How to Identify SMD Components from Appearances

Posted by

Introduction to SMD Components

PCB.org/?p=2970″>Surface Mount Device (SMD) components are widely used in modern electronic circuits due to their compact size, high reliability, and ease of automated assembly. These components are mounted directly onto the surface of a Printed Circuit Board (PCB), unlike through-hole components that require holes to be drilled in the PCB. SMD components come in various shapes, sizes, and packages, making it crucial for electronics enthusiasts and professionals to know how to identify them correctly.

In this article, we will discuss the various methods and techniques used to identify SMD components based on their appearance. We will cover the following topics:

  • SMD component packages and their characteristics
  • SMD component marking codes and their interpretation
  • Visual identification techniques for SMD components
  • Tools and resources for SMD component identification
  • Frequently Asked Questions (FAQ) about SMD component identification

SMD Component Packages and Their Characteristics

SMD components are available in a wide range of packages, each designed to suit specific application requirements. Some of the most common SMD packages include:

Resistors and Capacitors

  • 0201, 0402, 0603, 0805, 1206 (Imperial sizes)
  • 0603, 1005, 1608, 2012, 3216 (Metric sizes)

These packages are named based on their dimensions in inches (Imperial) or millimeters (Metric). For example, a 0603 package measures 0.06 inches by 0.03 inches (1.6mm x 0.8mm).

Integrated Circuits (ICs)

  • Small Outline Package (SOP)
  • Thin Small Outline Package (TSOP)
  • Quad Flat Package (QFP)
  • Ball Grid Array (BGA)
  • Chip Scale Package (CSP)

ICs come in various packages, each with a different number of pins and arrangements. The package type is usually determined by the complexity and pin count of the IC.

Transistors and Diodes

  • SOT-23
  • SOT-223
  • SOD-123
  • SOD-323

These packages are designed to accommodate transistors and diodes with different power ratings and pin configurations.

Package Dimensions (mm) Typical Components
0201 0.6 x 0.3 Resistors, Capacitors
0402 1.0 x 0.5 Resistors, Capacitors
0603 1.6 x 0.8 Resistors, Capacitors
0805 2.0 x 1.25 Resistors, Capacitors
1206 3.2 x 1.6 Resistors, Capacitors
SOT-23 2.9 x 1.3 x 1.0 Transistors, Diodes
SOT-223 6.7 x 3.7 x 1.8 Transistors, Voltage Regulators
SOD-123 3.7 x 1.6 x 1.2 Diodes
SOD-323 2.7 x 1.35 x 1.1 Diodes
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” alt=”” class=”wp-image-136″ >

SMD Component Marking Codes and Their Interpretation

Most SMD components have marking codes printed on their surface to indicate their value, tolerance, and other characteristics. These codes can be alphanumeric, numeric, or a combination of both. Understanding these codes is essential for correctly identifying SMD components.

Resistor Marking Codes

SMD resistors typically use a three or four-digit numeric code to indicate their resistance value in ohms. The first two or three digits represent the significant figures, while the last digit represents the number of zeros that follow.

For example:
– 103 = 10 x 10^3 = 10,000 ohms (10 kΩ)
– 4R7 = 4.7 ohms

Resistor tolerance is indicated by a letter code:
– F = ±1%
– G = ±2%
– J = ±5%
– K = ±10%
– M = ±20%

Capacitor Marking Codes

SMD capacitors often use a three-digit alphanumeric code to indicate their capacitance value in picofarads (pF). The first two digits represent the significant figures, while the third digit represents the number of zeros that follow.

For example:
– 104 = 10 x 10^4 = 100,000 pF (0.1 µF)
– 220 = 22 pF

Capacitor voltage rating and tolerance are sometimes included in the marking code, but this varies between manufacturers.

IC Marking Codes

SMD ICs usually have their part number, manufacturer logo, and other information printed on their surface. The part number is the key to identifying the IC and its functions. Datasheets provided by the manufacturer contain detailed information about the IC, including its pinout, electrical characteristics, and application notes.

Visual Identification Techniques for SMD Components

In addition to marking codes, visual inspection of SMD components can provide valuable information for identification. Here are some techniques to visually identify SMD components:

Package Dimensions

Measuring the dimensions of an SMD component using calipers or a microscope can help narrow down the possible package types. Refer to the table in the “SMD Component Packages and Their Characteristics” section for common package dimensions.

Pin Count and Arrangement

Counting the number of pins and observing their arrangement can help identify the package type and narrow down the possible Component Types. For example, a SOT-23 package has three pins arranged in a triangular pattern, while a QFP package has pins on all four sides.

Color and Appearance

Some SMD components have distinctive colors or appearances that can aid in identification. For example, tantalum capacitors often have a yellow or orange color, while ceramic capacitors are typically brown or blue.

Tools and Resources for SMD Component Identification

Several tools and resources are available to assist in identifying SMD components:

  • Digital multimeter: Measuring resistance, capacitance, and other electrical properties can help identify components.
  • SMD code books and online databases: These resources provide comprehensive information on SMD marking codes and their corresponding component values.
  • Microscope or magnifying glass: These tools help in visually inspecting small SMD components and reading their marking codes.
  • Online forums and communities: Seeking advice from experienced electronics enthusiasts and professionals can be helpful when identifying unfamiliar SMD components.

Frequently Asked Questions (FAQ)

1. What do the numbers on SMD resistors mean?

The numbers on SMD resistors indicate their resistance value in ohms. The first two or three digits represent the significant figures, while the last digit represents the number of zeros that follow. For example, 103 denotes a 10,000 ohm (10 kΩ) resistor.

2. How do I identify the polarity of an SMD diode?

SMD diodes often have a polarity marking, such as a stripe or a dot, to indicate the cathode terminal. The cathode is typically located on the side with the marking. If no polarity marking is present, refer to the diode’s datasheet for the pin configuration.

3. Can I use a multimeter to identify SMD components?

Yes, a digital multimeter can be used to measure resistance, capacitance, and other electrical properties of SMD components, which can help in their identification. However, some SMD components, such as ICs, may require additional tools or resources for accurate identification.

4. What should I do if I cannot find the marking code of an SMD component?

If the marking code on an SMD component is not visible or legible, try using a microscope or magnifying glass to get a closer look. If the code is still not readable, you may need to rely on other identification techniques, such as measuring the component’s dimensions or consulting online resources and forums for assistance.

5. Are SMD components interchangeable with through-hole components?

While SMD and through-hole components serve similar functions, they are not directly interchangeable due to differences in package types and mounting methods. However, in some cases, adapters or breakout boards can be used to convert SMD components to through-hole equivalents or vice versa.

Conclusion

Identifying SMD components from their appearance is a crucial skill for anyone working with modern electronic circuits. By understanding SMD package types, marking codes, and visual identification techniques, you can quickly and accurately determine the type and value of SMD components. When in doubt, refer to the various tools and resources available, such as multimeters, code books, online databases, and forums, to aid in the identification process. With practice and experience, identifying SMD components will become second nature, enabling you to work more efficiently and effectively on your electronic projects.

Leave a Reply

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