use the seize-and-fix methodology to determine the degrees of freedom of the following system Fall 2021Mseieand FisI.RETURNSTROKEMseland FisOWELLCUTTINGOWELLWORKJ.All belt/pulley contact is no slip:K. All belt/pulley contact is slip:Mseize-and-FisMseie-and-Pa

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Answered: use the seize-and-fix methodology to…

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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Determine the transfer function Amplitud 08-A 0.6H 0.4 0.2 -02 -0.4 -0.6 G -0.8 0 5 10 15 20 25 30 35 40 45 50 Tiempo (seg)
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In control system R(S) denotes the input of the system. Select one: True False
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10- The laplace transform of output variable to laplace transform of input variable is called as control system. Select one: True False
An engineer is designing a transfer line. The line has 15 stations. Stations 1 through 10 should have the same reliability. Each station is expected to operate approximately 1000 cycles between failures. The last 5 stations are expected to break down about once every 600 cycles. Repair times will vary but should average about the equivalent of 12 cycles in duration. a. Find the availability of the line. b. Suppose you could add one buffer of size 20. Where would you place this buffer? Find the increase in availability
2. For the circuit below, utilize only the node-voltage method: Vb + V1 R1 3la + R4 ww Va R3 V2 V3 ww R2 R5 RE Setup the equations needed to solve for V1, V2, and V3. Please also include an expression to solve for current Iд.
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2- (Initial Value Problem in the Case of a Double Root) Solve the initial value problem y"+y+0.25y = 0, y(0) = 3.0, y' (0) = -3.5.
In control system C(S) denotes the Input of the system. Select one: True False
1. For the linkage system show, Link 1 moves along the vertical direction via a linear motor. Link 2 and 3,,dependent on the motion of Link 1, will move accordingly. Perform position analysis using Chace Mehod: Draw the loop closure vectors for the problem. (a) (b) Determine the unknowns. (c) Determine which kinematic case it is (d) Determine equations for the unknowns as function of known variables. (e) Assume link 1 is located 3 inches above the x-y coordinates, and link 2 has a length of 5 inches. Determine the numerical values of the two unknowns for this specific configuration. Link 1 X Link 2 Link 3

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