Unit confusion; RPM and Strokes per minute.

AI Thread Summary
Angular velocity can be calculated from strokes per minute (SPM), but it requires understanding the mechanism that converts the motor's rotational motion into the reciprocating motion of the saw blade. In a reciprocating saw, RPM (revolutions per minute) and SPM (strokes per minute) are not necessarily the same due to potential gearing ratios involved in the conversion process. The user is analyzing a specific model and acknowledges a lack of knowledge about the gearing ratios. Understanding the saw's mechanism is crucial for accurately determining the relationship between RPM and SPM. Clarifying these details will help in calculating angular velocity effectively.
TheRB4891
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I know power = Torque x angular velocity (rad/s) AND
I am wondering if angular velocity can be calculated through strokes per minute?

The product is a reciprocating saw (not orbital).

In this case are RPM's the same as SPM'S?

Thanks
 
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TheRB4891 said:
I know power = Torque x angular velocity (rad/s) AND
I am wondering if angular velocity can be calculated through strokes per minute?

The product is a reciprocating saw (not orbital).

In this case are RPM's the same as SPM'S?

Thanks

Welcome to the PF.

Do you know what the mechanism looks like to convert the spinning motor shaft into the reciprocating motion of the saw blade? Is there any gearing involved?
 
I must plead "noob" on this subject if I'm honest, i mean yes there is gearing but i don't have the ratio's, this is the exploded view of the saw i am analysing.

http://www.makitauk.com/shop/parts/partdrawings.asp?groupid=2125&model=BJR181RFE3&fromItemInfo=1
 

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