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)
© 2018 Littelfuse, Inc.
Specifications are subject to change without notice.
Revised: 12/12/18
Metal-Oxide Varistors (MOVs)
Radial Lead Varistors > LA Varistor Series
Maximum Clamping Voltage for 20mm Parts
FIGURE 9. CLAMPING VOLTAGE FOR V385LA20A
(P)
-
V1000LA80A
(P)
FIGURE 10.CLAMPING VOLTAGE FOR V130LA20A
(P)
- V275LA40A
(P)
FIGURE 11. CLAMPING VOLTAG E FOR V130LA20B
(P)
- V275LA40
(P)
FIGURE 12. CLAMPING VOLTAGE FOR V140LA20A
(P)
- V230LA40A
(P)
FIGURE 13. CLAMPING VOLTAGE FOR V300LA40A - V1000LA160B
5,000
3,000
1,000
500
300
10
-3
10
-2
10
-1
10
0
10
1
10
2
10
4
MAXIMUM PEAK VOLTS (V)
PEAK AMPERES (A)
2,000
10
3
10
-4
V1000LA80A(P)
V660LA50A(P)
MAXIMUM CLAMPING VOLTAG E
MODEL SIZE 14mm
385 TO 1000V
M(AC)
RATING
T
A
= -55
o
C TO 85
o
C
700
V625LA40A(P)
3,000
2,000
1,000
900
800
700
600
500
400
300
200
10
-3
10
-2
10
-1
10
0
10
1
10
2
10
4
MAXIMUM PEAK VOLT S (V)
PEAK AMPERES (A)
10
3
V275LA40A(P)
V250LA40A(P)
V150LA20A(P)
V130LA20A(P)
V175LA20A(P)
MAXIMUM CLAMPING VOLTAG E
MODEL SIZE 20mm
130 TO 275V
M(AC)
RATING
T
A
= -55
o
C TO 85
o
C
3,000
2,000
1,000
900
800
700
600
500
400
300
200
10
-3
10
-2
10
-1
10
0
10
1
10
2
10
4
MAXIMUM PEAK VOLTS (V)
PEAK AMPERES (A)
10
3
V275LA40B(P)
V250LA40B(P)
V130LA20B(P)
V150LA20B(P)
MAXIMUM CLAMPING VOLTAG E
MODEL SIZE 20mm
130 TO 275V
M(AC)
RATING
T
A
= -55
o
C TO 85
o
C
3,000
2,000
500
200
10
-3
10
-2
10
-1
10
0
10
1
10
2
10
4
MAXIMUM PEAK VOLTS (V)
PEAK AMPERES (A)
1,000
10
3
MAXIMUM CLAMPING VOLTAG E
MODEL SIZE 20mm
140 TO 230V
M(AC)
RATING
T
A
= -55
o
C TO 85
o
C
300
V140LA20A(P)
V230LA40A(P)
5,000
3,000
1,000
500
10
-3
10
-2
10
-1
10
0
10
1
10
2
10
4
MAXIMUM PEAK VOLTS (V)
PEAK AMPERES (A)
2,000
10
3
V625LA80B(P)
V660LA100B(P)
V1000LA160B(P)
MAXIMUM CLAMPING VOLTAG E
MODEL SIZE 20mm
300 TO 1000V
M(AC)
RATING
T
A
= -55
o
C TO 85
o
C
V575LA80B(P)
V680LA80A(P)
V510LA80B(P)
V480LA80B(P)/
V460LA40B(P)
V680LA100B(P)
V420LA40B(P)
V385LA40B(P)
V320LA40B(P)
V300LA40A(P)
V575LA40A(P)
V510LA40A(P)
V480LA40A(P)/V460LA20A(P)
V420LA20A(P)
V385LA20A(P)
V300LA40A - V1000LA160B
Repetitive Surge Capability for 20mm Parts
V130LA20A(P) - V320LA40B(P)
FIGURE 14. SURGE CURRENT RATING CURVES FOR
V130LA1(P) - V480LA7(P)
FIGURE 15. SURGE CURRENT RATING CURVES FOR
V130LA5(P) - V680LA10(P)
FIGURE 16. SURGE CURRENT RATING CURVES FOR
V130LA10A(P) - V320LA20A(P)
FIGURE 17. SURGE CURRENT RATING CURVES FOR
V385LA20A(P) - V1000LA80A(P)
FIGURE 18. SURGE CURRENT RATING CURVES FOR
V130LA20A(P) - V320LA40B(P)
FIGURE 19. SURGE CURRENT RATING CURVES FOR
V385LA40B(P) - V1000LA160B(P)
2,000
1,000
200
100
50
20
10
5
1
2
500
20 100 1,000 10,000
IMPULSE DURATION (μs)
SURGE CURRENT (A)
1
2
15
10 2
10 4
10 5
10 6
MODEL SIZE 7mm
V130LA1(P) - V480LA7(P)
103
INDEFINITE
5,000
2,000
200
100
50
20
10
5
2
500
20 100 1,000 10,000
IMPULSE DURATION (μs)
SURGE CURRENT (A)
1
2
15 10 4
10 5
106
MODEL SIZE 10mm
V130LA5(P) - V680LA10(P)
103
INDEFINITE
1,000 10 2
5,000
2,000
200
100
50
20
10
5
2
500
20 100 1,000 10,000
IMPULSE DURATION (μs)
SURGE CURRENT (A)
1
2
15
104
10 5
10 6
MODEL SIZE 14mm
V130LA10A(P) - V320LA20A(P)
10 3
INDEFINITE
1,000 10 2
5,000
2,000
200
100
50
20
10
5
2
500
20 100 1,000 10,000
IMPULSE DURATION (μs)
SURGE CURRENT (A)
1
2
15
104
10 5
10 6
MODEL SIZE 14mm
V385LA20A(P) - V1000LA80A(P)
10 3
INDEFINITE
1,000 10 2
10,000
2,000
200
100
50
20
10
5
2
500
20 100 1,000 10,000
IMPULSE DURATION (μs)
SURGE CURRENT (A)
12
104
10 5
10 6
MODEL SIZE 20mm
V130LA20A(P) - V320LA40B(P)
10 3
INDEFINITE
1,000
10 2
15
5,000
1
10,000
2,000
200
100
50
20
10
5
2
500
20 100 1,000 10,000
IMPULSE DURATION (μs)
SURGE CURRENT (A)
12
104
10 5
10 6
MODEL SIZE 20mm
V385LA40B(P) - V1000LA160B(P)
103
INDEFINITE
1,000
10 2
15
5,000
1
V385LA40B(P) - V1000LA160B(P)
FIGURE 14. SURGE CURRENT RATING CURVES FOR
V130LA1(P) - V480LA7(P)
FIGURE 15. SURGE CURRENT RATING CURVES FOR
V130LA5(P) - V680LA10(P)
FIGURE 16. SURGE CURRENT RATING CURVES FOR
V130LA10A(P) - V320LA20A(P)
FIGURE 17. SURGE CURRENT RATING CURVES FOR
V385LA20A(P) - V1000LA80A(P)
FIGURE 18. SURGE CURRENT RATING CURVES FOR
V130LA20A(P) - V320LA40B(P)
FIGURE 19. SURGE CURRENT RATING CURVES FOR
V385LA40B(P) - V1000LA160B(P)
2,000
1,000
200
100
50
20
10
5
1
2
500
20 100 1,000 10,000
IMPULSE DURATION (μs)
SURGE CURRENT (A)
1
2
15
10
2
10
4
10
5
10
6
MODEL SIZE 7mm
V130LA1(P) - V480LA7(P)
10
3
INDEFINITE
5,000
2,000
200
100
50
20
10
5
2
500
20 100 1,000 10,000
IMPULSE DURATION (μs)
SURGE CURRENT (A)
1
2
15 10
4
10
5
10
6
MODEL SIZE 10mm
V130LA5(P) - V680LA10(P)
10
3
INDEFINITE
1,000 10
2
5,000
2,000
200
100
50
20
10
5
2
500
20 100 1,000 10,000
IMPULSE DURATION (μs)
SURGE CURRENT (A)
1
2
15
10
4
10
5
10
6
MODEL SIZE 14mm
V130LA10A(P) - V320LA20A(P)
10
3
INDEFINITE
1,000 10
2
5,000
2,000
200
100
50
20
10
5
2
500
20 100 1,000 10,000
IMPULSE DURATION (μs)
SURGE CURRENT (A)
1
2
15
10
4
10
5
10
6
MODEL SIZE 14mm
V385LA20A(P) - V1000LA80A(P)
10
3
INDEFINITE
1,000 10
2
10,000
2,000
200
100
50
20
10
5
2
500
20 100 1,000 10,000
IMPULSE DURATION (μs)
SURGE CURRENT (A)
12
10
4
10
5
10
6
MODEL SIZE 20mm
V130LA20A(P) - V320LA40B(P)
10
3
INDEFINITE
1,000
10
2
15
5,000
1
10,000
2,000
200
100
50
20
10
5
2
500
20 100 1,000 10,000
IMPULSE DURATION (μs)
SURGE CURRENT (A)
12
10
4
10
5
10
6
MODEL SIZE 20mm
V385LA40B(P) - V1000LA160B(P)
10
3
INDEFINITE
1,000
10
2
15
5,000
1
NOTE: If pulse ratings are exceeded, a shift of VN(DC) (at specified current) of more than
+/-10% could result. This type of shift, which normally results in a decrease of VN(DC), may
result in the device not meeting the original published specifications, but does not prevent
the device from continuing to function, and to provide ample protection.
V130LA20A(P) - V275LA40A(P)
FIGURE 9. CLAMPING VOLTAGE FOR V385LA20A(P) -
V1000LA80A(P)
FIGURE 10.CLAMPING VOLTAGE FOR V130LA20A(P) - V275LA40A(P)
FIGURE 11. CLAMPING VOLTAG E FOR V130LA20B(P) - V275LA40(P) FIGURE 12. CLAMPING VOLTAG E FOR V140LA20A(P) - V230LA40A(P)
FIGURE 13. CLAMPING VOLTAGE FOR V300LA40A - V1000LA160B
5,000
3,000
1,000
500
300
10-3 10-2 10-1 100101102104
MAXIMUM PEAK VOLTS (V)
PEAK AMPERES (A)
2,000
103
10-4
V1000LA80A(P)
V660LA50A(P)
MAXIMUM CLAMPING VOLTAG E
MODEL SIZE 14mm
385 TO 1000VM(AC) RATING
TA = -55oC TO 85oC
700
V625LA40A(P)
3,000
2,000
1,000
900
800
700
600
500
400
300
200
10-3 10-2 10-1 100101102104
MAXIMUM PEAK VOLT S (V)
PEAK AMPERES (A)
103
V275LA40A(P)
V250LA40A(P)
V150LA20A(P)
V130LA20A(P)
V175LA20A(P)
MAXIMUM CLAMPING VOLTAG E
MODEL SIZE 20mm
130 TO 275VM(AC ) RATING
TA = -55oC TO 85oC
3,000
2,000
1,000
900
800
700
600
500
400
300
200
10-3 10-2 10-1 100101102104
MAXIMUM PEAK VOLTS (V)
PEAK AMPERES (A)
103
V275LA40B(P)
V250LA40B(P)
V130LA20B(P)
V150LA20B(P)
MAXIMUM CLAMPING VOLTAG E
MODEL SIZE 20mm
130 TO 275VM(AC ) RATING
TA = -55oC TO 85oC
3,000
2,000
500
200
10-3 10-2 10-1 100101102104
MAXIMUM PEAK VOLTS (V)
PEAK AMPERES (A)
1,000
103
MAXIMUM CLAMPING VOLTAG E
MODEL SIZE 20mm
140 TO 230VM(AC) RATING
TA = -55oC TO 85oC
300
V140LA20A(P)
V230LA40A(P)
5,000
3,000
1,000
500
10-3 10-2 10-1 100101102104
MAXIMUM PEAK VOLTS (V)
PEAK AMPERES (A)
2,000
103
V625LA80B(P)
V660LA100B(P)
V1000LA160B(P)
MAXIMUM CLAMPING VOLTAG E
MODEL SIZE 20mm
300 TO 1000VM(AC ) RATING
TA = -55oC TO 85oC
V575LA80B(P)
V680LA80A(P)
V510LA80B(P)
V480LA80B(P)/
V460LA40B(P)
V680LA100B(P)
V420LA40B(P)
V385LA40B(P)
V320LA40B(P)
V300LA40A(P)
V575LA40A(P)
V510LA40A(P)
V480LA40A(P)/V460LA20A(P)
V420LA20A(P)
V385LA20A(P)
FIGURE 9. CLAMPING VOLTAGE FOR V385LA20A(P) -
V1000LA80A(P)
FIGURE 10.CLAMPING VOLTAGE FOR V130LA20A(P) - V275LA40A(P)
FIGURE 11. CLAMPING VOLTAG E FOR V130LA20B(P) - V275LA40(P) FIGURE 12. CLAMPING VOLTAG E FOR V140LA20A(P) - V230LA40A(P)
FIGURE 13. CLAMPING VOLTAGE FOR V300LA40A - V1000LA160B
5,000
3,000
1,000
500
300
10-3 10-2 10-1 100101102104
MAXIMUM PEAK VOLTS (V)
PEAK AMPERES (A)
2,000
103
10-4
V1000LA80A(P)
V660LA50A(P)
MAXIMUM CLAMPING VOLTAG E
MODEL SIZE 14mm
385 TO 1000VM(AC) RATING
TA = -55oC TO 85oC
700
V625LA40A(P)
3,000
2,000
1,000
900
800
700
600
500
400
300
200
10-3 10-2 10-1 100101102104
MAXIMUM PEAK VOLT S (V)
PEAK AMPERES (A)
103
V275LA40A(P)
V250LA40A(P)
V150LA20A(P)
V130LA20A(P)
V175LA20A(P)
MAXIMUM CLAMPING VOLTAG E
MODEL SIZE 20mm
130 TO 275VM(AC) RATING
TA = -55oC TO 85oC
3,000
2,000
1,000
900
800
700
600
500
400
300
200
10-3 10-2 10-1 100101102104
MAXIMUM PEAK VOLTS (V)
PEAK AMPERES (A)
103
V275LA40B(P)
V250LA40B(P)
V130LA20B(P)
V150LA20B(P)
MAXIMUM CLAMPING VOLTAG E
MODEL SIZE 20mm
130 TO 275VM(AC ) RATING
TA = -55oC TO 85oC
3,000
2,000
500
200
10-3 10-2 10-1 100101102104
MAXIMUM PEAK VOLTS (V)
PEAK AMPERES (A)
1,000
103
MAXIMUM CLAMPING VOLTAG E
MODEL SIZE 20mm
140 TO 230VM(AC) RATING
TA = -55oC TO 85oC
300
V140LA20A(P)
V230LA40A(P)
5,000
3,000
1,000
500
10-3 10-2 10-1 100101102104
MAXIMUM PEAK VOLTS (V)
PEAK AMPERES (A)
2,000
103
V625LA80B(P)
V660LA100B(P)
V1000LA160B(P)
MAXIMUM CLAMPING VOLTAG E
MODEL SIZE 20mm
300 TO 1000VM(AC) RATING
TA = -55oC TO 85oC
V575LA80B(P)
V680LA80A(P)
V510LA80B(P)
V480LA80B(P)/
V460LA40B(P)
V680LA100B(P)
V420LA40B(P)
V385LA40B(P)
V320LA40B(P)
V300LA40A(P)
V575LA40A(P)
V510LA40A(P)
V480LA40A(P)/V460LA20A(P)
V420LA20A(P)
V385LA20A(P)
V130LA20B(P) - V275LA40(P)
V130LA20A(P) - V275LA40A(P)
FIGURE 9. CLAMPING VOLTAGE FOR V385LA20A(P) -
V1000LA80A(P)
FIGURE 10.CLAMPING VOLTAGE FOR V130LA20A(P) - V275LA40A(P)
FIGURE 11. CLAMPING VOLTAG E FOR V130LA20B(P) - V275LA40(P) FIGURE 12. CLAMPING VOLTAG E FOR V140LA20A(P) - V230LA40A(P)
FIGURE 13. CLAMPING VOLTAGE FOR V300LA40A - V1000LA160B
5,000
3,000
1,000
500
300
10
-3
10
-2
10
-1
10
0
10
1
10
2
10
4
MAXIMUM PEAK VOLTS (V)
PEAK AMPERES (A)
2,000
10
3
10
-4
V1000LA80A(P)
V660LA50A(P)
MAXIMUM CLAMPING VOLTAG E
MODEL SIZE 14mm
385 TO 1000V
M(AC)
RATING
T
A
= -55
o
C TO 85
o
C
700
V625LA40A(P)
3,000
2,000
1,000
900
800
700
600
500
400
300
200
10
-3
10
-2
10
-1
10
0
10
1
10
2
10
4
MAXIMUM PEAK VOLT S (V)
PEAK AMPERES (A)
10
3
V275LA40A(P)
V250LA40A(P)
V150LA20A(P)
V130LA20A(P)
V175LA20A(P)
MAXIMUM CLAMPING VOLTAG E
MODEL SIZE 20mm
130 TO 275V
M(AC)
RATING
T
A
= -55
o
C TO 85
o
C
3,000
2,000
1,000
900
800
700
600
500
400
300
200
10
-3
10
-2
10
-1
10
0
10
1
10
2
10
4
MAXIMUM PEAK VOLTS (V)
PEAK AMPERES (A)
10
3
V275LA40B(P)
V250LA40B(P)
V130LA20B(P)
V150LA20B(P)
MAXIMUM CLAMPING VOLTAG E
MODEL SIZE 20mm
130 TO 275V
M(AC)
RATING
T
A
= -55
o
C TO 85
o
C
3,000
2,000
500
200
10
-3
10
-2
10
-1
10
0
10
1
10
2
10
4
MAXIMUM PEAK VOLTS (V)
PEAK AMPERES (A)
1,000
10
3
MAXIMUM CLAMPING VOLTAG E
MODEL SIZE 20mm
140 TO 230V
M(AC)
RATING
T
A
= -55
o
C TO 85
o
C
300
V140LA20A(P)
V230LA40A(P)
5,000
3,000
1,000
500
10
-3
10
-2
10
-1
10
0
10
1
10
2
10
4
MAXIMUM PEAK VOLTS (V)
PEAK AMPERES (A)
2,000
10
3
V625LA80B(P)
V660LA100B(P)
V1000LA160B(P)
MAXIMUM CLAMPING VOLTAG E
MODEL SIZE 20mm
300 TO 1000V
M(AC)
RATING
T
A
= -55
o
C TO 85
o
C
V575LA80B(P)
V680LA80A(P)
V510LA80B(P)
V480LA80B(P)/
V460LA40B(P)
V680LA100B(P)
V420LA40B(P)
V385LA40B(P)
V320LA40B(P)
V300LA40A(P)
V575LA40A(P)
V510LA40A(P)
V480LA40A(P)/V460LA20A(P)
V420LA20A(P)
V385LA20A(P)
Figure 14 Figure 15
Figure 16
Figure 17
Figure 18
Figure 19
Note: Repetitive surge capability is qualified and tested based on 8/20us current waveform
(not combination waveform) and UL1449 40.7.3 (Edition 4) test condition.