What is the power curve of the American Bosch Motor/Generator?

AI Thread Summary
The discussion focuses on the specifications and performance calculations for the American Bosch Motor/Generator in the context of designing a power-assisted bicycle. The user seeks to understand how to calculate the current generated at specific RPMs, emphasizing the need for a generic formula rather than motor-specific data. A power calculation formula is provided, which relates power to torque and angular speed. The conversation highlights the importance of torque vs. RPM graphs for understanding motor performance. Overall, the thread aims to clarify the relationship between motor specifications and electrical output for the bicycle project.
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I'm designing a power assisted bicycle for my senior project in mechanical engineering and I have a few questions about the electric side of the design. I want to attach a small motor to be driven by the rear wheel to generate electricity to recharge the battery. The specs of the motor I was looking at are as follows
American Bosch Motor/Generator
-1/3 HP
-24 volt DC
-No-load speed 7800 RPM
-No load amps 1.5
-Full load speed 5900 RPM
-Full load torque 60 oz-in
-Full load amps 15
-Motor body: 2.5" diameter x 4.5" long
-Shaft: .25” diameter x .75”
-flatted on two sides.
-Two 10-32 mounting studs on front, .7” long, on 1.94” centers.
-self-resetting bi-metal thermal protection.

Now my question is, is there a way for me to calculate what kind of current is being generated at a certain rpm? I'm hoping there is a generic formula and its not totally dependent on the motor.
 
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Manufacturers often times have a torque vs. rpm graph to describe the motor's performance. If you are looking for a power vs. rpm graph for the motor, it can be calculated using a torque vs. rpm graph.

P = \tau * \omega

P is power (Watts)
\tau is the torque (N-m)
\omega is the angular speed (rad / second)

So say a motor is developing 20 N-m of torque, and is spinning at 20 rad/s; that means it is developing 400W of power.
 
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