Software to panelize PCB

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What is PCB Panelization?

PCB panelization is the process of grouping multiple printed Circuit Board Designs onto a single panel for manufacturing. The main goal of panelization is to maximize the utilization of the production panel and minimize the manufacturing cost per board. By arranging multiple boards on a single panel, manufacturers can reduce the number of production runs required, minimize material waste, and improve overall production efficiency.

Benefits of PCB Panelization

  1. Cost reduction: By manufacturing multiple boards on a single panel, the cost per board is significantly reduced due to the optimization of material usage and production time.
  2. Improved efficiency: Panelization allows for the simultaneous production of multiple boards, reducing the number of production runs required and increasing overall manufacturing efficiency.
  3. Consistent quality: Panelizing boards ensures that all boards within a panel are subject to the same manufacturing conditions, resulting in consistent quality across the entire batch.
  4. Simplified handling: Panelized boards are easier to handle during the manufacturing process, as they can be treated as a single unit rather than individual boards.

PCB Panelization Techniques

There are several techniques used in PCB panelization, each with its own advantages and considerations. The choice of technique depends on factors such as the board design, manufacturing requirements, and the intended application of the final product.

Tab Routing

Tab routing is a common panelization technique that involves connecting multiple boards using thin tabs. These tabs are designed to be easily broken off after the manufacturing process is complete. Tab routing is suitable for boards with simple geometries and is often used for prototyping and low-volume production.

Advantages:
– Simple and cost-effective
– Suitable for prototyping and low-volume production
– Allows for easy separation of individual boards

Considerations:
– Limited to simple board geometries
– May require additional processing to remove the tabs
– Not suitable for high-density designs or boards with intricate features

V-Scoring

V-scoring is a panelization technique that involves creating v-shaped grooves between the individual boards on the panel. These grooves are designed to allow for easy separation of the boards after the manufacturing process. V-scoring is suitable for boards with more complex geometries and is often used for medium to high-volume production.

Advantages:
– Suitable for boards with complex geometries
– Allows for clean and precise separation of individual boards
– Ideal for medium to high-volume production

Considerations:
– Requires specialized tooling for creating the v-shaped grooves
– May cause stress on the board material during the separation process
– Requires careful design consideration to ensure proper groove placement and depth

Perforated Boards

Perforated board panelization involves creating a series of small holes along the edges of the individual boards. These perforations allow for easy separation of the boards after the manufacturing process. Perforated boards are suitable for low to medium-volume production and are often used for applications where a clean board edge is not critical.

Advantages:
– Simple and cost-effective
– Suitable for low to medium-volume production
– Allows for easy separation of individual boards

Considerations:
– May result in rough board edges after separation
– Requires additional processing to remove any remaining material from the perforations
– Not suitable for high-density designs or boards with intricate features

PCB Panelization Software

To streamline the PCB panelization process, various software tools are available that allow designers and manufacturers to create and optimize panelization layouts. These tools offer features such as automatic panel creation, design rule checking, and tooling optimization.

Popular PCB Panelization Software

Software Key Features
PAN-PRO – Automatic panel creation
– Design rule checking
– 3D visualization
Ucamco Integr8tor – Advanced panelization algorithms
– Automatic tooling optimization
– Seamless integration with CAM systems
Zuken PanelBuilder – Drag-and-drop panel creation
– Real-time design rule checking
– Support for mixed board panelization
Valor PanelExpert – Automatic panel layout optimization
– Comprehensive design rule checking
– Support for complex board shapes and features

These software tools streamline the panelization process by automating many of the tedious and time-consuming tasks involved in panel creation. They also ensure that the panelization layout adheres to the necessary design rules and manufacturing constraints, reducing the risk of errors and improving the overall quality of the final product.

Best Practices for PCB Panelization

To ensure the success of your PCB panelization project, consider the following best practices:

  1. Collaborate with your manufacturer: Engage with your PCB Manufacturer early in the design process to discuss panelization requirements and constraints. They can provide valuable insights and recommendations based on their experience and manufacturing capabilities.

  2. Consider the final application: When designing your panelization layout, consider the intended application of the final product. Factors such as the required board shape, dimensions, and separation method should be taken into account to ensure the best possible outcome.

  3. Optimize material usage: Strive to maximize the utilization of the production panel by carefully arranging the individual boards. Minimize waste by considering factors such as board orientation, spacing, and tooling requirements.

  4. Adhere to design rules: Ensure that your panelization layout adheres to the necessary design rules and manufacturing constraints. This includes considerations such as minimum spacing between boards, tab or groove dimensions, and tooling requirements.

  5. Test and validate: Before committing to a full production run, test and validate your panelization layout using prototypes or small batch runs. This allows for the identification and correction of any issues before mass production begins.

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” 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Frequently Asked Questions (FAQ)

  1. What is the difference between tab routing and v-scoring?
  2. Tab routing involves connecting multiple boards using thin tabs, while v-scoring creates v-shaped grooves between the individual boards. Tab routing is suitable for simple board geometries and low-volume production, while v-scoring is better suited for more complex geometries and medium to high-volume production.

  3. Can different board designs be panelized together?

  4. Yes, different board designs can be panelized together on a single panel, provided that they share similar manufacturing requirements and constraints. This is known as mixed board panelization and can be achieved using specialized panelization software.

  5. How does PCB panelization affect the cost of production?

  6. PCB panelization can significantly reduce the cost of production by optimizing material usage, reducing the number of production runs required, and improving overall manufacturing efficiency. By producing multiple boards on a single panel, the cost per board is reduced.

  7. What factors should be considered when choosing a panelization technique?

  8. When choosing a panelization technique, consider factors such as the board design complexity, manufacturing requirements, intended application of the final product, and production volume. The chosen technique should be suitable for the specific needs of your project.

  9. How can I ensure the success of my PCB panelization project?

  10. To ensure the success of your PCB panelization project, collaborate with your manufacturer, consider the final application, optimize material usage, adhere to design rules, and test and validate your panelization layout before mass production. Following best practices and utilizing panelization software can also help streamline the process and improve the quality of the final product.

Conclusion

PCB panelization is a vital process in PCB manufacturing that offers numerous benefits, including cost reduction, improved efficiency, consistent quality, and simplified handling. By understanding the various panelization techniques and utilizing specialized software tools, designers and manufacturers can optimize their panelization layouts and ensure the success of their projects.

When embarking on a PCB panelization project, it is essential to consider factors such as the board design, manufacturing requirements, and intended application of the final product. Collaborating with your PCB manufacturer, adhering to design rules, and following best practices can help mitigate risks and ensure a smooth production process.

As the demand for high-quality and cost-effective PCBs continues to grow, the importance of effective PCB panelization cannot be overstated. By leveraging the latest software tools and techniques, manufacturers can streamline their panelization processes, reduce costs, and deliver superior products to their customers.

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