![](data:image/jpeg;base64,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)
SSPTP roller chain coupling is a flexible coupling of amazingly simple construction. It consists of a combination of one coupling chain and a pair of coupling sprockets. Roller Chain Couplings are commonly used in slow speed, high torque applications. Roller Chain Couplings are used to connect two shafts, a reducer, or a motor directly to a machine for efficient power transmissions. The use of optimum quality materials in the manufacturing of the Flexible Roller Chain Coupling are of optimum quality that ensures notable features like high durability, strength and resistivity to adverse conditions.
![](http://bizporto.com/files/ssptp/New_Image_copy.jpg)
![](http://bizporto.com/files/ssptp/Horse_Power_Rating_Table.jpg)