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linear servo actuator

GTH17M Linear Spindle axes

GTH17M
CGM high-precision, dust-resistant ball screw stage mechanical module. With exceptional technology assurance, worry-free precise control. Comprehensive dust-resistant design creates a clean, efficient working environment, showcasing outstanding performance.
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This series of screw mechanical modules is characterized by high precision and stability. The screw-driven modules easily meet the demands for high-precision applications, ensuring stable operation to guarantee the lifespan and assembly quality of screws and sliders. Primarily applied in automated fields such as work positioning, gripping, handling, insertion, electronic component assembly, and positioning of circuit boards and wafer boxes. Widely utilized by diverse industries in the automation sector. For specific details, please refer to the description below.
specification
CapabilityRepeatability(mm)±0.01
Screw Lead(mm)5102032
Maximum Speed(mm/s)2004008001280
Maximum PayloadHorizontal(mm)120955035
Vertical(mm)40251512
Rated Thrust(mm)25631281640400
Stroke Pitch(mm)800-2200mm   50mm pitch
PartsAc servo Motor output (W)750
Ball screw diameter φ(mm)C7 φ16
High Rigidity Linear Guide(mm)20x15.5
Coupling(mm)12x14
Home sensorOutsideOmoron EE-sx672(NPN)
 
Allowable Overhang (N.M)
Horizontal InstallationABC
lead 570kg2092162208
90kg1555117149
120kg108078100
lead 1060kg1107172208
75kg848130156
95kg63794114
lead 2020kg1498491520
30kg973313334
50kg550172182
lead 3210kg1311692625
20kg633326195
35kg339169156
 
 
Allowable Overhang (N.M)
Wall InstallationABC
lead 575kg1901481191
95kg1401081450
120kg100781080
lead 1060kg1881561008
80kg144119788
95kg11494637
lead 2025kg4083821180
35kg280262825
50kg182172550
lead 3215kg408449860
25kg320252495
35kg156169339
 
Allowable Overhang (N.M)
Vertical InstallationAC
lead 515kg940970
22kg640640
40kg350350
lead 1010kg12481248
14kg894894
25kg499499
lead 207kg14171417
10kg993993
15kg660660
lead 325kg12551255
8kg785785
12kg525525
 
Static Loading Moment:    MY=552(N.M);MP=552(N.M); MR=638(N.M).