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47
Stepping motor
2-phase STEPPING SYSTEMS
Specifications
●103H8221-62 □□ ● 103H8222-63 □□ ● 103H8223-63 □□
2-phasesteppingmotor
86mm cir.
(3.39inch cir.)
103H822 □
CE marking
1.8°/step
0.1 1 10 100
1000 2000 3000 5000100
Pulse rate(kpulse/s)
Number of rotations(min
-1
)
Torque(kgf・cm)
Torque(oz・in)
Torque(N・m)
Pull-out torque at J
L1
Starting torque
at J
L2
700
0
600
500
400
300
200
100
10
20
30
40
50
0
1.0
2.0
3.0
4.0
5.0
0
0.1 1 10 100
1000 2000 3000 5000100
Pulse rate(kpulse/s)
Numberofrotations(min
-1
)
Torque(kgf・cm)
Torque(oz・in)
Torque(N・m)
Pull-out torque at J
L1
Starting torque
at J
L2
700
0
600
500
400
300
200
100
10
20
30
40
50
0
1.0
2.0
3.0
4.0
5.0
0
0.1 1 10 100
1000 2000 3000 5000100
Pulse rate(kpulse/s)
Number of rotations(min
-1
)
Starting torque
at J
L2
Pull-out torque at J
L1
140 0
0
120 0
1000
800
600
400
200
100
80
60
40
20
0 0
2
4
6
8
10
Torque(kgf・cm)
Torque(oz・in)
Torque(N・m)
Bipolar winding
Model Holding torque at 2-phase
energization Rated current Wiring resistance Winding inductance Rotor inertia Mass(Weight)
Single shaft Double shafts [N・m
(oz・in)MIN.] A/phase Ω
/phase mH/phase [×10 -4kg
・m2
(oz
・in2)
][kg
(Ibs)
]
103H8221-6240 -6210 2.74(388.0)60.3 1.65 1.45(7.93)1.5(3.31)
103H8222-6340 -6310 5.09(720.8)60.35 2.7 2.9(15.86)2.5(5.51)
103H8223-6340 -6310 7.44(1053.6)60.45 3.4 4.4(24.06)3.5(7.72)
Constant current circuit
Source voltage : AC100V
・
operatingcurrent:6A/phase,
2-phase energization
(
full-step
)
J
L1
=
[
7.4x10
-4
kg
・
m
2
(
40.46 oz
・
in
2
)
use the rubber coupling
]
J
L2
=
[
7.4x10
-4
kg
・
m
2
(
40.46 oz
・
in
2
)
use the direct coupling
]
Constant current circuit
Source voltage : AC100V
・
operating current : 6A/phase,
2-phase energization
(
full-step
)
J
L1
=
[
15.3x10
-4
kg
・
m
2
(
83.65 oz
・
in
2
)
use the rubber coupling
]
J
L2
=
[
15.3x10
-4
kg
・
m
2
(
83.65 oz
・
in
2
)
use the direct coupling
]
Constant current circuit
Source voltage : AC100V
・
operatingcurrent:6A/phase,
2-phase energization
(
full-step
)
J
L1
=
[
43x10
-4
kg
・
m
2
(
235.10 oz
・
in
2
)
use the rubber coupling
]
J
L2
=
[
43x10
-4
kg
・
m
2
(
235.10 oz
・
in
2
)
use the direct coupling
]
■Pulse rate-torque characteristics
Thedatearemeasuredunderthedriveconditionofourcompany.Thedrivetorquemayverydepending on the accuracy of customer-side equipment.