SNVA951 November   2020 LM61460-Q1 , LM63615-Q1 , LM63625-Q1 , LM63635-Q1 , LMR33620-Q1 , LMR33630-Q1

 

  1.   Trademarks
  2. Introduction
  3. The Goal of Thermal Management
  4. Junction Temperature Calculation
    1. 3.1 Regulator Junction Temperature (TJ)
    2. 3.2 Ambient Temperature (TA)
    3. 3.3 Power Dissipation (PD)
    4. 3.4 Thermal Resistance (θJA)
      1. 3.4.1 Thermal Metrics
  5. Package Type
  6. PCB Copper Heat Sink
  7. PCB Layout Tips
  8. Estimating and Measuring θJA
    1. 7.1 Simple Guideline
    2. 7.2 Data Sheet Curves
    3. 7.3 Simplified Heat Flow Spreadsheet
    4. 7.4 Online Database
    5. 7.5 Thermal Simulators
  9. Measuring Thermal Performance
    1. 8.1 Thermal Camera
    2. 8.2 Thermocouple
    3. 8.3 Internal Diode
  10. Thermal Design Example
  11. 10Conclusion
  12. 11References

Simple Guideline

If no other method is available, Equation 5 can be used to estimate the thermal resistance for a package with a DAP. Alternatively, the equation can be re-arranged to give the PCB copper area for a given required thermal resistance. This equation assumes an unbroken plane, using 1-oz copper, a perfect connection between top and bottom layers, and 1 W of power dissipation.

Equation 5. GUID-20201105-CA0I-T348-Z0KL-RTQ4KWZHHWBX-low.gif

Here the copper heatsink area is in square centimeters and θJC can be found in the regulator data sheet. Let us use the LMR33630 in the HSOIC package as an example. Assuming a copper area of 20 cm2, and
θJC = 4.3°C/W, yields θJA ≈ 29°C/W. This compares favorably with the value in the data sheet curve. It is also close to the data shown in Figure 5-1 for a similar package. Keep in mind that this equation is only a very rough estimate and should not be relied upon for values closer than ±50% or so.