IPC-A-600 Acceptability of Printed Boards: Classes

Introduction to IPC-A-600 Standards

The IPC-A-600 standard, developed by the Association Connecting Electronics Industries (IPC), is a widely recognized and accepted set of guidelines for the acceptability of printed circuit boards (PCBs). This standard provides a comprehensive set of visual quality acceptability requirements for PCBs, helping manufacturers, suppliers, and end-users to assess the quality and reliability of the boards.

Importance of IPC-A-600 Standards

The IPC-A-600 standard is crucial for ensuring the consistency and reliability of PCBs across various industries, including:

  • Aerospace
  • Automotive
  • Medical devices
  • Consumer electronics
  • Telecommunications

By adhering to these standards, manufacturers can minimize the risk of product failures, reduce production costs, and improve overall product quality.

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Classes of Acceptability in IPC-A-600

The IPC-A-600 standard defines three classes of acceptability for printed circuit boards:

  1. Class 1
  2. Class 2
  3. Class 3

Each class represents a different level of quality and reliability requirements, catering to the specific needs of various applications.

Class 1

Class 1 is the least stringent of the three classes and is suitable for PCBs used in general electronic products where the main requirement is the function of the completed assembly.

Characteristics of Class 1 PCBs

  • Lowest cost
  • Shortest life expectancy
  • Suitable for non-critical applications
  • Allows for some imperfections that do not affect functionality

Class 2

Class 2 is the most widely used class and is suitable for PCBs employed in dedicated service electronic products where high reliability and extended life are required.

Characteristics of Class 2 PCBs

  • Moderate cost
  • Longer life expectancy compared to Class 1
  • Suitable for most commercial and industrial applications
  • Allows for minor imperfections that do not affect functionality or reliability

Class 3

Class 3 is the most stringent class and is suitable for PCBs used in high-reliability electronic products where continued performance or performance-on-demand is critical.

Characteristics of Class 3 PCBs

  • Highest cost
  • Longest life expectancy
  • Suitable for critical applications, such as aerospace, medical devices, and military equipment
  • Allows for minimal imperfections that do not affect functionality, reliability, or performance
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Visual Quality Acceptability Requirements

The IPC-A-600 standard provides detailed visual quality acceptability requirements for various aspects of PCBs, including:

  1. Conductor spacing and width
  2. Solder mask and coating
  3. Hole characteristics
  4. Markings and labeling
  5. Laminate defects
  6. Solder connections

For each aspect, the standard defines specific criteria for each class of acceptability, ensuring that the PCBs meet the required quality level.

Conductor Spacing and Width

Conductor spacing and width are critical factors in PCB Design and manufacturing. The IPC-A-600 standard provides guidelines for minimum conductor spacing and width based on the class of acceptability.

Class Minimum Conductor Spacing Minimum Conductor Width
1 0.1 mm (3.94 mil) 0.1 mm (3.94 mil)
2 0.1 mm (3.94 mil) 0.1 mm (3.94 mil)
3 0.1 mm (3.94 mil) 0.1 mm (3.94 mil)

Solder Mask and Coating

Solder mask and coating are essential for protecting the PCB from environmental factors and preventing short circuits. The IPC-A-600 standard defines acceptability criteria for solder mask and coating based on the class of acceptability.

Class Solder Mask Acceptability Criteria
1 Allows for minor imperfections that do not affect functionality
2 Allows for minor imperfections that do not affect reliability
3 Allows for minimal imperfections that do not affect performance

Hole Characteristics

Hole characteristics, such as size, position, and plating quality, are crucial for ensuring proper component assembly and PCB functionality. The IPC-A-600 standard provides guidelines for hole characteristics based on the class of acceptability.

Class Hole Size Tolerance Hole Position Tolerance
1 ±0.1 mm (3.94 mil) ±0.1 mm (3.94 mil)
2 ±0.05 mm (1.97 mil) ±0.05 mm (1.97 mil)
3 ±0.025 mm (0.98 mil) ±0.025 mm (0.98 mil)

Markings and Labeling

Markings and labeling are essential for identifying PCBs and ensuring proper assembly and installation. The IPC-A-600 standard provides guidelines for markings and labeling based on the class of acceptability.

Class Marking and Labeling Requirements
1 Allows for minor imperfections that do not affect readability
2 Allows for minor imperfections that do not affect readability
3 Requires clear and legible markings without any imperfections

Laminate Defects

Laminate defects, such as delamination, blistering, and measling, can affect the reliability and performance of PCBs. The IPC-A-600 standard defines acceptability criteria for laminate defects based on the class of acceptability.

Class Laminate Defect Acceptability Criteria
1 Allows for minor defects that do not affect functionality
2 Allows for minor defects that do not affect reliability
3 Allows for minimal defects that do not affect performance

Solder Connections

Solder connections are critical for ensuring proper electrical connectivity and mechanical strength of components on the PCB. The IPC-A-600 standard provides guidelines for solder connection acceptability based on the class of acceptability.

Class Solder Connection Acceptability Criteria
1 Allows for minor imperfections that do not affect functionality
2 Allows for minor imperfections that do not affect reliability
3 Allows for minimal imperfections that do not affect performance

Frequently Asked Questions (FAQ)

  1. What is the purpose of the IPC-A-600 standard?
  2. The IPC-A-600 standard provides a set of visual quality acceptability requirements for printed circuit boards (PCBs), helping manufacturers, suppliers, and end-users assess the quality and reliability of the boards.

  3. What are the three classes of acceptability defined in IPC-A-600?

  4. The three classes of acceptability defined in IPC-A-600 are Class 1 (general electronic products), Class 2 (dedicated service electronic products), and Class 3 (high-reliability electronic products).

  5. Which class of acceptability is most suitable for aerospace applications?

  6. Class 3 is the most suitable for aerospace applications, as it is designed for high-reliability electronic products where continued performance or performance-on-demand is critical.

  7. What aspects of PCBs are covered by the visual quality acceptability requirements in IPC-A-600?

  8. The visual quality acceptability requirements in IPC-A-600 cover various aspects of PCBs, including conductor spacing and width, solder mask and coating, hole characteristics, markings and labeling, laminate defects, and solder connections.

  9. How does adhering to IPC-A-600 standards benefit PCB Manufacturers and end-users?

  10. By adhering to IPC-A-600 standards, PCB manufacturers can minimize the risk of product failures, reduce production costs, and improve overall product quality. End-users benefit from consistent and reliable PCBs that meet the specific requirements of their applications.

Conclusion

The IPC-A-600 standard is a comprehensive set of guidelines for the acceptability of printed circuit boards, providing visual quality acceptability requirements for various aspects of PCBs. By defining three classes of acceptability (Class 1, Class 2, and Class 3), the standard caters to the specific needs of different applications, from general electronic products to high-reliability systems.

Adhering to IPC-A-600 standards is crucial for PCB manufacturers, suppliers, and end-users, as it ensures consistency, reliability, and quality across various industries. By understanding and applying these standards, stakeholders can minimize the risk of product failures, reduce production costs, and improve overall product performance.

As the electronics industry continues to evolve, the IPC-A-600 standard will remain an essential guide for PCB acceptability, helping manufacturers and end-users navigate the complexities of PCB design, fabrication, and assembly.

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