What are SMD LEDs?
SMD LEDs are the most common type of LED used in PCB Assembly . They are small, discrete components that are mounted directly onto the surface of the PCB. SMD LEDs come in various sizes, with the most common being 0402, 0603, 0805, and 1206. The numbers refer to the dimensions of the LED package in inches, with 0402 being the smallest (0.04 inches by 0.02 inches) and 1206 being the largest (0.12 inches by 0.06 inches).
Advantages of SMD LEDs
Size : SMD LEDs are small and compact, making them ideal for applications where space is limited.
Ease of assembly : SMD LEDs are easy to place and solder onto the PCB using standard SMT assembly processes.
Variety : SMD LEDs are available in a wide range of colors, brightnesses, and viewing angles, making them suitable for a variety of applications.
Cost : SMD LEDs are relatively inexpensive, especially when purchased in large quantities.
Disadvantages of SMD LEDs
Limited power : SMD LEDs have limited power handling capabilities due to their small size, which can limit their brightness and efficiency.
Heat dissipation : SMD LEDs generate heat during operation, which can affect their performance and reliability if not properly managed.
What are COB LEDs?
COB LEDs are a type of LED package where multiple LED chips are mounted directly onto a substrate, typically a ceramic or metal PCB. The LED chips are then encapsulated with a phosphor coating and a lens to create a single, high-power LED module. COB LEDs are often used in applications that require high brightness and efficiency, such as outdoor lighting, automotive headlights, and stage lighting.
Advantages of COB LEDs
High brightness : COB LEDs can produce a high level of brightness due to the multiple LED chips packaged together.
High efficiency : COB LEDs have a higher luminous efficacy (lumens per watt) compared to SMD LEDs, meaning they can produce more light output for a given power input.
Simplified assembly : COB LEDs reduce the number of individual components that need to be placed on the PCB, simplifying the assembly process.
Better heat dissipation : COB LEDs have a larger surface area in contact with the PCB, allowing for better heat dissipation and improved thermal management.
Disadvantages of COB LEDs
Higher cost : COB LEDs are generally more expensive than SMD LEDs due to their more complex manufacturing process and higher performance.
Limited color options : COB LEDs are typically only available in white or a limited range of colors, as the phosphor coating determines the color output.
Larger size : COB LEDs are larger than SMD LEDs, which can limit their use in applications with tight space constraints.
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” 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What are DOB LEDs?
DOB LEDs are a relatively new type of LED technology where the LED chips are mounted directly onto the main PCB, without the need for a separate substrate or package. This allows for even greater integration and simplification of the PCB assembly process. DOB LEDs are often used in applications where high reliability and low cost are important, such as in automotive interior lighting and consumer electronics.
Advantages of DOB LEDs
Simplified assembly : DOB LEDs eliminate the need for a separate LED package, reducing the number of components and assembly steps required.
Lower cost : DOB LEDs can be less expensive than COB LEDs due to their simpler construction and assembly process.
Improved reliability : DOB LEDs have fewer interconnects and failure points compared to COB LEDs, potentially improving their reliability and longevity.
Design flexibility : DOB LEDs allow for greater flexibility in the placement and arrangement of the LED chips on the PCB, enabling more creative and space-efficient designs.
Disadvantages of DOB LEDs
Limited power : DOB LEDs may have lower power handling capabilities compared to COB LEDs, limiting their brightness and efficiency.
Thermal management : DOB LEDs rely on the main PCB for heat dissipation, which can be challenging in high-power applications or designs with limited space for thermal management.
Manufacturing complexity : DOB LED assembly requires specialized equipment and processes, which can increase the complexity and cost of manufacturing compared to SMD LEDs.
Comparison Table
Feature
SMD LED
COB LED
DOB LED
Size
Small
Large
Medium
Brightness
Low
High
Medium
Efficiency
Low
High
Medium
Cost
Low
High
Medium
Color options
Many
Limited
Many
Heat dissipation
Poor
Good
Medium
Assembly complexity
Low
Medium
High
Power handling
Low
High
Medium
Reliability
Medium
High
High
Design flexibility
High
Low
High
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” 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FAQ
Q: Which type of LED is best for my application?
A: The best type of LED depends on your specific requirements, such as size, brightness, efficiency, cost, and design flexibility. Consider the advantages and disadvantages of each type and consult with an experienced PCB designer or LED manufacturer to determine the most suitable option for your application.
Q: Can I mix different types of LEDs on the same PCB?
A: Yes, it is possible to use different types of LEDs on the same PCB, such as SMD and COB LEDs. However, it is important to consider the different power, thermal, and optical requirements of each type and ensure proper design and layout to optimize performance and reliability.
Q: How do I choose the right size of SMD LED for my PCB?
A: The size of the SMD LED depends on the space available on the PCB, the desired brightness and viewing angle, and the power requirements. Smaller sizes (e.g., 0402, 0603) are suitable for compact designs and low-power applications, while larger sizes (e.g., 0805, 1206) can handle higher power and provide greater brightness. Consult the LED manufacturer’s datasheet and work with your PCB designer to select the appropriate size.
Q: What is the difference between white COB LEDs and color COB LEDs?
A: White COB LEDs use a blue LED chip coated with a yellow phosphor to produce white light, while color COB LEDs use a combination of red, green, and blue (RGB) LED chips to produce a range of colors. White COB LEDs are more common and typically have higher efficiency and lower cost, while color COB LEDs offer greater flexibility in color output but may have lower efficiency and higher cost.
Q: Are DOB LEDs suitable for high-power applications?
A: DOB LEDs can be used in high-power applications, but they may have limitations compared to COB LEDs. The main challenge with DOB LEDs in high-power applications is the need for effective thermal management, as the heat generated by the LED chips must be dissipated through the main PCB. This can be addressed through careful PCB design, the use of thermal vias, and the selection of appropriate substrate materials. However, for the most demanding high-power applications, COB LEDs may be a better choice due to their superior thermal performance and power handling capabilities.
In conclusion, selecting the right type of LED for your PCB design requires careful consideration of the specific requirements and trade-offs of each option. SMD LEDs offer versatility, low cost, and ease of assembly, while COB LEDs provide high brightness, efficiency, and thermal performance. DOB LEDs are a newer option that can simplify assembly and reduce costs, but may have limitations in power handling and thermal management. By understanding the advantages and disadvantages of each type and working with experienced PCB designers and LED manufacturers, you can make an informed decision and optimize your LED PCB design for your specific application.
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