4 Layer PCB manufacturing

Introduction to PCB manufacturing

Printed Circuit Board (PCB) manufacturing is a complex process that involves multiple steps and layers. In this article, we will focus on the manufacturing of 4 layer PCBs, which are commonly used in various electronic devices and applications. We will discuss the various stages of the manufacturing process, the materials and equipment used, and the challenges and best practices associated with 4 layer PCB manufacturing.

What is a 4 Layer PCB?

A 4 layer PCB is a type of printed circuit board that consists of four conductive layers separated by insulating material. The four layers are typically arranged in the following order:

  1. Top layer: This is the outermost layer where components are mounted and traces are routed.
  2. Ground layer: This layer is used as a reference plane for the signal layers and helps to reduce electromagnetic interference (EMI).
  3. Power layer: This layer is used to distribute power to the components on the board.
  4. Bottom layer: This is the opposite side of the top layer and is also used for component mounting and trace routing.

The four layers are bonded together using a lamination process, which involves applying heat and pressure to the layers along with a bonding agent.

Advantages of 4 Layer PCBs

4 layer PCBs offer several advantages over 2 layer PCBs, including:

  1. Improved signal integrity: The additional layers allow for better separation of signals, which reduces crosstalk and improves signal quality.
  2. Reduced EMI: The ground and power layers act as shields, reducing electromagnetic interference and improving the overall performance of the board.
  3. Higher component density: With four layers, designers can pack more components onto the board, reducing the overall size of the device.
  4. Better thermal management: The additional layers can be used to dissipate heat more effectively, which is important for high-power applications.

PCB Manufacturing Process

The manufacturing process for 4 layer PCBs involves several stages, each of which requires specialized equipment and expertise. The following are the main stages of the process:

1. Design and Layout

The first stage of the process is the design and layout of the PCB. This involves creating a schematic diagram of the circuit and then using CAD software to create a physical layout of the board. The layout must take into account the size and shape of the components, the spacing between them, and the routing of the traces.

2. Material Selection

The next stage is the selection of the materials that will be used to manufacture the board. The most common materials used for 4 layer PCBs are:

  • FR-4: This is a glass-reinforced epoxy laminate that is commonly used as the base material for PCBs. It has good mechanical and electrical properties and is relatively inexpensive.
  • Copper: Copper is used for the conductive layers of the board. It is typically applied to the FR-4 substrate using a process called electroplating.
  • Solder mask: This is a protective layer that is applied over the copper traces to prevent short circuits and oxidation.
  • Silkscreen: This is a layer of ink that is applied to the board to label components and provide other information.

3. Fabrication

The fabrication stage involves the actual manufacturing of the board. The process typically involves the following steps:

  1. Drilling: Holes are drilled in the board to accommodate the components and vias (connections between layers).
  2. Plating: The holes are plated with copper to create electrical connections between the layers.
  3. Etching: The unwanted copper is removed from the board using a chemical etching process, leaving only the desired traces and pads.
  4. Lamination: The four layers are bonded together using heat and pressure.
  5. Solder mask application: The solder mask is applied to the board and cured using UV light.
  6. Silkscreen printing: The silkscreen layer is applied to the board using a printing process.

4. Assembly

The final stage of the process is the assembly of the components onto the board. This is typically done using a pick-and-place machine, which automatically places the components onto the board using a vacuum nozzle. The components are then soldered to the board using a reflow oven, which melts the solder and creates a permanent connection.

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” 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Challenges in 4 Layer PCB Manufacturing

While 4 layer PCBs offer many advantages, they also present some unique challenges in manufacturing. Some of the main challenges include:

Signal Integrity

Maintaining signal integrity is critical in 4 layer PCBs, as the additional layers can create more opportunities for crosstalk and other signal issues. Designers must carefully consider the placement and routing of traces to minimize these issues.

Thermal Management

4 layer PCBs generate more heat than 2 layer boards, which can lead to reliability issues if not properly managed. Designers must consider the thermal properties of the materials used and incorporate appropriate heat dissipation techniques.

Manufacturing Tolerances

The multi-layer construction of 4 layer PCBs requires tighter manufacturing tolerances than 2 layer boards. This can increase the cost and complexity of the manufacturing process.

Best Practices for 4 Layer PCB Manufacturing

To ensure the successful manufacturing of 4 layer PCBs, designers and manufacturers should follow some best practices:

Use Appropriate Materials

Choosing the right materials is critical for the performance and reliability of the board. FR-4 is the most common base material, but other materials may be more suitable for specific applications.

Follow Design Guidelines

Manufacturers typically provide design guidelines that specify the minimum trace widths, spacing, and hole sizes that can be reliably manufactured. Designers should follow these guidelines to ensure manufacturability.

Use Appropriate Vias

Vias are used to connect the layers of the board, but they can also create signal integrity issues if not properly designed. Designers should use appropriate via sizes and spacing to minimize these issues.

Consider Manufacturability

Designers should consider the manufacturability of the board from the outset, taking into account the capabilities and limitations of the manufacturing process. This can help to avoid costly redesigns later in the process.

Test and Inspect

Proper testing and inspection are critical for ensuring the quality and reliability of the finished board. Manufacturers should use appropriate testing and inspection techniques, such as automated optical inspection (AOI) and X-ray inspection.

Conclusion

4 layer PCB manufacturing is a complex process that requires specialized equipment, materials, and expertise. By understanding the various stages of the process, the challenges involved, and the best practices for design and manufacturing, designers and manufacturers can ensure the successful production of high-quality, reliable 4 layer PCBs.

Frequently Asked Questions (FAQ)

  1. What is the difference between a 2 layer and 4 layer PCB?
  2. A 2 layer PCB has two conductive layers (top and bottom), while a 4 layer PCB has four conductive layers (top, ground, power, and bottom). 4 layer PCBs offer better signal integrity, reduced EMI, higher component density, and better thermal management compared to 2 layer PCBs.

  3. What materials are used in 4 layer PCB manufacturing?

  4. The most common materials used in 4 layer PCB manufacturing are FR-4 (glass-reinforced epoxy laminate) for the base material, copper for the conductive layers, solder mask for protection, and silkscreen for labeling.

  5. What are the main stages of the 4 layer PCB manufacturing process?

  6. The main stages of the 4 layer PCB manufacturing process are design and layout, material selection, fabrication (drilling, plating, etching, lamination, solder mask application, and silkscreen printing), and assembly.

  7. What are some of the challenges in 4 layer PCB manufacturing?

  8. Some of the main challenges in 4 layer PCB manufacturing include maintaining signal integrity, managing thermal issues, and achieving tight manufacturing tolerances.

  9. What are some best practices for designing 4 layer PCBs?

  10. Some best practices for designing 4 layer PCBs include choosing appropriate materials, following design guidelines, using appropriate vias, considering manufacturability, and conducting thorough testing and inspection.

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