8 Advantages of Rigid-Flex PCBs

What are Rigid-Flex PCBs?

Rigid-flex PCBs are a type of printed circuit board that combines both rigid and flexible substrates. The rigid parts of the board provide structural support and stability, while the flexible sections allow for bending, folding, or twisting. This unique design enables engineers to create three-dimensional configurations and save space in electronic devices.

Advantage 1: Space Savings and Miniaturization

One of the most significant benefits of rigid-flex PCBs is their ability to save space and enable miniaturization. By eliminating the need for connectors and cables between rigid boards, rigid-flex PCBs can reduce the overall size and weight of electronic devices. This is particularly important in applications where space is limited, such as Wearable Technology, medical devices, and aerospace systems.

Application Space Savings
Wearable Technology Up to 50%
Medical Devices Up to 40%
Aerospace Systems Up to 30%
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” 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Advantage 2: Improved Reliability and Durability

Rigid-flex PCBs offer improved reliability and durability compared to traditional PCB assemblies. By eliminating the need for connectors and cables, rigid-flex PCBs reduce the number of potential failure points in the system. The flexible sections of the board also allow for better stress distribution and shock absorption, making the device more resistant to vibrations and impacts.

Advantage 3: Enhanced Signal Integrity

Rigid-flex PCBs can enhance signal integrity by reducing the length of signal paths and minimizing electromagnetic interference (EMI). The shorter signal paths made possible by the integrated design of rigid-flex PCBs can reduce signal loss and improve overall system performance. Additionally, the flexible sections of the board can be shielded to minimize EMI, ensuring cleaner and more reliable signal transmission.

Advantage 4: Design Flexibility and 3D Configurations

The ability to combine rigid and flexible substrates in a single PCB allows for greater design flexibility and the creation of three-dimensional configurations. This enables engineers to design boards that can fit into unique or tight spaces, such as in wearable devices or automotive applications. The flexible sections of the board can also be folded or bent to accommodate various form factors and reduce the overall size of the device.

Advantage 5: Simplified Assembly and Reduced Costs

Rigid-flex PCBs can simplify the assembly process and reduce overall manufacturing costs. By integrating multiple rigid boards and eliminating the need for connectors and cables, rigid-flex PCBs can reduce the number of components required and streamline the assembly process. This can lead to faster production times, lower labor costs, and improved consistency in the final product.

Advantage 6: Improved Thermal Management

Rigid-flex PCBs can offer improved thermal management compared to traditional PCB assemblies. The flexible sections of the board can be used to create air gaps or channels that allow for better heat dissipation, reducing the risk of thermal damage to components. Additionally, the integrated design of rigid-flex PCBs can reduce the overall number of components, which can further improve thermal management by reducing the amount of heat generated within the device.

Advantage 7: Enhanced Mechanical Performance

The combination of rigid and flexible substrates in rigid-flex PCBs can enhance the mechanical performance of electronic devices. The flexible sections of the board can absorb stress and vibrations, reducing the risk of mechanical failure. This is particularly important in applications where the device is subjected to frequent movement or harsh environmental conditions, such as in automotive or aerospace systems.

Advantage 8: Environmental Sustainability

Rigid-flex PCBs can contribute to environmental sustainability by reducing the overall size and weight of electronic devices. This can lead to reduced material consumption and waste generation during the manufacturing process. Additionally, the improved reliability and durability of rigid-flex PCBs can extend the lifespan of electronic devices, reducing the need for frequent replacements and minimizing electronic waste.

Frequently Asked Questions (FAQ)

  1. Q: What industries commonly use rigid-flex PCBs?
    A: Rigid-flex PCBs are used in various industries, including consumer electronics, medical devices, automotive systems, aerospace, and military applications.
  2. Q: How do rigid-flex PCBs compare to traditional PCB assemblies in terms of cost?
    A: While the initial cost of rigid-flex PCBs may be higher than traditional PCB assemblies, the overall cost can be lower due to simplified assembly, reduced component count, and improved reliability.
  3. Q: Can rigid-flex PCBs be repaired or reworked?
    A: Yes, rigid-flex PCBs can be repaired or reworked, but it requires specialized skills and equipment. It is essential to follow proper repair procedures to ensure the integrity and reliability of the board.
  4. Q: What materials are used in the construction of rigid-flex PCBs?
    A: Rigid-flex PCBs typically use a combination of FR-4 or polyimide materials for the rigid sections and polyimide or polyester materials for the flexible sections. Copper is used for the conductive layers, and adhesives are used to bond the layers together.
  5. Q: How do designers ensure the reliability of the flexible sections in rigid-flex PCBs?
    A: Designers can ensure the reliability of the flexible sections by following proper design guidelines, such as maintaining appropriate bend radii, using stress relief features, and selecting suitable materials. Additionally, rigorous testing and quality control measures are employed to validate the performance and durability of rigid-flex PCBs.

In conclusion, rigid-flex PCBs offer numerous advantages over traditional PCB assemblies, including space savings, improved reliability, enhanced signal integrity, design flexibility, simplified assembly, improved thermal management, enhanced mechanical performance, and environmental sustainability. As electronic devices continue to become smaller, more complex, and more demanding, rigid-flex PCBs will play an increasingly important role in enabling the next generation of innovative and reliable electronic products.

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