Gold fingers, also known as edge connectors or contact fingers, are a type of electrical connector commonly found on printed circuit boards (PCBs) and various electronic devices. These connectors are typically plated with gold to ensure reliable electrical contact and prevent corrosion. Gold fingers play a crucial role in establishing a secure and efficient connection between different components or modules in electronic systems.
History of Gold Fingers
The use of gold fingers in electronic devices dates back to the early days of computing. As electronic systems became more complex and required modular designs, the need for reliable and efficient connectors grew. Gold-Plated Edge Connectors emerged as a solution to ensure stable electrical connections between PCBs and other components.
One of the earliest examples of gold fingers can be found in the design of early computer memory modules, such as the Single In-line Memory Module (SIMM) and Dual In-line Memory Module (DIMM). These memory modules utilized gold-plated edge connectors to establish a connection with the motherboard, allowing for easy installation and replacement of memory components.
Over time, the use of gold fingers expanded beyond memory modules and found applications in various other electronic devices, including:
Expansion cards (e.g., graphics cards, sound cards, network cards)
Mobile phone SIM cards
Smart cards (e.g., credit cards, ID cards)
Modular electronic systems
Advantages of Gold Fingers
Gold fingers offer several advantages that make them a preferred choice for electrical connectors in electronic devices:
Excellent conductivity: Gold is an excellent conductor of electricity, ensuring efficient and reliable transmission of electrical signals between connected components.
Corrosion resistance: Gold is highly resistant to corrosion, oxidation, and tarnishing. This property helps maintain the integrity of the electrical connection over time, even in harsh environments.
Durability: Gold-Plated Connectors are more durable and resistant to wear compared to other materials. They can withstand multiple insertion and removal cycles without significant degradation in performance.
Low contact resistance: Gold fingers provide low contact resistance, which minimizes signal loss and ensures optimal signal integrity.
Compatibility: Gold fingers are widely used and compatible with various connector systems, making them a standard choice for many electronic devices.
Manufacturing Process of Gold Fingers
The manufacturing process of gold fingers involves several steps to ensure the desired quality and reliability of the connectors. Let’s explore each step in detail:
The first step in creating gold fingers is the fabrication of the PCB itself. The PCB is designed using specialized software, considering factors such as the desired circuit layout, component placement, and connector requirements. The design is then transferred to a copper-clad laminate board through a process called photolithography.
Plating Process
Once the PCB is fabricated, the gold fingers undergo a plating process to deposit a layer of gold onto the exposed copper contacts. The plating process typically involves the following steps:
Cleaning: The PCB is thoroughly cleaned to remove any contaminants or oxidation from the copper surface. This ensures proper adhesion of the subsequent plating layers.
Nickel plating: A layer of nickel is plated onto the copper contacts. Nickel serves as a barrier layer, preventing the diffusion of copper into the gold layer and enhancing the durability of the connector.
Gold plating: The final step involves plating a layer of gold onto the nickel-plated contacts. The gold plating thickness typically ranges from 0.05 to 0.10 microns (2 to 4 microinches). The gold layer provides excellent electrical conductivity and corrosion resistance.
Quality Control
After the plating process, the gold fingers undergo rigorous quality control measures to ensure they meet the required specifications. Some of the common quality control tests include:
Visual inspection: The gold fingers are visually inspected for any defects, such as scratches, pits, or uneven plating.
Thickness measurement: The thickness of the gold plating is measured using specialized instruments to ensure it meets the specified requirements.
Adhesion test: The adhesion of the gold plating to the underlying nickel and copper layers is tested to ensure a strong and reliable bond.
Continuity test: Electrical continuity tests are performed to verify that the gold fingers provide a proper electrical connection and there are no open or short circuits.
Insertion and removal test: The gold fingers are subjected to multiple insertion and removal cycles to assess their durability and reliability under normal usage conditions.
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” 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Applications of Gold Fingers
Gold fingers find applications in various electronic devices and systems. Let’s explore some of the most common applications:
Memory Modules
One of the most well-known applications of gold fingers is in memory modules, such as SIMM and DIMM. These modules use gold-plated edge connectors to establish a connection with the motherboard’s memory slots. The gold fingers on the memory module ensure reliable electrical contact and allow for easy installation and replacement of memory modules.
Memory Module Type
Number of Gold Fingers
Data Width
SIMM
30 or 72
8 or 32 bits
DIMM
168 or 240
64 or 72 bits
Expansion Cards
Expansion cards, such as graphics cards, sound cards, and network cards, also utilize gold fingers to connect with the motherboard’s expansion slots. The gold fingers on these cards provide a secure and reliable electrical connection, enabling the transfer of data and power between the card and the motherboard.
Expansion Card Type
Interface
Number of Gold Fingers
Graphics Card
PCIe x16
164
Sound Card
PCIe x1
18
Network Card
PCIe x4
64
Mobile Phone SIM Cards
Gold fingers are also found on mobile phone SIM (Subscriber Identity Module) cards. The gold-plated contacts on the SIM card establish a connection with the mobile phone’s SIM card reader, allowing for the transfer of subscriber information and enabling access to the mobile network.
Smart Cards
Smart cards, such as credit cards and ID cards, incorporate gold fingers to facilitate electrical contact with card readers. The gold-plated contacts on the smart card enable secure communication and data exchange between the card and the reader, ensuring reliable transactions and authentication.
Modular Electronic Systems
Gold fingers are used in modular electronic systems where different modules or boards need to be interconnected. Examples include:
Industrial control systems
Telecommunications equipment
Medical devices
Aerospace and defense systems
In these applications, gold fingers provide reliable and secure connections between modules, enabling seamless communication and data transfer.
Maintenance and Handling of Gold Fingers
To ensure the longevity and reliability of gold fingers, proper maintenance and handling practices should be followed:
Avoid touching the gold fingers: Oils and contaminants from human skin can degrade the quality of the gold-plated contacts. Handle devices with gold fingers by the edges or designated handling areas.
Use proper insertion and removal techniques: When inserting or removing devices with gold fingers, apply gentle and even pressure to avoid bending or damaging the contacts. Follow the manufacturer’s instructions for proper insertion and removal procedures.
Keep the connectors clean: Regularly clean the gold fingers and mating connectors using specialized cleaning products designed for electronic contacts. Avoid using abrasive materials or excessive force during cleaning.
Store devices properly: When not in use, store devices with gold fingers in a clean, dry, and static-free environment. Use protective packaging or containers to prevent damage and contamination.
Handle with care: Avoid dropping or subjecting devices with gold fingers to excessive shock or vibration. Rough handling can damage the connectors and compromise their performance.
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” 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Conclusion
Gold fingers play a vital role in establishing reliable and efficient electrical connections in various electronic devices and systems. Their excellent conductivity, corrosion resistance, and durability make them a preferred choice for critical applications. From memory modules and expansion cards to mobile phone SIM cards and smart cards, gold fingers ensure secure and stable connections.
The manufacturing process of gold fingers involves precise PCB fabrication, plating, and quality control measures to meet the stringent requirements of electronic connectors. As technology continues to advance, the use of gold fingers is likely to remain prevalent in the design and development of electronic devices, enabling seamless connectivity and reliable performance.
Frequently Asked Questions (FAQ)
Q: What is the purpose of gold fingers on electronic devices?
A: Gold fingers serve as electrical connectors on electronic devices, providing a reliable and efficient means of establishing connections between different components or modules. They ensure stable signal transmission and prevent corrosion.
Q: Why is gold used for plating the contacts on electronic connectors?
A: Gold is used for plating electronic connectors due to its excellent conductivity, corrosion resistance, and durability. Gold-plated contacts provide reliable electrical connections and can withstand multiple insertion and removal cycles without significant degradation.
Q: What is the typical thickness of gold plating on gold fingers?
A: The typical thickness of gold plating on gold fingers ranges from 0.05 to 0.10 microns (2 to 4 microinches). This thickness is sufficient to provide excellent electrical conductivity and protection against corrosion while keeping manufacturing costs reasonable.
Q: Can gold fingers be replaced if they become damaged?
A: In most cases, damaged gold fingers cannot be easily replaced. If the gold plating is worn off or the contacts are severely damaged, the entire PCB or device may need to be replaced. However, minor contamination or oxidation can often be cleaned using specialized electronic contact cleaners.
Q: Are there any alternatives to gold fingers for electrical connectors?
A: While gold fingers are widely used and offer excellent performance, there are alternative materials and connector types available. Some alternatives include tin-plated contacts, silver-plated contacts, and press-fit connectors. However, gold fingers remain the preferred choice for many critical applications due to their reliability and durability.
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