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S-1740C30-M5T1U4 Datasheet(PDF) 9 Page - Seiko Instruments Inc

Part # S-1740C30-M5T1U4
Description  POWER MONITORING OUTPUT, 5.5 V INPUT, 100 mA CMOS VOLTAGE REGULATOR WITH 0.5 uA SUPER LOW CURRENT CONSUMPTION
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Manufacturer  SII [Seiko Instruments Inc]
Direct Link  http://www.sii.co.jp
Logo SII - Seiko Instruments Inc

S-1740C30-M5T1U4 Datasheet(HTML) 9 Page - Seiko Instruments Inc

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POWER MONITORING OUTPUT, 5.5 V INPUT, 100 mA CMOS VOLTAGE REGULATOR WITH 0.5
μA SUPER LOW CURRENT CONSUMPTION
Rev.1.2_00
S-1740/1741 Series
9
Electrical Characteristics
1. Regulator block
Table 14
(Ta =
+25°C unless otherwise specified)
Item
Symbol
Condition
Min.
Typ.
Max.
Unit
Test
Circuit
Output voltage
*1
VOUT(E)
VIN = VOUT(S)
+ 1.0 V,
IOUT = 10 mA
1.0 V
≤ VOUT(S) < 1.5 V
VOUT(S)
− 0.015
VOUT(S)
VOUT(S)
+ 0.015
V
1
1.5 V
≤ VOUT(S) ≤ 3.5 V
VOUT(S)
× 0.99
VOUT(S)
VOUT(S)
× 1.01
V
1
Output current
*2
IOUT
VIN
≥ VOUT(S) + 1.0 V
100
*5
mA
3
Dropout voltage
*3
Vdrop
IOUT = 10 mA
1.0 V
≤ VOUT(S) < 1.1 V
0.50
V
1
1.1 V
≤ VOUT(S) < 1.2 V
0.40
V
1
1.2 V
≤ VOUT(S) < 1.3 V
0.30
V
1
1.3 V
≤ VOUT(S) < 1.4 V
0.20
V
1
1.4 V
≤ VOUT(S) < 1.5 V
0.10
V
1
1.5 V
≤ VOUT(S) < 1.7 V
0.050
0.080
V
1
1.7 V
≤ VOUT(S) < 1.8 V
0.040
0.060
V
1
1.8 V
≤ VOUT(S) < 2.0 V
0.040
0.050
V
1
2.0 V
≤ VOUT(S) < 2.5 V
0.030
0.040
V
1
2.5 V
≤ VOUT(S) < 2.8 V
0.020
0.030
V
1
2.8 V
≤ VOUT(S) < 3.0 V
0.019
0.021
V
1
3.0 V
≤ VOUT(S) ≤ 3.5 V
0.018
0.020
V
1
Line regulation
ΔVOUT1
ΔVIN•VOUT
VOUT(S)
+ 0.5 V ≤ VIN ≤ 5.5 V, IOUT = 10 mA
0.05
0.2
%/V
1
Load regulation
ΔVOUT2
VIN = VOUT(S)
+ 1.0 V, 1 μA ≤ IOUT ≤ 50 mA
20
40
mV
1
Output voltage
temperature coefficient
*4
ΔVOUT
ΔTa•VOUT
VIN = VOUT(S)
+ 1.0 V, IOUT = 10 mA,
−40°C ≤ Ta ≤ +85°C
±130
ppm/
°C1
Current consumption
during operation
ISS1
VIN = VOUT(S)
+ 1.0 V, no load
0.35
0.53
μA
2
Input voltage
VIN
1.5
5.5
V
Short-circuit current
Ishort
VIN = VOUT(S)
+ 1.0 V, VOUT = 0 V
60
mA
3
*1. VOUT(S): Set output voltage
VOUT(E): Actual output voltage
Output voltage when fixing IOUT (= 10 mA) and inputting VOUT(S)
+ 1.0 V
*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 = 10 mA.
*4. A change in the temperature of the output voltage [mV/°C] is calculated using the following equation.
ΔVOUT
ΔTa []
mV/°C
*1 = V
OUT(S) []
V
*2 ×
ΔVOUT
ΔTa•VOUT []
ppm/°C
*3 ÷ 1000
*1. Change in temperature of output voltage
*2. Set output voltage
*3. Output voltage temperature coefficient
*5. 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.


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