Manufactures and Assembles PCBs for Bitcoin Miners

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Understanding Bitcoin Mining and the Role of PCBs

Bitcoin mining is the process of verifying and adding transaction records to the public ledger, known as the blockchain. Miners use specialized hardware to solve complex mathematical problems, and in return, they are rewarded with newly minted Bitcoins. The PCB is an essential component of a Bitcoin miner, as it houses and connects all the electronic components that enable the mining process.

The Importance of High-Quality PCBs in Bitcoin Mining

The quality of the PCB directly impacts the performance and reliability of a Bitcoin miner. A well-designed and manufactured PCB ensures:

  1. Efficient power distribution
  2. Optimal heat dissipation
  3. Minimal signal interference
  4. Durability and longevity

Investing in high-quality PCBs is crucial for mining operations to maximize their profitability and minimize downtime due to hardware failures.

The Manufacturing Process of Bitcoin PCBs

The manufacturing of PCBs for Bitcoin miners involves several stages, each requiring precision and adherence to industry standards.

PCB Design and Layout

The first step in manufacturing a Bitcoin PCB is designing the circuit layout. This involves:

  1. Schematic capture: Creating a diagram that represents the electronic components and their connections.
  2. Component placement: Arranging the components on the PCB for optimal performance and space utilization.
  3. Routing: Connecting the components using conductive traces while minimizing signal interference and ensuring proper power distribution.

PCB fabrication

Once the design is finalized, the PCB undergoes the fabrication process, which includes:

  1. Substrate preparation: Cleaning and coating the substrate material, typically fiberglass or ceramic.
  2. Copper lamination: Applying a thin layer of copper to the substrate.
  3. Etching: Removing unwanted copper to create the desired circuit pattern.
  4. Drilling: Creating holes for component placement and electrical connections.
  5. Plating: Applying a protective coating to the copper traces to prevent oxidation and improve conductivity.
  6. Solder Mask application: Adding a protective layer to the PCB to prevent short circuits and improve durability.
  7. Silkscreen printing: Adding text and symbols to the PCB for easy identification of components and connections.
PCB Fabrication Step Description
Substrate preparation Cleaning and coating the substrate material
Copper lamination Applying a thin layer of copper to the substrate
Etching Removing unwanted copper to create the desired circuit pattern
Drilling Creating holes for component placement and electrical connections
Plating Applying a protective coating to the copper traces
Solder mask application Adding a protective layer to the PCB
Silkscreen printing Adding text and symbols to the PCB

Quality Control and Testing

To ensure the manufactured PCBs meet the required standards, they undergo rigorous quality control and testing procedures, such as:

  1. Visual inspection: Checking for any visible defects or irregularities.
  2. Automated optical inspection (AOI): Using computer vision to detect any manufacturing defects.
  3. Electrical testing: Verifying the functionality and performance of the PCB.
  4. Environmental testing: Subjecting the PCB to various environmental conditions to ensure its durability and reliability.
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” alt=”” class=”wp-image-136″ >

PCB Assembly for Bitcoin Miners

Once the PCBs are manufactured, they need to be assembled with the necessary electronic components to create a functional Bitcoin miner.

Component Selection

Selecting the right components is crucial for the performance and efficiency of a Bitcoin miner. The main components include:

  1. Mining chips: The core of the miner, responsible for performing the complex calculations required for Bitcoin mining.
  2. Memory modules: Used to store the data required for mining operations.
  3. Power regulation components: Ensure stable and efficient power delivery to the mining chips.
  4. Cooling solutions: Help dissipate the heat generated by the mining chips to prevent overheating and ensure optimal performance.

Soldering Techniques

The electronic components are soldered onto the PCB using various techniques, depending on the component type and the required level of automation. The most common soldering techniques include:

  1. Through-hole soldering: Used for larger components with wire leads that are inserted through holes in the PCB and soldered on the opposite side.
  2. Surface-mount soldering: Used for smaller components that are placed directly on the surface of the PCB and soldered using a reflow oven or Wave Soldering machine.
  3. Manual soldering: Used for low-volume production or prototyping, where skilled technicians hand-solder the components onto the PCB.
Soldering Technique Description Automation Level
Through-hole soldering Components with wire leads inserted through holes in the PCB Low to Medium
Surface-mount soldering Small components placed directly on the PCB surface High
Manual soldering Hand-soldering components onto the PCB Low

Final Assembly and Testing

After the components are soldered onto the PCB, the Bitcoin miner undergoes final assembly, which includes:

  1. Attaching heatsinks and cooling solutions
  2. Connecting power supplies and data cables
  3. Enclosing the miner in a protective casing

The assembled Bitcoin miner then undergoes a series of tests to ensure its functionality, performance, and reliability before being packaged and shipped to customers.

Advancements in Bitcoin PCB Technology

As the Bitcoin mining industry evolves, so does the technology behind the PCBs used in miners. Some of the latest advancements include:

  1. High-density interconnect (HDI) PCBs: These PCBs feature finer traces and smaller vias, allowing for more compact designs and improved performance.
  2. Immersion cooling: By submerging the PCB in a non-conductive liquid, miners can achieve better heat dissipation and operate at higher frequencies for increased mining efficiency.
  3. Advanced substrate materials: The use of high-performance substrate materials, such as polyimide or ceramic, can improve the thermal and electrical properties of the PCB, leading to better performance and reliability.

The Future of Bitcoin PCBs

As the demand for Bitcoin and other cryptocurrencies continues to grow, the need for more efficient and powerful mining equipment will drive further advancements in PCB technology. Some potential future developments include:

  1. Integration of AI and machine learning: Incorporating AI and machine learning algorithms into the PCB design process could lead to more optimized layouts and improved performance.
  2. Adoption of 3D printing: 3D printing technology could enable the rapid prototyping and production of custom PCBs for specific mining applications.
  3. Development of quantum-resistant mining algorithms: With the advent of quantum computing, new mining algorithms that are resistant to quantum attacks will need to be developed, which may require specialized PCBs.

Conclusion

The manufacturing and assembly of PCBs for Bitcoin miners is a complex process that requires precision, adherence to industry standards, and a deep understanding of the unique requirements of the mining industry. As the demand for Bitcoin and other cryptocurrencies continues to grow, the need for high-quality, reliable, and efficient PCBs will only increase. By staying at the forefront of PCB technology and manufacturing processes, companies can continue to support the growth and evolution of the Bitcoin mining industry.

Frequently Asked Questions (FAQ)

  1. What is the role of a PCB in a Bitcoin miner?
    A PCB is the backbone of a Bitcoin miner, housing and connecting all the electronic components that enable the mining process. It ensures efficient power distribution, optimal heat dissipation, and minimal signal interference.

  2. Why is the quality of the PCB important for Bitcoin mining?
    The quality of the PCB directly impacts the performance and reliability of a Bitcoin miner. A well-designed and manufactured PCB ensures efficient operation, durability, and longevity, which are essential for maximizing profitability and minimizing downtime in mining operations.

  3. What are the main stages of manufacturing a Bitcoin PCB?
    The main stages of manufacturing a Bitcoin PCB include PCB design and layout, PCB fabrication, quality control and testing, and final assembly.

  4. What are some of the latest advancements in Bitcoin PCB technology?
    Some of the latest advancements in Bitcoin PCB technology include high-density interconnect (HDI) PCBs, immersion cooling, and the use of advanced substrate materials like polyimide or ceramic.

  5. How might the future of Bitcoin PCBs evolve?
    The future of Bitcoin PCBs may involve the integration of AI and machine learning in the design process, the adoption of 3D printing for rapid prototyping and custom production, and the development of quantum-resistant mining algorithms that require specialized PCBs.

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