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190
TERMINAL TYPE
P.C.B. TERMINAL (SNAP IN)
Code 11~13 : S1G (
22~35)
P.C.B. TERMINAL
Code 11~13 : LBA (
25~30), LCA (
35)
(
35)
A.B. blank terminals
(
25~30)
• No sparks with specified DC overvoltage applied.
• Withstanding 3000 hours application of rate ripple current at 105
°
C.
• Corresponding product to RoHS
Item
Operation Temperature Range
Rated Working Voltage
Capacitance Tolerance (120Hz 20°C)
Leakage Current
(20°C)
Surge Voltage
(20°C)
Dissipation Factor (tan
)
(120Hz 20°C)
Characteristic
±
20%(M)
W.V.
S.V.
SPECIFICATION
HV Series
No Sparks With DC Overvoltage
LARGE CAN TYPE
-25 ~ +105°C
200 , 400VDC
I
0.02CV or 3 ( mA ) *Whichever is smaller after 5 minutes
I : Leakage Current( µA) C : Rated Capacitance( µF) V : Working Voltage(V)
RIPPLE CURRENT COEFFICIENTS
Temperature(°C)
Multiplier 2.50 2.20 2.00
40 70
60
60
Multiplier
120 1k
0.80 1.00 1.10 1.30
400
Frequency(Hz)
W.V.
200V
0.80 1.00 1.10 1.30400V
1.80
85
10k
1.40
1.40
0.15
200
250
1.00
105
400
450
Load Life
Capacitance Change
Dissipation Factor
Leakage current
At +105
°C
, no voltage application after 1000 hours, the capacitor shall meet the limits for load life
characteristics. (With voltage treatment)
±
20% of initial value
175% of initial specied value
initial specied value
Shelf Life
DC Overvoltage Test
When an excessive DC voltage is applied to the capacitors under the test condition on next page, the vent shall
operate and then the capacitors shall become open-circuit without burning material.
Low Temperature Stability
Impedance ratio at 120Hz
Rated Voltage (V)
-25°C / +20°C
200
4
400
6
After 3000 hours application of W.V. and +105°C ripple current value, the capacitor shall meet the following
limits. (DC + ripple peak voltage
rate working voltage)
LARGE CAN TYPE
LUG TERMINAL
Code 11~13 : LTA (
22~35)
D
P 8 10 10 14
22 25 30 35