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AN4363 Datasheet(PDF) 3 Page - STMicroelectronics |
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AN4363 Datasheet(HTML) 3 Page - STMicroelectronics |
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3 / 20 page ![]() DocID025296 Rev 1 3/20 AN4363 Current rating selection 20 1 Current rating selection 1.1 Load current and operating temperature The maximum current an AC switch (we call AC switch Triac, ACS or ACST in this document) can handle is limited only by the maximum allowed operating temperature, except for specific applications where the turn-off capability of the AC switch can also become a limiting factor (refer to Section 1.2: Turn-off limitation for specific applications). But, for most applications, where the current waveform is sinusoidal, the current of the AC switch will depend only on the operating temperature and the device power losses. For an AC switch, as the switching times (around 100 ns) are very low compared to the switching period (50 Hz or 60 Hz for most cases), the device power losses are considered as only linked to the conduction losses. Then, the junction temperature will be (refer to STMicroelectronics Application note AN533 for further information): Equation 1 or: Equation 2 With respectively: Tj: junction temperature Ta: ambient temperature Tc: case temperature Pd: conduction losses For a sinusoidal current, Pd is given by: Equation 3 Where Vt0 and Rd are respectively the threshold voltage and the dynamic resistance of the AC switch ON-state voltage drop. For each device, the datasheet gives the maximum allowed current calculated so that the associated power losses (with Equation 2) will keep the junction temperature below the maximum operating temperature (with Equation 1). This maximum temperature is usually 125 °C or 150 °C for high temperature devices. Figure 1 and Figure 2 give the example of such datasheet curves for respectively an ACS108-6SA and a T1635T-8FP. As the ACS108-6SA package is a TO92, there is no way to add a heatsink to the device to evacuate its power losses. That is the reason why the curve is given versus the operating ambient temperature. ) a j ( th d a j R P T T − ⋅ + = ) c j ( th d c j R P T T − ⋅ + = 2 RMS d RMS 0 t d I R I V 2 2 P ⋅ + ⋅ ⋅ π ⋅ = |
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