Question

Assume that a motor has known friction and windage losses described by the equation $T_{\mathrm{FW}}=b \omega$. Sketch the $T-\omega$ characteristic of the motor if the load torque $T_L$ is constant, and the $T_L-\omega$ characteristic if the motor torque is constant. Assume that $T_{\mathrm{FW}}$ at full speed is equal to 30 percent of the load torque.

   Assume that a motor has known friction and windage losses described by the equation $T_{\mathrm{FW}}=b \omega$. Sketch the $T-\omega$ characteristic of the motor if the load torque $T_L$ is constant, and the $T_L-\omega$ characteristic if the motor torque is constant. Assume that $T_{\mathrm{FW}}$ at full speed is equal to 30 percent of the load torque.
 
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Principles and Applications of Electrical Engineering
Principles and Applications of Electrical Engineering
Giorgio Rizzoni,… 7th Edition
Chapter 15, Problem 19 ↓
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Assume that a motor has known friction and windage losses described by the equation $T_{\mathrm{FW}}=b \omega$. Sketch the $T-\omega$ characteristic of the motor if the load torque $T_L$ is constant, and the $T_L-\omega$ characteristic if the motor torque is constant. Assume that $T_{\mathrm{FW}}$ at full speed is equal to 30 percent of the load torque.
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Electrical Engineering: Principles and Applications


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00:01 In this problem we have given tor character strict so i can draw the graph something like this here it is 200 omega m and here it is t in nm 20 now i can write the value of p out which is equal to 0 .75 hp which is equal to 0 .75 multiplication 746 which is equal to 559 0 .5 w now p out by wm is equal to kwm square so k is equal to 559 .5 by 1000 multiplication to pi by 60 whole cube so on solving it further i get the value of k as 487.
01:03 0 .2 multiplication 10 to the power minus 6.
01:07 Now i will use the formula...
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