What is Soldermask Made of?
Soldermask is typically composed of a photoimageable polymer that is applied to the surface of a PCB. The most common types of soldermask materials include:
Liquid Photoimageable Soldermask (LPISM) : This type of soldermask is applied as a liquid and then exposed to ultraviolet (UV) light to cure and harden. LPISM offers excellent resolution and can be used to create fine-pitched designs.
Dry Film Photoimageable Soldermask (DFISM) : DFISM is a solid film that is laminated onto the PCB surface and then exposed to UV light to cure. This type of soldermask is known for its consistency and ease of application.
Epoxy Liquid Soldermask : This soldermask is composed of a two-part epoxy that is mixed and applied to the PCB surface. Epoxy liquid soldermask offers excellent chemical resistance and durability.
The choice of soldermask material depends on factors such as the PCB’s intended application, the desired level of resolution, and the manufacturing process.
The Soldermask Application Process
The application of soldermask to a PCB involves several steps to ensure proper coverage and adhesion. The general process is as follows:
Surface Preparation : The PCB surface is cleaned and roughened to promote adhesion of the soldermask.
Soldermask Application : The chosen soldermask material is applied to the PCB surface using methods such as screen printing, curtain coating, or roller coating.
Exposure : For photoimageable soldermasks, the applied material is exposed to UV light through a photomask, which selectively hardens the desired areas.
Developing : The unexposed areas of the soldermask are removed using a developing solution, leaving behind the hardened soldermask pattern.
Curing : The PCB is heated to fully cure the soldermask, ensuring its durability and adhesion to the board.
Final Inspection : The PCB is inspected for any defects or inconsistencies in the soldermask coverage.
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Types of Soldermask
Soldermasks come in various colors and finishes to suit different applications and aesthetic preferences. Some common types of soldermask include:
Green Soldermask : The most widely used color, green soldermask is a standard in the electronics industry due to its excellent visibility and contrast with copper traces.
Black Soldermask : Black soldermask offers a sleek and professional appearance and is often used in high-end consumer electronics.
White Soldermask : White soldermask provides a clean and modern look and is commonly used in LED lighting applications.
Matte Finish Soldermask : A matte finish reduces glare and provides a more diffuse appearance, making it easier to inspect the PCB for defects.
Glossy Finish Soldermask : A glossy finish offers a smooth and reflective surface, which can enhance the aesthetic appeal of the PCB.
Soldermask Type
Characteristics
Common Applications
Green
Standard color, excellent visibility and contrast
General electronics
Black
Sleek and professional appearance
High-end consumer electronics
White
Clean and modern look
LED lighting
Matte Finish
Reduces glare, easier to inspect for defects
Industrial and Automotive Electronics
Glossy Finish
Smooth and reflective surface, enhances aesthetic appeal
Consumer electronics
Benefits of Soldermask
The use of soldermask in PCB manufacturing offers several key benefits:
Oxidation Prevention : Soldermask protects the copper traces from oxidation, which can lead to reduced conductivity and performance issues.
Electrical Insulation : By covering the copper traces, soldermask provides electrical insulation, preventing short circuits and ensuring proper signal integrity.
Durability Enhancement : Soldermask adds a layer of protection to the PCB, making it more resistant to scratches, impacts, and environmental factors such as moisture and chemicals.
Improved Solderability : Soldermask helps to contain the solder to the exposed pads during the soldering process, preventing bridging and ensuring a more reliable solder joint.
Enhanced Aesthetics : The various colors and finishes available for soldermask allow for customization and improved visual appeal of the PCB.
Soldermask Design Considerations
When designing a PCB with soldermask, several factors must be considered to ensure optimal performance and manufacturability:
Soldermask Clearance : The soldermask clearance, or the distance between the edge of the copper pad and the soldermask opening, must be carefully designed to allow for proper solder joint formation.
Soldermask Thickness : The thickness of the soldermask layer can impact the PCB’s overall thickness and the effectiveness of the insulation and protection provided.
Soldermask Color : The choice of soldermask color should consider factors such as visibility, aesthetics, and the intended application of the PCB.
Soldermask Finish : The decision between a matte or glossy finish depends on the desired appearance and the ease of inspection required for the PCB.
Soldermask Compatibility : The soldermask material must be compatible with the PCB substrate and the other materials used in the manufacturing process to ensure proper adhesion and durability.
Frequently Asked Questions (FAQ)
Q: Is soldermask necessary for all PCBs?
A: While soldermask is not strictly necessary for all PCBs, it is highly recommended for most applications due to the protection, insulation, and durability it provides.
Q: Can soldermask be removed from a PCB?
A: Yes, soldermask can be removed using methods such as chemical stripping or mechanical abrasion. However, removing soldermask can compromise the protection and insulation of the PCB and should only be done when necessary.
Q: How does soldermask affect the assembly process?
A: Soldermask helps to contain the solder to the exposed pads during the soldering process, preventing bridging and ensuring a more reliable solder joint. This can lead to improved assembly yields and reduced rework.
Q: Can soldermask be applied to flexible PCBs?
A: Yes, soldermask can be applied to flexible PCBs using materials and processes specifically designed for flexible substrates. Flexible soldermask helps to maintain the flexibility of the PCB while still providing protection and insulation.
Q: What is the typical thickness of a soldermask layer?
A: The typical thickness of a soldermask layer ranges from 0.0005 inches (0.0127 mm) to 0.003 inches (0.0762 mm), depending on the specific material and application method used.
In conclusion, soldermask is a vital component of modern PCBs, providing essential protection, insulation, and durability to the copper traces. By understanding the composition, application process, types, and benefits of soldermask, PCB Design ers and manufacturers can make informed decisions to ensure the optimal performance and reliability of their products. As electronic devices continue to evolve and become more complex, the role of soldermask in enabling these advancements will only grow in importance.
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