Datasheet S-19213 (ABLIC) - 9
| Manufacturer | ABLIC |
| Description | Automotive, 125°C Operation, 36 V Input, 500 mA Voltage Regulator |
| Pages / Page | 46 / 9 — AUTOMOTIVE, 125°C OPERATION, 36 V INPUT, 500 mA VOLTAGE REGULATOR. … |
| File Format / Size | PDF / 773 Kb |
| Document Language | English |
AUTOMOTIVE, 125°C OPERATION, 36 V INPUT, 500 mA VOLTAGE REGULATOR. S-19213 Series. *1. *2. *3. *4. *5
Model Line for this Datasheet
Text Version of Document
AUTOMOTIVE, 125°C OPERATION, 36 V INPUT, 500 mA VOLTAGE REGULATOR
Rev.1.1_00
S-19213 Series *1.
VOUT(S): Set output voltage VOUT(E): Actual output voltage
*2.
The output current at which the output voltage becomes 95% of VOUT(E) after gradually increasing the output current.
*3.
Vdrop = VIN1 − (VOUT3 × 0.98) VIN1 is the input voltage at which the output voltage becomes 98% of VOUT3 after gradually decreasing the input voltage. VOUT3 is the output voltage when VIN = VOUT(S) + 1.0 V and IOUT = 200 mA.
*4.
Due to limitation of the power dissipation, this value may not be satisfied. Attention should be paid to the power dissipation when the output current is large. This specification is guaranteed by design.
*5.
The dropout voltage is limited by the difference between the input voltage (min. value) and the set output voltage. In case of 1.8 V ≤ VOUT(S) < 2.8 V: 2.8 V − VOUT(S) = Vdrop 9
Rev.1.1_00
S-19213 Series *1.
VOUT(S): Set output voltage VOUT(E): Actual output voltage
*2.
The output current at which the output voltage becomes 95% of VOUT(E) after gradually increasing the output current.
*3.
Vdrop = VIN1 − (VOUT3 × 0.98) VIN1 is the input voltage at which the output voltage becomes 98% of VOUT3 after gradually decreasing the input voltage. VOUT3 is the output voltage when VIN = VOUT(S) + 1.0 V and IOUT = 200 mA.
*4.
Due to limitation of the power dissipation, this value may not be satisfied. Attention should be paid to the power dissipation when the output current is large. This specification is guaranteed by design.
*5.
The dropout voltage is limited by the difference between the input voltage (min. value) and the set output voltage. In case of 1.8 V ≤ VOUT(S) < 2.8 V: 2.8 V − VOUT(S) = Vdrop 9
