Gold plating is a process where a thin layer of gold is deposited onto the surface of another metal, such as copper or nickel. The gold layer provides superior electrical conductivity, corrosion resistance, and durability compared to the base metal. Gold plating is widely used in the electronics industry, particularly for edge connectors, to ensure reliable and long-lasting electrical connections.
Advantages of Gold Plating
Excellent electrical conductivity
High resistance to oxidation and corrosion
Low contact resistance
Improved wear resistance
Compatibility with various soldering processes
Enhanced aesthetic appearance
Edge Connectors and Gold Plating
Edge connectors are commonly found in electronic devices, such as computers, smartphones, and industrial equipment. They are used to establish electrical connections between printed Circuit Boards (PCBs) and other components or devices. Gold plating is often applied to the contact fingers of edge connectors to ensure optimal performance and reliability.
Types of Edge Connectors
PCI Express (PCIe) Connectors
DDR Memory Connectors
SATA Connectors
USB Connectors
HDMI Connectors
DisplayPort Connectors
Benefits of Gold Plating for Edge Connectors
Improved Signal Integrity
Reduced contact resistance
Prevention of oxidation and corrosion
Enhanced durability and longer lifespan
Compatibility with high-speed data transmission
Gold Plating Processes
There are several methods used for gold plating edge connectors, each with its own advantages and limitations.
Electroplating
Electroplating is the most common method for gold plating edge connectors. In this process, the connector is submerged in a gold electrolyte solution, and an electric current is applied. The gold ions in the solution are attracted to the connector surface, forming a thin, uniform layer of gold.
Advantages of Electroplating
Uniform gold layer thickness
High deposition rate
Suitable for large-scale production
Cost-effective
Limitations of Electroplating
Requires a conductive base material
May produce hydrogen embrittlement in some base metals
Potential for contamination from the electrolyte solution
Electroless Plating
Electroless plating is a chemical process that does not require an external electrical current. The connector is immersed in a gold plating solution containing a reducing agent, which causes the gold ions to deposit onto the connector surface.
Advantages of Electroless Plating
No need for a conductive base material
Uniform gold layer thickness, even on complex geometries
Reduced risk of hydrogen embrittlement
Excellent adhesion to the base metal
Limitations of Electroless Plating
Slower deposition rate compared to electroplating
Higher cost due to the use of more expensive chemicals
Potential for contamination from the plating solution
Immersion Gold Plating
Immersion gold plating is a simple and cost-effective process that involves submerging the connector in a gold plating solution. The gold ions in the solution replace the surface atoms of the base metal through a displacement reaction, forming a thin gold layer.
Advantages of Immersion Gold Plating
No external electrical current required
Suitable for non-conductive base materials
Low cost compared to other plating methods
Fast deposition rate
Limitations of Immersion Gold Plating
Limited gold layer thickness (typically 0.05-0.2 µm)
Potential for uneven gold distribution on complex geometries
Risk of base metal dissolution if left in the plating solution too long
Factors Affecting Gold Plating Quality
Several factors can influence the quality and performance of gold plated edge connectors:
Base metal composition and surface preparation
Gold purity and thickness
Plating process parameters (temperature, pH, current density, etc.)
Post-plating treatments (rinsing, drying, heat treatment)
Storage and handling conditions
Recommended Gold Thickness for Edge Connectors
The optimal gold thickness for edge connectors depends on the specific application and performance requirements. However, a general guideline for gold thickness in various industries is provided below:
Industry
Recommended Gold Thickness
Consumer Electronics
0.05 – 0.2 µm
Automotive
0.2 – 0.5 µm
Military and Aerospace
0.5 – 1.5 µm
Industrial
0.2 – 1.0 µm
Medical
0.2 – 0.5 µm
Common Defects in Gold Plated Edge Connectors
Pores or pinholes in the gold layer
Nodules or bumps on the surface
Uneven gold thickness distribution
Poor adhesion between the gold layer and base metal
Contamination from plating solutions or environment
To minimize these defects, it is essential to carefully control the plating process parameters, ensure proper surface preparation, and maintain a clean manufacturing environment.
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” 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Testing and Inspection of Gold Plated Edge Connectors
To ensure the quality and reliability of gold plated edge connectors, various testing and inspection methods are employed:
Visual inspection using microscopes or optical comparators
Thickness measurement using X-ray fluorescence (XRF) or beta backscatter
Adhesion testing using tape tests or scratch tests
Porosity testing using gel-bulk conductivity or nitric acid vapor tests
Corrosion resistance testing using salt spray or mixed flowing gas tests
Electrical performance testing using contact resistance or insertion/withdrawal force measurements
Regular testing and inspection help identify potential issues early in the manufacturing process, allowing for corrective actions to be taken before the connectors are assembled into the final product.
Environmental and Health Considerations
Gold plating processes involve the use of chemicals that can have environmental and health impacts if not handled properly. Some key considerations include:
Proper disposal of plating solutions and rinse water
Air emissions control for volatile organic compounds (VOCs) and other pollutants
Worker safety and exposure to hazardous chemicals
Compliance with local, state, and federal regulations, such as the EU’s Restriction of Hazardous Substances (RoHS) and the Registration, Evaluation, Authorization, and Restriction of Chemicals (REACH)
Manufacturers must implement appropriate safety measures, provide personal protective equipment (PPE) for workers, and ensure proper training on handling and disposing of chemicals used in the gold plating process.
Frequently Asked Questions (FAQ)
1. What is the difference between hard and soft gold plating?
Hard gold plating contains small amounts of alloying elements, such as cobalt or nickel, which increase the hardness and wear resistance of the gold layer. Soft gold plating, on the other hand, is pure gold and is more ductile and malleable. Hard gold is typically used for edge connectors that require high durability, while soft gold is used for applications that require better formability and flexibility.
2. Can gold plated edge connectors be soldered?
Yes, gold plated edge connectors can be soldered using standard Lead-Free Solder ing processes. However, it is essential to control the soldering temperature and duration to prevent the gold from dissolving into the solder, which can lead to embrittlement and reduced reliability.
3. How does the gold purity affect the performance of edge connectors?
Higher gold purity generally provides better electrical conductivity and corrosion resistance. However, pure gold is softer and more prone to wear. For edge connectors, a gold purity of 99.9% (24 karat) is commonly used, as it offers a good balance between electrical performance and durability.
4. Can gold plated edge connectors be used in harsh environments?
Gold plated edge connectors are well-suited for use in harsh environments, such as those with high humidity, temperature extremes, or corrosive atmospheres. The gold layer provides excellent corrosion resistance and helps maintain reliable electrical connections even under challenging conditions.
5. How often should gold plated edge connectors be inspected and cleaned?
The inspection and cleaning frequency for gold plated edge connectors depends on the specific application and environment. In general, it is recommended to visually inspect the connectors for signs of wear, contamination, or damage at regular intervals, such as during scheduled maintenance. Cleaning can be performed using isopropyl alcohol and a soft brush or lint-free cloth to remove any debris or oxidation. In critical applications, more frequent inspections and cleaning may be necessary to ensure optimal performance and reliability.
Conclusion
Gold plating is a crucial process for ensuring the performance, reliability, and longevity of edge connectors in various electronic applications. By selecting the appropriate plating method, controlling the plating process parameters, and implementing regular testing and inspection, manufacturers can produce high-quality gold plated edge connectors that meet the demands of today’s advanced electronic devices.
As the electronics industry continues to evolve, with increasing data speeds, miniaturization, and harsh operating environments, the importance of gold plating for edge connectors will only continue to grow. By staying up-to-date with the latest advancements in gold plating technologies and best practices, manufacturers can remain competitive and deliver products that exceed customer expectations.
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