OPTIBELT BLUE POWER
High-performance wedge belts with aramid cord
Profile
SPB, SPC and 8V/25N
Dimensions
1,500 to 9,000 mm
The new, wrapped high-performance wedge belt optibelt BLUE POWER has a high-strength aramid cord and as an individual belt, as a set or as a Kraftband is particularly suited for large, heavily loaded drives.
The capacity of an optibelt BLUE POWER wedge belt is about twice that of a wedge belt with standard technical design. This corresponds to additional performance of up to 100%.
Advantages
- New dimensioning: most compact design with minimum cost possible, compared to drives with conventional wedge belts
- Problem solver: multiple lifetime and reduced demand for maintenance respectively, when applied in existing overloaded installations
- Powerful increase of performance by approx. 100% compared to an OPTIBELT standard wedge belt
- Suitable for extremely loaded drives
- Temperature resistance up to 100 °C and increased resistance to chemical influences
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)
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ассортимент_eng
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antistatic_eng