PCB Solver – Outline/Milling Editor

Introduction to PCB-Solver

PCB-Solver is a powerful software tool designed to streamline the process of creating and editing printed circuit board (PCB) outlines and milling paths. It offers a user-friendly interface and a comprehensive set of features that cater to both beginners and experienced PCB Designers. With PCB-Solver, you can efficiently design and optimize your PCB Layouts, ensuring high-quality results and faster production times.

Key Features of PCB-Solver

  1. Intuitive Outline Editor
  2. Advanced Milling Path Generation
  3. Extensive Library of Components
  4. Real-Time Design Rule Checking (DRC)
  5. Seamless Integration with CAD/CAM Software

Getting Started with PCB-Solver

System Requirements

To run PCB-Solver smoothly on your computer, ensure that your system meets the following minimum requirements:

Operating System Processor RAM Graphics Card Storage
Windows 10/11 Intel Core i5 or equivalent 8 GB Dedicated GPU with 2 GB VRAM 500 GB HDD or SSD
macOS 10.15 or later Intel Core i5 or Apple M1 8 GB Integrated or dedicated GPU 500 GB HDD or SSD
Linux (Ubuntu 20.04 or later) Intel Core i5 or equivalent 8 GB Dedicated GPU with 2 GB VRAM 500 GB HDD or SSD

Installation Process

  1. Download the PCB-Solver installer from the official website.
  2. Run the installer and follow the on-screen instructions.
  3. Accept the license agreement and choose the installation directory.
  4. Select the desired components and features to install.
  5. Complete the installation process and launch PCB-Solver.
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” alt=”” class=”wp-image-136″ >

Outline Editor in PCB-Solver

Creating a New PCB Outline

  1. Open PCB-Solver and click on “New Project.”
  2. Select the desired PCB template or choose to create a custom outline.
  3. Set the board dimensions, layer Stackup, and other parameters.
  4. Use the drawing tools to create the basic shape of your PCB outline.
  5. Add cutouts, mounting holes, and other features as needed.

Editing an Existing PCB Outline

  1. Open an existing PCB project in PCB-Solver.
  2. Select the outline layer in the layer panel.
  3. Use the selection tools to select the desired outline segments.
  4. Modify the outline shape using the editing tools, such as move, resize, or rotate.
  5. Add or remove outline features as required.

Importing and Exporting Outlines

PCB-Solver supports various file formats for importing and exporting PCB outlines, including:

To import an outline:
1. Click on “File” > “Import.”
2. Select the desired file format and choose the file to import.
3. Adjust the import settings if necessary.
4. Place the imported outline in your project.

To export an outline:
1. Click on “File” > “Export.”
2. Select the desired file format and choose the export destination.
3. Adjust the export settings if necessary.
4. Save the exported file.

Milling Editor in PCB-Solver

Generating Milling Paths

  1. Open your PCB project in PCB-Solver.
  2. Select the milling layer in the layer panel.
  3. Set the milling tool parameters, such as tool diameter and depth.
  4. Choose the desired milling strategy (e.g., contour, pocket, or drill).
  5. Generate the milling paths automatically or manually define the paths.
  6. Optimize the milling paths to minimize tool travel and improve efficiency.

Simulating and Verifying Milling Paths

Before sending the milling paths to a CNC machine, it’s crucial to simulate and verify them to avoid any errors or collisions.

  1. Open the milling simulation panel in PCB-Solver.
  2. Set the simulation parameters, such as feed rate and spindle speed.
  3. Run the simulation and observe the virtual milling process.
  4. Check for any potential issues, such as tool collisions or incomplete milling.
  5. Make necessary adjustments to the milling paths or parameters.
  6. Repeat the simulation until satisfactory results are achieved.

Exporting Milling Paths

Once the milling paths are finalized, you can export them for use with a CNC machine or CAM software.

  1. Click on “File” > “Export.”
  2. Select the desired file format for milling paths (e.g., G-code, NC drill).
  3. Choose the export destination and adjust the export settings if necessary.
  4. Save the exported file.

Advanced Features of PCB-Solver

Design Rule Checking (DRC)

PCB-Solver includes a powerful Design Rule Checking (DRC) engine that helps identify and resolve design issues in real-time.

  1. Define the design rules for your PCB, such as minimum trace width, clearance, and hole size.
  2. Enable real-time DRC in the software settings.
  3. As you design your PCB, PCB-Solver will automatically highlight any rule violations.
  4. Use the DRC report to locate and fix the identified issues.
  5. Iterate the design process until all rule violations are resolved.

Component Library Management

PCB-Solver offers an extensive library of electronic components that you can use in your designs.

  1. Access the component library panel in PCB-Solver.
  2. Browse through the available categories and subcategories.
  3. Search for specific components using keywords or part numbers.
  4. Drag and drop components from the library onto your PCB design.
  5. Customize component properties, such as footprint and schematic symbol.
  6. Create and manage your own custom component libraries.

Integration with CAD/CAM Software

PCB-Solver seamlessly integrates with popular CAD/CAM software, allowing for a smooth workflow from design to manufacturing.

  1. Export your PCB design from PCB-Solver in a compatible format (e.g., Gerber, ODB++).
  2. Import the exported files into your preferred CAD/CAM software.
  3. Perform any necessary post-processing or manufacturing preparation.
  4. Generate machine-specific output files (e.g., G-code) for fabrication.
  5. Send the output files to the respective manufacturing machines.

Frequently Asked Questions (FAQ)

  1. Q: Can PCB-Solver handle complex PCB designs with multiple layers?
    A: Yes, PCB-Solver supports multi-layer PCB designs. You can define the layer stackup and assign different elements (traces, components, etc.) to specific layers.

  2. Q: Is PCB-Solver compatible with industry-standard file formats?
    A: Yes, PCB-Solver supports a wide range of industry-standard file formats, including Gerber, DXF, IPC-2581, and ODB++, ensuring compatibility with other PCB design and manufacturing tools.

  3. Q: Can I customize the design rules in PCB-Solver?
    A: Absolutely. PCB-Solver allows you to define and customize design rules based on your specific requirements, such as minimum trace width, clearance, and hole size. You can also import design rule settings from external files.

  4. Q: Does PCB-Solver provide simulation capabilities for milling paths?
    A: Yes, PCB-Solver includes a milling simulation feature that allows you to visualize and verify the milling paths before sending them to a CNC machine. This helps identify any potential issues and optimize the milling process.

  5. Q: Can I create my own component libraries in PCB-Solver?
    A: Yes, PCB-Solver enables you to create and manage your own custom component libraries. You can define component properties, such as footprints and schematic symbols, and save them for future use in your designs.

Conclusion

PCB-Solver is a comprehensive software solution for designing and editing PCB outlines and milling paths. With its intuitive interface, extensive features, and seamless integration with CAD/CAM software, PCB-Solver streamlines the PCB design process and enhances productivity. Whether you are a beginner or an experienced PCB designer, PCB-Solver provides the tools and capabilities you need to create high-quality PCB layouts efficiently.

By leveraging the outline editor, milling editor, design rule checking, component library management, and other advanced features of PCB-Solver, you can accelerate your PCB design workflow and achieve optimal results. The software’s compatibility with industry-standard file formats ensures smooth collaboration with other tools and manufacturing processes.

Invest in PCB-Solver today and take your PCB design skills to the next level. With its powerful capabilities and user-friendly interface, PCB-Solver is the ultimate solution for creating professional-grade PCB outlines and milling paths.

CATEGORIES:

Uncategorized

Tags:

No responses yet

Leave a Reply

Your email address will not be published. Required fields are marked *

Latest Comments

No comments to show.