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© 2018 Littelfuse, Inc.
Specifications are subject to change without notice.
Revised: 07/31/18
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
Transient V-I Characteristics Curves (Continued...)
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
Pulse Rating Curves (Continued...)
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