e/ou densas.A grande maioria das PCI’s utilizam curvas
de temperatura com tempo médio de 4 a 6 minutos.
A velocidade da esteira transportadora do forno e as temperaturas da curva
requerem ajustes únicos para cada família de PCI produzida.
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