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970-1000 6 Ð 1 Ð 0 For model 43 trimmers 2.12 1.86 1.67 1.53
970-1005 6 Ð 2 Ð 0 For models 40 and 70 2.14 1.72 1.63 1.51
Shaft Extenders
970-1010 6 Ð 0 Ð 1 Flush with bushing 2.12 1.86 1.67 1.53
970-1015 6 Ð 0 Ð 2 0.575" FMS extension 2.12 1.86 1.67 1.53
970-1020 6 Ð 0 Ð 3 0.875" FMS extension 2.12 1.86 1.67 1.53
Adjustment Tool
970-1024 8-281 Allied adjustment tool 1.33 1.12 1.02 .92
970-1025 8 Adjustment tool 1.27 1.11 1.00 .91
970-1120 63M 102 1000 1.13 .99 .89 .82
970-1125 63M 502 5000 1.13 .99 .89 .82
970-1130 63M 103 10K 1.13 .99 .89 .82
970-1140 63P 101 100 1.06 .93 .84 .77
970-1145 63P 201 200 1.06 .93 .84 .77
970-1150 63P 501 500 1.06 .93 .84 .77
970-1155 63P 102 1000 1.06 .93 .84 .77
970-1160 63P 202 2000 1.06 .93 .84 .77
970-1165 63P 502 5000 1.06 .93 .84 .77
970-1170 63P 103 10K 1.06 .93 .84 .77
970-1175 63P 203 20K 1.06 .93 .84 .77
970-1180 63P 253 25K 1.06 .93 .84 .77
970-1185 63P 503 50K 1.06 .93 .84 .77
970-1190 63P 104 100K 1.13 .99 .89 .82
970-1200 63P 254 250K 1.13 .99 .89 .82
970-1205 63P 504 500K 1.13 .99 .89 .82
970-1210 63P 105 1M 1.13 .99 .89 .82
970-1220 63S 502 5000 1.13 .99 .89 .82
970-1225 63S 103 10K 1.13 .99 .89 .82
970-1230 63S 503 50K 1.13 .99 .89 .82
970-1235 63S 501 500 1.13 .99 .89 .82
970-1240 63X 102 1000 1.06 .93 .84 .77
970-1245 63X 202 2000 1.06 .93 .84 .77
970-1250 63X 502 5000 1.06 .93 .84 .77
970-1255 63X 103 10K 1.06 .93 .84 .77
970-1260 63X 203 20K 1.06 .93 .84 .77
970-1265 63X 503 50K 1.06 .93 .84 .77
970-1270 63X 104 100K 1.06 .93 .84 .77
Cermet Trimmers, Hardware, Tools
648
b
ALLIED Need Larger Quantity Prices? Call 1-800-433-5700 For Prompt Handling
3
/
8
" Sq. Single-Turn Cermet Model 63
Stock Mfr.Õs Ohm
No. Type Value
EACH
10-24 25-49 50-991-9
3
/
8
" Sq. Multi-Turn Cermet Model 64
970-1275 64P 102 1000 2.12 1.86 1.67 1.53
970-1280 64P 502 5000 2.12 1.86 1.67 1.53
970-1285 64P 103 10K 2.12 1.86 1.67 1.53
970-1290 64P 203 20K 2.12 1.86 1.67 1.53
970-1295 64W 101 100 2.12 1.86 1.67 1.53
970-1300 64W 201 200 2.12 1.86 1.67 1.53
970-1305 64W 501 500 2.12 1.86 1.67 1.53
970-1310 64W 102 1000 2.12 1.86 1.67 1.53
970-1315 64W 202 2000 2.12 1.86 1.67 1.53
970-1320 64W 502 5000 2.12 1.86 1.67 1.53
970-1325 64W 103 10K 2.12 1.86 1.67 1.53
970-1330 64W 203 20K 2.12 1.86 1.67 1.53
970-1335 64W 503 50K 2.12 1.86 1.67 1.53
970-1340 64W 104 100K 2.12 1.86 1.67 1.53
970-1345 64W 204 200K 2.12 1.86 1.67 1.53
970-1350 64W 105 1M 2.12 1.86 1.67 1.53
970-1355 64X 101 100 2.12 1.86 1.67 1.53
970-1360 64X 501 500 2.12 1.86 1.67 1.53
970-1365 64X 102 1000 2.12 1.86 1.67 1.53
970-1370 64X 202 2000 2.12 1.86 1.67 1.53
970-1375 64X 502 5000 2.12 1.86 1.67 1.53
970-1380 64X 103 10K 2.12 1.86 1.67 1.53
970-1385 64X 203 20K 2.12 1.86 1.67 1.53
970-1390 64X 104 100K 2.12 1.86 1.67 1.53
970-1395 64Y 101 100 2.12 1.86 1.67 1.53
970-1400 64Y 501 500 2.12 1.86 1.67 1.53
970-1405 64Y 102 1000 2.12 1.86 1.67 1.53
970-1410 64Y 202 2000 2.12 1.86 1.67 1.53
970-1415 64Y 502 5000 2.12 1.86 1.67 1.53
970-1420 64Y 103 10K 2.12 1.86 1.67 1.53
970-1425 64Y 503 50K 2.12 1.86 1.67 1.53
970-1430 64Y 104 100K 2.12 1.86 1.67 1.53
970-1435 64Z 102 1000 2.12 1.86 1.67 1.53
970-1440 64Z 502 5000 2.12 1.86 1.67 1.53
970-1450 64Z 203 20K 2.12 1.86 1.67 1.53
3
/
4
" Rect. Multi-Turn Cermet Model 43
0.375" square ´.190"H single turn cermet trimmer. 10% resistance tolerance.
0.5 watt at 70¡C. 270¡ electrical travel. Ð55¡C to +125¡C operating temperature.
Styles: 63M Ñ Inline pins (0.100" spacing); 63P Ñ Staggered pins from base;
63S Ñ Inline pins (0.100" spacing) from side; 63X Ñ Staggered pins
(0.100" spacing) from side.
3
/
8
" square multi-turn cermet trimmer. 10% resistance tolerance. 0.5 watt at
85¡C. 25-turn nominal. Mechanical Life: 200 cycles. Operating Temperature:
Ð55¡C to +125¡C. 0.375" ´0.395" ´0.190" Styles: 64P Ñ Staggered pins;
64W Ñ Inline pins (0.100" spacing); 64X Ñ Inline pins (0.100" spacing);
64Y Ñ Staggered pins; 64Z Ñ Staggered pins.
3
/
4
" rectangular multi-turn cermet trimmer. 10% resistance tolerance. 20-turn nominal. 0.75 watt at 70¡C. Mechanical Life: 200 cycles. Operating Temperature:
Ð55¡C to +125¡C .
970-1050 43P 500 50 1.38 1.21 1.09 1.00
970-1055 43P 101 100 1.38 1.21 1.09 1.00
970-1060 43P 201 200 1.38 1.21 1.09 1.00
970-1065 43P 501 500 1.38 1.21 1.09 1.00
970-1070 43P 102 1000 1.38 1.21 1.09 1.00
970-1075 43P 202 2000 1.38 1.21 1.09 1.00
970-1080 43P 502 5000 1.38 1.21 1.09 1.00
1
1
/
4
" Rect. Multi-Turn Cermet Model 70
1
1
/
4
" rectangular multi-turn cermet trimmer. 10% resistance tolerance. 20-turn
nominal. 1-watt at 85¡C. Mechanical Life: 200 cycles. Operating
Temperature: Ð55¡C to +150¡C .
970-1460 70L 502 5000 10.07 9.16 8.26 7.57
970-1465 70L 103 10K 10.07 9.16 8.26 7.57
970-1470 70L 104 100K 10.07 9.16 8.26 7.57
970-1475 70Y 202 2000 5.20 4.65 4.18 3.83
970-1480 70Y 502 5000 5.20 4.65 4.18 3.83
970-1485 70Y 103 10K 5.20 4.65 4.18 3.83
970-1490 70Y 203 20K 5.20 4.65 4.18 3.83
Trimmer Hardware and Adjustment Tool
SpectrolÕs standard
3
/
4
" and 1
1
/
4
" rectangular trimming potentiometers (models
43 and 70), may be easily panel mounted through the use of the Model 6 Panel
Mount Adapters. These standard trimmer models can be quickly, easily,
conveniently and economically converted into panel mount trimmers.
Assembly is accomplished with the trimmer by snap-in, providing for minimal
installation time. Adjustment tool is used to adjust trimmers. Can be used
without magnetic or capacitance influence on the circuit.
Snap-On Adapters
Stock Mfr.Õs Description
No. Type
EACH
10-24 25-49 50-991-9
Stock Mfr.Õs Ohm
No. Type Value
EACH
10-24 25-49 50-991-9
970-1085 43P 103 10K 1.38 1.21 1.09 1.00
970-1090 43P 203 20K 1.38 1.21 1.09 1.00
970-1095 43P 253 25K 1.38 1.21 1.09 1.00
970-1100 43P 503 50K 1.38 1.21 1.09 1.00
970-1105 43P 104 100K 1.38 1.21 1.09 1.00
970-1110 43P 204 200K 1.38 1.21 1.09 1.00
970-1115 43P 254 250K 1.38 1.21 1.09 1.00
Stock Mfr.Õs Ohm
No. Type Value
EACH
10-24 25-49 50-991-9
Stock Mfr.Õs Ohm
No. Type Value
EACH
10-24 25-49 50-991-9
Stock Mfr.Õs Ohm
No. Type Value
EACH
10-24 25-49 50-991-9
Visit SpectrolÕs Website at www.spectrol.com
Vishay Spectrol
11