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AN533 数据表(PDF) 3 Page - STMicroelectronics |
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AN533 数据表(HTML) 3 Page - STMicroelectronics |
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3 / 22 page ![]() AN533 Through-hole packages 3/22 1 Through-hole packages 1.1 Thermal resistance 1.1.1 Review The thermal resistance of semiconductor assembly is the parameter which characterizes its resistance to the heatflow generated by the junction during operation. A temperature exceeding the maximum junction temperature curtails the electrical performance and may damage the device. The maximum dissipated power capability is: Where: ● Tjmax is the maximum junction temperature of the semiconductor in degrees ( °C) ● Ta is the ambient air temperature in degrees ( °C) ● Rth(j-a) is the thermal resistance between junction and ambient air in °C/W The Rth(j-a) takes into account all materials between the junction and ambient air. An analogy between Ohm’s law and the thermal equivalent circuit can be made: ● Electrical resistance corresponds to thermal resistance ● Current corresponds to dissipated power ● Voltage corresponds to temperature Thus: V = R . I corresponds to ΔT = Rth . P 1.1.2 Dissipated power for a thyristor or a TRIAC The maximum power dissipation versus average on-state current (for SCRs) or RMS on- state current (for TRIACs) is given in the datasheet for each product. However, a more accurate result is obtained by using the Vto and Rd values with the following calculation: P = Vto . IT(AV) + Rd . I 2 T(RMS) Where: ● V to is the threshold voltage specified in the datasheet ● Rd is the dynamic on-state resistance specified as Rd in the datasheet ● I T(AV) is the average on-state current ● I T(RMS) is the RMS on-state current Figure 1 shows the RMS and average values for different waveforms of current. Pmax = Tjmax -Ta Rth(j-a) |
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