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)
01 02 03 04 05 06 07 08
09 10 11 12
ABCDE F
mm 158.0 25.6 25.2 14.0 4.4 4.8±0.1
inches 6.220 1.008 0.992 0.551 0.173 0.189
01 02 03 04 05 06 07 08
09 10 11 12
ABCDE F
mm 158.0 25.6 25.2 14.0 4.4 4.8±0.1
inches 6.220 1.008 0.992 0.551 0.173 0.189
A
178
Standard pole sizes
Available on demand. Minimum order quantity 5000
pieces per item.
ATW03F
centerline 14 mm / 0.551 inches
P/N ATW03F
Part numbers (P/N) (information: page 165)
Complete the part number by
adding the pole size.
Technical Data
ATW03F
Tubular screw terminal block, centerline 14 mm /
0.551 inches, 1.2 mm / 0.047 inches raised base,
horizontal wire entry
Dimensions in mm 1 mm = 0.0394 in.
V / A / AWG 300 / 50 / 20 - 8
Screw torque max. 12 lbs.-in
Screw torque max. 1.35 Nm
Wire strip length 9 mm / 0.354 in.
Pole size 1 to 12
Color Natural
Technical Data
ATW04F
Tubular screw terminal block, centerline 14 mm /
0.551 inches, 1.2 mm / 0.047 inches raised base,
horizontal wire entry, wire protector
Dimensions in mm 1 mm = 0.0394 in.
ATW04F
centerline 14 mm / 0.551 inches
P/N ATW04F
Part numbers (P/N) (information: page 165)
Complete the part number by
adding the pole size.
Standard pole sizes
Available on demand. Minimum order quantity 5000
pieces per item.
V / A / AWG 300 / 50 / 20 - 8
Screw torque max. 12 lbs.-in
Screw torque max. 1.35 Nm
Wire strip length 9 mm / 0.354 in.
Pole size 1 to 12
Color Natural
L = (PS-1)14+4 mm L = (PS-1)14+4 mm