Elements Of Electromagnetics
7th Edition
ISBN: 9780190698614
Author: Sadiku, Matthew N. O.
Publisher: Oxford University Press
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- also find ax and ay The rod is supported by smooth journal bearings at A.B. and C and is subjected to the two forces Fi= 400 N and F 520 N (Egure 1) Figure 0.6m 0.6m 0.6m 0.4m 1 of 1 Part A Determine the 2 and y components of reaction at Cusing scalar notation Express your answers in newtons to three significant figures separated by a comma View Available Hint(s) [95] ΑΣΦ. 11 | vec C.C. Submit Part B ? B. B N Determine the az and a components of reaction at B using scalar notation Express your answers in newtons to three significant figures separated by a comma View Available Hint(s) ΑΣΦ | 19 | voc) Narrow_forward3. Determine the displacements at all nodes for the plane truss shown (Hint: you do not need to develop the stiffness matrix for the entire system!) 10 ft. 2 m 2 KN 10 ft. 2m A₁ = 0.5 in.² 10 ft. A₂ = 1.0 in 2 2 kN 2m 4. Develop the global system of equations needed to solve for the displacements of the truss system below using the minimum number of equations possible. Use E = 100 GPa and A = 1.0 x 10-³ m² for all members. Apply the appropriate boundary conditions to your system of equations. You do not need to solve the system. 500 mm 16 kips A3 = 1.5 in.2 All members: E 29 x 106 lb/in.²arrow_forwardcalculate the reaction forcesarrow_forward
- Please assist me in drawing the free body diagram. I'm not sure what happened at C for member ABC.arrow_forwardA woman is holding a 3.7-kg sphere in her hand with the entire arm held horizontally as shown in the figure. A tensile force in the deltoid muscle prevents the arm from rotating about the shoulder joint O; this force acts at the 21° angle shown. Determine the x- component of the force reaction at the shoulder joint O. The mass of the upper arm is my = 1.9 kg, the mass of the lower arm is m₁ = 1.1 kg, and the mass of the hand is my = 0.4 kg; all the corresponding weights act at the locations shown in the figure. Calculate your answer with one decimal figure accuracy. g = 9.81 m/s². Deltoid muscle FD 21° 125 mm 130 mm WU 412 mm- y 1 I L- 635 mm YW₂ Ws WHarrow_forwardA two degrees of freedom mass spring system is fixed at one end, where independent masses can move only in the vertical direction. Considering the system as finite elements, determine the vertical displacement for each mass. Also draw the free body diagram of this system. Use 'X' KN/m as the stiffness value for all the springs and 'Y' Kg as the value for all masses. Where, 'X'= (63) 'Y'= (93)arrow_forward
- 4. A bead of mass 0.1kg is bound to a linear track which connects the points (1,2,3) and (-1,2,4). The bead moves in response to a force field F = (xy²z, x,z²). Find the work done by the force field in moving the particle using .t₁ dr dt WD = - to F dtarrow_forwardThe rod is supported by a ball and socket joint A and cables BD and CD. Suppose that w=900 N/m. Determine the components of reaction at the ball and socket joint A using scalar notation. Determine the tenstion in the supporting cable DB. Determine the tension in the supporting cable DC.arrow_forwardA moment M is slowly increased as it is applied to the disk shown in Fig. tential energy of the system with respect to a reference at e = 0° as the disk is rotated to the position 0 = 45°. The spring (k = 10 lb/in.) is unstretched at e = 0°. Determine the change in po- W = 50lb 16 in. M 8 in. www Aarrow_forward
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