Printed Circuit Boards (PCBs ) are essential components in modern electronic devices. They provide the foundation for electrical connections and support the mounted components. When it comes to purchasing PCBs, there are several factors to consider to ensure that you get boards that meet your demands while being cost-effective. In this article, we will explore the key aspects of PCB purchasing and provide guidance on how to make informed decisions.
Understanding Your PCB Requirements
Defining Your PCB Specifications
Before you start the purchasing process, it’s crucial to have a clear understanding of your PCB requirements. This includes specifying the following:
Board size and thickness
Number of layers
Material (e.g., FR-4, Rogers, Polyimide)
Copper weight
Surface finish (e.g., HASL, ENIG , OSP)
Minimum trace width and spacing
Hole sizes and tolerances
Any special requirements (e.g., impedance control, controlled dielectric)
Having well-defined specifications will help you communicate your needs effectively to potential suppliers and ensure that you receive PCBs that meet your expectations.
Considering Your Application and Environment
The intended application and operating environment of your PCBs will influence your purchasing decisions. Consider the following factors:
Operating temperature range
Humidity and moisture exposure
Mechanical stress and vibration
Electrical requirements (e.g., high-speed, high-frequency, high-voltage)
Safety and regulatory compliance (e.g., UL, RoHS, REACH)
Understanding the specific requirements of your application will help you select the appropriate materials, finishes, and manufacturing processes for your PCBs.
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” 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Choosing the Right PCB Supplier
Researching and Evaluating Suppliers
Selecting the right PCB supplier is crucial for ensuring the quality and reliability of your boards. When researching and evaluating potential suppliers, consider the following factors:
Reputation and experience in the industry
Manufacturing capabilities and technology
Quality control processes and certifications (e.g., ISO, IPC)
Customer support and communication
Lead times and delivery options
Pricing and volume discounts
Take the time to request quotes, samples, and references from multiple suppliers to make an informed decision.
Domestic vs. Overseas Suppliers
One important consideration when choosing a PCB supplier is whether to go with a domestic or overseas manufacturer. Each option has its advantages and disadvantages:
Domestic Suppliers
Overseas Suppliers
Faster lead times
Lower costs
Easier communication
Longer lead times
Higher quality control
Language and cultural barriers
Higher costs
Potential quality control issues
Easier to visit and audit
Shipping and logistics challenges
Your decision will depend on your specific needs, budget, and risk tolerance. If time-to-market is critical and you require close collaboration with your supplier, a domestic manufacturer may be the better choice. On the other hand, if cost is a primary concern and you have more flexibility in terms of lead times, an overseas supplier could be a viable option.
Optimizing Your PCB Design for Cost-Effectiveness
Design for Manufacturability (DFM)
To ensure cost-effective PCB purchasing, it’s essential to optimize your design for manufacturability (DFM). DFM involves designing your PCBs in a way that minimizes manufacturing challenges and reduces the likelihood of defects. Some key DFM considerations include:
Avoiding tight tolerances and small features
Providing adequate spacing between components and traces
Using standard hole sizes and pad dimensions
Minimizing the number of layers and board size
Avoiding complex shapes and unnecessary cutouts
By incorporating DFM principles into your PCB design, you can reduce manufacturing costs, improve yields, and minimize the risk of delays and rework.
Panelization and Economies of Scale
Another way to optimize your PCB purchasing for cost-effectiveness is to leverage panelization and economies of scale. Panelization involves combining multiple PCBs into a single panel for manufacturing, which can reduce production time and costs.
When placing your order, consider the following:
Order quantity: Higher quantities often result in lower per-unit costs due to economies of scale.
Panel utilization: Maximize the number of PCBs per panel to reduce waste and optimize material usage.
Combination runs: If you have multiple PCB designs, consider combining them into a single production run to benefit from volume discounts.
Work closely with your PCB supplier to determine the most cost-effective panelization and ordering strategy for your specific needs.
Managing Your PCB Supply Chain
Forecasting and Inventory Management
Effective PCB purchasing also involves managing your supply chain to ensure a steady flow of boards while minimizing inventory costs. This requires accurate forecasting and inventory management techniques:
Analyze historical demand data and market trends to predict future PCB requirements.
Establish safety stock levels to buffer against supply chain disruptions and demand fluctuations.
Implement just-in-time (JIT) inventory management to reduce holding costs and minimize obsolescence risk.
Regularly review and adjust your forecasts based on actual demand and supply chain performance.
By optimizing your inventory levels and aligning your purchasing decisions with demand, you can reduce costs, improve cash flow, and ensure a reliable supply of PCBs.
Supplier Relationship Management
Building strong relationships with your PCB suppliers is essential for ensuring a smooth and cost-effective purchasing process. Key aspects of supplier relationship management include:
Regular communication and collaboration
Sharing forecasts and demand information
Providing feedback on quality and performance
Negotiating favorable terms and pricing
Establishing long-term contracts and partnerships
By fostering a collaborative and mutually beneficial relationship with your suppliers, you can improve supply chain stability, reduce risks, and achieve cost savings over time.
Frequently Asked Questions (FAQ)
What are the key factors to consider when selecting a PCB supplier?
When selecting a PCB supplier, consider their reputation, manufacturing capabilities, quality control processes, customer support, lead times, and pricing. Request quotes, samples, and references from multiple suppliers to make an informed decision.
How can I optimize my PCB design for cost-effectiveness?
To optimize your PCB design for cost-effectiveness, focus on design for manufacturability (DFM) principles. This includes avoiding tight tolerances, providing adequate spacing, using standard hole sizes and pad dimensions, minimizing the number of layers and board size, and avoiding complex shapes. Collaborating with your PCB supplier during the design phase can help identify cost-saving opportunities.
What are the advantages and disadvantages of using domestic vs. overseas PCB suppliers?
Domestic PCB suppliers typically offer faster lead times, easier communication, and higher quality control, but at higher costs. Overseas suppliers often provide lower costs but with longer lead times, language barriers, and potential quality control issues. Your decision will depend on your specific needs, budget, and risk tolerance.
How can I manage my PCB inventory effectively?
Effective PCB inventory management involves accurate forecasting, establishing safety stock levels, implementing just-in-time (JIT) techniques, and regularly reviewing and adjusting your inventory based on actual demand. Collaborate with your suppliers, share demand information, and optimize your inventory levels to reduce costs and ensure a reliable supply of PCBs.
What are the benefits of building strong relationships with PCB suppliers?
Building strong relationships with your PCB suppliers can lead to improved supply chain stability, reduced risks, and cost savings over time. Regular communication, collaboration, and feedback can help foster a mutually beneficial partnership. Negotiating favorable terms, establishing long-term contracts, and sharing demand information can further strengthen your supplier relationships.
Conclusion
Purchasing PCBs that meet your demands while being cost-effective requires careful consideration and strategic decision-making. By understanding your PCB requirements, choosing the right supplier, optimizing your design for manufacturability, leveraging economies of scale, and managing your supply chain effectively, you can achieve the best value for your PCB purchasing efforts.
Remember to collaborate closely with your PCB supplier throughout the process, from design to delivery. Building strong relationships, sharing information, and continuously improving your purchasing practices will help you navigate the complexities of PCB procurement and ensure the success of your electronic projects.
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