OPTIBELT RED POWER 3 S=C Plus
High performance V-belts
Profile
SPZ, SPA, SPB, SPC, 3V/9N, 5V/15N, 8V/25N
Dimensions
1,200 to 12,700 mm
The next generation of RED POWER 3 V-belts and kraftbands produces results that are really worth talking about: up to 50 % more performance while at the same time cutting costs by up to 35 %.
Optimized production processes and consistent improvement of raw materials have led to these excellent results.
Advantages
- S=C plus Set Constant, can be use in sets without further measurement
- up to 50 % higher power ratings
- Maintenance-free; optimum tension throughout service life
- Homogeneous, coordinated integration: belt – flank – V-grooved pulleys
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)
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antistatic_eng
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ассортимент_eng
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ассортимент_eng