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ADPL42001 Fiches technique(PDF) 8 Page - Analog Devices |
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ADPL42001 Fiches technique(HTML) 8 Page - Analog Devices |
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8 / 17 page ![]() Data Sheet ADPL42001 analog.com Rev. 0 8 of 17 Thermal Protection When the junction temperature exceeds +165°C, an internal thermal sensor turns the pass transistor off, allowing the device to cool. The thermal sensor turns the pass transistor on again after the junction temperature cools by 15°C. This results in a cycled output during continuous thermal-overload conditions. Thermal protection protects the ADPL42001 in the event of fault conditions. Output Short-Circuit Current Limit The ADPL42001 features a 140mA (typ) current limit. The output can be shorted to GND for an indefinite period without damage to the device. During a short-circuit event, the power dissipated across the internal pass transistor can quickly heat the device. When the die temperature reaches +165°C, the ADPL42001 shuts down and automatically restarts once the die temperature cools by 15°C. APPLICATIONS INFORMATION Output Voltage Setting The output voltage can be programmed from 0.6V to 18V. Set the output voltage by connecting a resistor divider from output to FB to GND. Choose R2 = 59kΩ, then calculate R1 with the following equation: R1 = 98.3 x (VOUT - 0.6)kΩ Output Capacitor Selection If the output voltage is less than 1.8V, use a low-ESR 10µF(min) 0805 ceramic output capacitor for good load transient response. If the output voltage is greater than or equal to 1.8V, use a low-ESR 4.7µF(min) 0805 ceramic output capacitor. VOUT R1 R2 FB GND Figure 2. Setting the Output Voltage Available Output Current Calculation At a particular operating condition, the power loss that leads to the temperature rise of the part is estimated as follows: PLOSS = (VIN - VOUT) x ILOAD where VIN is the input voltage, VOUT is the output voltage, and ILOAD is the load current. For a multilayer board, the thermal performance metrics for the packages are given in Table 4. The junction temperature of the ADPL42001 can be estimated at any given maximum ambient temperature (TA_MAX) from the equation below: ������������ = ������������_������������������ + (������������������ × ������������������������������) |
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