Elements Of Electromagnetics
7th Edition
ISBN: 9780190698614
Author: Sadiku, Matthew N. O.
Publisher: Oxford University Press
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Calculate the Degree of Freedom (DOF) of the following
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- 6. The electro-mechanical system shown below consists of an electric motor with input voltage V which drives inertia I in the mechanical system (see torque T). Find the governing differential equations of motion for this electro-mechanical system in terms of the input voltage to the motor and output displacement y. Electrical System puthiy C V V₁ R bac (0) T bac T Motor - Motor Input Voltage - Motor Back EMF = Kbac ( - Motor Angular Velocity - Motor Output Torque = K₂ i Kbacs K₁ - Motor Constants Mechanical System M T Frictionless Supportarrow_forwardPlease illustrate the graphs K = 2 N/m m = 1/2 kgarrow_forwardll b) Obtain the mathematical model of the system shown in Figure Q2b using Newton's second law of motion, F=ma. k₁ w 3- 777777 C1 7771 k₂ D 7777 Figure: Q2b Page 2 of 7 A C2 1112arrow_forward
- Hi I was wondering I could get help with parts c and earrow_forward8.) The linkage below: link I is ground, AB is link 2 BC is link 3, slider is link 4. IC 34 is @ what point? E B •IF Aarrow_forwardSketch the kinematic diagram and calculate the mobility of all the linkages (Degrees of Freedom). Are there any assumptions if any.arrow_forward
- The figure shows a closed-loop mechanism in which link AB of length 1m rotates about a fixed point at A. A second link BC, of length 3m, is pivoted to AB at B; the other end C is constrained to move in a fixed slot which in angled at 45 degrees to the horizontal. At the instance shown, AB is at 60 degrees to the horizontal, and rotating anticlockwise at 5 rad/s. At this instance, in what direction is the link BC rotating? You may wish to sketch a rough velocity vector diagram for this closed loop mechanism to assist you. WAB = 5 rad/s O O O O O Don't Know Anticlockwise B Rotating out-of-plane No rotation Clockwise 60⁰ BL 45⁰arrow_forwardParts A and Barrow_forward
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