High-Frequency PCB RF Microwave PCB Manufacturing at One-Stop

Introduction to RF PCB

Radio Frequency (RF) Printed Circuit Boards (PCBs) are specially designed circuit boards that are used in high-frequency applications. These PCBs are designed to operate at frequencies ranging from a few hundred megahertz (MHz) to several gigahertz (GHz). RF PCBs are widely used in various applications such as wireless communication systems, radar systems, satellite communication, and medical equipment.

What Makes RF PCBs Different?

RF PCBs differ from regular PCBs in several ways. First and foremost, RF PCBs are designed to handle high-frequency signals. This requires special materials and manufacturing techniques to ensure that the signal integrity is maintained throughout the board. Additionally, RF PCBs often have more stringent requirements for impedance matching, signal isolation, and power handling compared to regular PCBs.

Materials Used in RF PCB Manufacturing

The choice of materials is critical in RF PCB manufacturing. The substrate material must have low dielectric loss and stable dielectric constant over the operating frequency range. Some commonly used substrate materials for RF PCBs include:

  • Rogers RO4000 series
  • Rogers RT/duroid series
  • Isola I-Tera MT40
  • Taconic TLY series

The copper used in RF PCBs must also be of high quality to minimize losses. Low-profile copper is often used to reduce skin effect losses at high frequencies.

RF PCB Design Considerations

Designing an RF PCB requires careful consideration of several factors to ensure optimal performance. Some key design considerations include:

Impedance Matching

Impedance matching is critical in RF PCB design to ensure maximum power transfer and minimize signal reflections. The characteristic impedance of the transmission lines on the PCB must match the impedance of the components and devices connected to them. Common characteristic impedances used in RF PCBs are 50 ohms and 75 ohms.

Signal Integrity

Maintaining signal integrity is crucial in RF PCB design. This involves minimizing signal distortion, crosstalk, and losses. Some techniques used to maintain signal integrity include:

  • Using ground planes to provide a low-impedance return path for high-frequency signals
  • Using via stitching to minimize ground bounce and improve signal isolation
  • Using differential signaling to reduce electromagnetic interference (EMI)
  • Using impedance-controlled transmission lines such as microstrip and stripline

Power Handling

RF PCBs often need to handle high power levels, especially in applications such as power amplifiers. The PCB must be designed to dissipate heat effectively to prevent damage to components and ensure reliable operation. Some techniques used to improve power handling include:

  • Using a thicker substrate to increase thermal conductivity
  • Using a larger copper area to dissipate heat
  • Using thermal vias to transfer heat to the opposite side of the board

Component Placement

Proper component placement is essential in RF PCB design to minimize signal interference and optimize performance. Components should be placed as close as possible to minimize signal path length and reduce losses. Care must also be taken to avoid placing components too close together, which can lead to coupling and crosstalk.

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” 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RF PCB Manufacturing Process

The manufacturing process for RF PCBs is similar to that of regular PCBs, but with some additional steps and precautions to ensure high-quality boards. The basic steps in RF PCB manufacturing include:

  1. Design and Verification: The RF PCB design is created using CAD software and verified using simulation tools to ensure that it meets the required specifications.

  2. Material Selection: The appropriate substrate material and copper weight are selected based on the design requirements.

  3. PCB Fabrication: The PCB is fabricated using standard PCB manufacturing processes such as etching, drilling, and plating.

  4. Impedance Control: The PCB is tested to ensure that the impedance of the transmission lines matches the design specifications. This is typically done using a time-domain reflectometer (TDR) or a vector network analyzer (VNA).

  5. Assembly: The components are placed and soldered onto the PCB using surface mount technology (SMT) or through-hole technology (THT).

  6. Testing and Inspection: The assembled PCB is tested to ensure that it meets the required performance specifications. This may include RF testing, functional testing, and visual inspection.

One-Stop RF PCB Manufacturing

One-stop RF PCB manufacturing refers to a service where a single vendor handles the entire RF PCB manufacturing process, from design to final assembly and testing. This offers several advantages over using multiple vendors for different stages of the process:

Streamlined Communication

With one-stop RF PCB manufacturing, communication is streamlined between the design and manufacturing teams. This reduces the chances of misunderstandings or errors that can occur when communicating with multiple vendors.

Faster Turnaround Time

Using a single vendor for RF PCB manufacturing can significantly reduce the turnaround time compared to using multiple vendors. This is because there is no need to coordinate between different vendors and ship the boards between different locations.

Cost Savings

One-stop RF PCB manufacturing can also lead to cost savings by eliminating the need for multiple vendors and reducing shipping costs. Additionally, the vendor may offer volume discounts for larger orders.

Quality Control

With one-stop RF PCB manufacturing, the vendor has complete control over the entire process, from design to final testing. This allows for better quality control and ensures that the boards meet the required specifications.

Choosing a One-Stop RF PCB Manufacturer

When choosing a one-stop RF PCB manufacturer, there are several factors to consider:

Experience and Expertise

The manufacturer should have experience and expertise in RF PCB design and manufacturing. They should be familiar with the latest technologies and techniques used in RF PCB manufacturing and have a proven track record of delivering high-quality boards.

Manufacturing Capabilities

The manufacturer should have the necessary equipment and facilities to handle the entire RF PCB manufacturing process, from design to final assembly and testing. They should also be able to handle a wide range of board sizes and complexity levels.

Quality Control

The manufacturer should have a robust quality control process in place to ensure that the boards meet the required specifications. This may include in-process inspections, electrical testing, and final functional testing.

Customer Support

The manufacturer should provide excellent customer support throughout the entire process, from initial consultation to final delivery. They should be responsive to customer inquiries and able to provide timely updates on the status of the project.

Benefits of High-Frequency PCB RF Microwave PCB Manufacturing at One-Stop

High-frequency PCB RF microwave PCB manufacturing at one-stop offers several benefits, including:

Improved Performance

One-stop RF PCB manufacturing ensures that the boards are designed and manufactured to the highest standards, resulting in improved performance and reliability.

Faster Time-to-Market

By streamlining the RF PCB manufacturing process and reducing turnaround time, one-stop manufacturing can help bring products to market faster.

Cost Savings

One-stop RF PCB manufacturing can lead to cost savings by eliminating the need for multiple vendors and reducing shipping costs.

Customization

One-stop RF PCB manufacturers can offer customized solutions tailored to specific application requirements, ensuring optimal performance and reliability.

Conclusion

RF PCBs are critical components in many high-frequency applications, from wireless communication systems to medical equipment. Designing and manufacturing RF PCBs requires specialized knowledge and expertise to ensure optimal performance and reliability.

One-stop RF PCB manufacturing offers several advantages over using multiple vendors, including streamlined communication, faster turnaround time, cost savings, and better quality control.

When choosing a one-stop RF PCB manufacturer, it is important to consider factors such as experience and expertise, manufacturing capabilities, quality control, and customer support.

With the right one-stop RF PCB manufacturer, companies can bring high-quality, high-performance products to market faster and at a lower cost.

Frequently Asked Questions (FAQ)

1. What is an RF PCB?

An RF PCB is a printed Circuit Board Designed to handle high-frequency signals, typically in the range of a few hundred MHz to several GHz. RF PCBs are used in various applications such as wireless communication systems, radar systems, and medical equipment.

2. What are the key design considerations for RF PCBs?

The key design considerations for RF PCBs include impedance matching, signal integrity, power handling, and component placement. Careful attention to these factors is necessary to ensure optimal performance and reliability.

3. What materials are used in RF PCB manufacturing?

The choice of materials is critical in RF PCB manufacturing. Common substrate materials include Rogers RO4000 series, Rogers RT/duroid series, Isola I-Tera MT40, and Taconic TLY series. High-quality, low-profile copper is often used to minimize losses at high frequencies.

4. What are the advantages of one-stop RF PCB manufacturing?

One-stop RF PCB manufacturing offers several advantages, including streamlined communication, faster turnaround time, cost savings, and better quality control. By handling the entire process from design to final assembly and testing, one-stop manufacturers can ensure that the boards meet the required specifications and are delivered on time.

5. How can I choose the right one-stop RF PCB manufacturer?

When choosing a one-stop RF PCB manufacturer, consider factors such as experience and expertise, manufacturing capabilities, quality control, and customer support. Look for a manufacturer with a proven track record of delivering high-quality RF PCBs and who can offer customized solutions tailored to your specific application requirements.

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