Temperature Rise Formula:
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Definition: This calculator estimates the temperature rise of a heat sink based on the heat dissipation and thermal resistance.
Purpose: It helps engineers and designers determine the thermal performance of heat sinks in electronic cooling applications.
The calculator uses the formula:
Where:
Explanation: The heat dissipation is multiplied by the thermal resistance to determine the temperature difference between the heat source and ambient.
Details: Proper thermal management ensures electronic components operate within safe temperature limits, improving reliability and lifespan.
Tips: Enter the heat dissipation in Watts and thermal resistance in K/W (default 0.5 K/W). All values must be > 0.
Q1: What is thermal resistance?
A: Thermal resistance measures how effectively a heat sink transfers heat, with lower values indicating better performance.
Q2: What's a typical thermal resistance value?
A: Common values range from 0.1 K/W (excellent) to 5 K/W (poor), depending on heat sink design and airflow.
Q3: How do I find the heat dissipation value?
A: Check component specifications or measure power consumption (heat ≈ power for most electronics).
Q4: Does this include ambient temperature?
A: No, this calculates temperature rise above ambient. Add ambient temperature for absolute temperature.
Q5: What about forced vs natural convection?
A: The thermal resistance value should reflect your cooling conditions (manufacturers provide both values).