Castellated PCB , also known as castellated holes or castellations, is a type of printed circuit board (PCB ) that features a unique edge connector design. This design consists of a series of semi-circular holes or slots cut into the edge of the PCB , resembling the battlements of a castle wall. The purpose of these castellated holes is to provide a simple and reliable method for connecting multiple PCBs together or to other components without the need for additional connectors or soldering.
Benefits of Castellated PCB
Simplified assembly process
Reduced component count and cost
Improved mechanical stability
Enhanced electrical performance
Increased design flexibility
How Castellated Holes Are Made
The process of creating castellated holes on a PCB involves several steps:
PCB Design : The PCB Layout is designed with the castellated holes incorporated into the edge of the board. The size, shape, and spacing of the castellations are determined based on the specific requirements of the project.
Drilling : Once the PCB design is finalized, the board undergoes the drilling process. The castellated holes are drilled using specialized equipment that ensures precise positioning and consistent hole size.
Plating : After drilling, the PCB is plated with a conductive material, typically copper, to create an electrical connection between the layers of the board. This plating process also covers the inside of the castellated holes, creating a conductive surface for soldering or connecting to other components.
Cutting : The final step in creating castellated holes is to cut the PCB along the edge where the castellations are located. This is done using a specialized cutting tool that removes the excess material, leaving behind the semi-circular castellated holes.
Step
Description
PCB Design
Incorporate castellated holes into the PCB layout
Drilling
Drill castellated holes using specialized equipment
Plating
Plate the PCB and castellated holes with a conductive material
Cutting
Cut the PCB along the castellated edge
Applications of Castellated PCB
Castellated PCBs find applications in various industries and projects where modular design, easy assembly, and reliable connections are essential. Some common applications include:
IoT Devices : Castellated PCBs are frequently used in Internet of Things (IoT ) devices, where multiple sensors, modules, and communication boards need to be connected together in a compact and efficient manner.
Wearable Electronics : The low profile and robust nature of castellated connections make them ideal for wearable electronic devices, such as smartwatches, fitness trackers, and medical monitoring devices.
Automotive Electronics : In the automotive industry, castellated PCBs are used for connecting various electronic components and modules, such as engine control units, infotainment systems, and sensors.
Aerospace and Defense : Castellated PCBs are employed in aerospace and defense applications, where high reliability, mechanical stability, and space-saving designs are crucial.
Prototyping and Development : Castellated holes provide a convenient way to create modular and expandable electronic prototypes, allowing developers to easily connect and disconnect different components during the development process.
Advantages of Castellated PCB
Castellated PCBs offer several advantages over traditional connector-based designs:
Reduced Cost : By eliminating the need for additional connectors and simplifying the assembly process, castellated PCBs can significantly reduce the overall cost of a project.
Improved Reliability : Castellated connections provide a robust and reliable method for connecting multiple PCBs, reducing the risk of connection failures and improving the overall reliability of the system.
Space Savings : The compact nature of castellated holes allows for a higher density of connections in a smaller footprint , making them ideal for space-constrained applications.
Enhanced Signal Integrity : Castellated connections minimize the distance between connected components, reducing signal loss and improving overall signal integrity .
Increased Design Flexibility : Castellated PCBs enable modular designs, allowing for easy customization and upgrades by simply swapping out individual boards or components.
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” 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Challenges and Considerations
While castellated PCBs offer numerous benefits, there are also some challenges and considerations to keep in mind:
Design Complexity : Incorporating castellated holes into a PCB design requires careful planning and attention to detail. Factors such as hole size, spacing, and placement must be considered to ensure proper functionality and reliability.
Manufacturing Precision : Creating castellated holes requires specialized manufacturing processes and equipment. Ensuring consistent hole size, shape, and positioning is essential for achieving reliable connections.
Soldering Techniques : Soldering components to castellated holes can be more challenging than traditional through-hole or surface-mount soldering. Special techniques, such as drag soldering or hot bar soldering, may be required for optimal results.
Mechanical Stress : Castellated connections are subject to mechanical stress, particularly in applications with high vibration or physical strain. Proper design and reinforcement techniques must be employed to ensure the long-term reliability of the connections.
Best Practices for Designing with Castellated PCB
To ensure successful implementation of castellated PCBs in your projects, consider the following best practices:
Hole Size and Spacing : Choose appropriate hole sizes and spacing based on the specific requirements of your project. Consider factors such as component size, connection density, and mechanical stability.
Plating Thickness : Ensure that the plating thickness inside the castellated holes is sufficient to provide a reliable electrical connection and withstand the stresses of soldering and assembly.
Solder Mask Design : Properly design the solder mask around the castellated holes to prevent solder bridging and ensure accurate soldering.
Mechanical Reinforcement : In applications with high mechanical stress, consider adding reinforcement features, such as additional mounting holes or support structures, to improve the overall stability of the castellated connections.
Testing and Validation : Thoroughly test and validate the functionality and reliability of castellated connections throughout the design and manufacturing process to ensure optimal performance in the final product.
Frequently Asked Questions (FAQ)
Q: What is the difference between castellated holes and traditional connectors?
A: Castellated holes are an integral part of the PCB, providing a direct connection between boards or components without the need for additional connectors. Traditional connectors, on the other hand, are separate components that are attached to the PCB and require additional assembly steps.
Q: Can castellated PCBs be used for high-speed signals?
A: Yes, castellated PCBs can be used for high-speed signals. The short distance between connected components and the reduced signal path length help maintain signal integrity , making them suitable for high-speed applications.
Q: Are castellated connections as reliable as traditional connectors?
A: When properly designed and manufactured, castellated connections can be as reliable, if not more reliable, than traditional connectors. The direct board-to-board connection reduces the risk of contact failures and improves overall mechanical stability.
Q: What are the limitations of castellated PCBs?
A: The main limitations of castellated PCBs include design complexity, manufacturing precision requirements, and potential challenges with soldering techniques. Additionally, castellated connections may not be suitable for applications with extremely high mechanical stress or frequent disconnection and reconnection cycles.
Q: Can castellated PCBs be used for power delivery?
A: Yes, castellated PCBs can be used for power delivery. However, the power handling capacity depends on factors such as the size and number of castellated holes, the plating thickness, and the overall PCB design . Proper power management techniques and design considerations must be applied to ensure reliable power delivery through castellated connections.
Conclusion
Castellated PCBs offer a unique and efficient solution for connecting multiple boards or components in a modular and reliable manner. By incorporating plated half-hole castellations into the edge of the PCB, designers can simplify the assembly process, reduce component count and cost, and improve overall system performance. While castellated PCBs present some challenges and considerations, following best practices and careful design techniques can ensure successful implementation in a wide range of applications, from IoT devices and wearable electronics to automotive and aerospace systems. As technology continues to advance and the demand for compact, modular, and reliable electronic systems grows, castellated PCBs will likely play an increasingly important role in shaping the future of electronic design and manufacturing.