Elements Of Electromagnetics
7th Edition
ISBN: 9780190698614
Author: Sadiku, Matthew N. O.
Publisher: Oxford University Press
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- *4–8. Determine the moment of each of the three forces about point B. Fj = 250 N 30 F2 = 300 N 60 -2 m- -3 m- 4 4'm В 3 F3= 500 Narrow_forward4-27. Replace the three forces acting on the plate 1 wrench. Specify the magnitude of the force and co moment for the wrench and the point P(y, z) where its of action intersects the plate. Z x A FA = {-80k}lb 12 ft. Z B Prob. 4-27 FB=(-60j] lb 12 ft C Fc-40i) lbarrow_forward4-57. Determine the moment of this force F about an axis extending between A and C. Express the result as a Cartesian vector. X 4 ft 3 ft A Z 2 ft C B in Ch y F = {4i + 12j3k} lbarrow_forward
- 4-57. Determine the magnitude of the moment that the force F exerts about the y axis of the shaft. Solve the problem using a Cartesian vector approach and using a scalar approach. 250 mm 45 B 200 mm 50 mm F-16 N Prob. 4-57arrow_forward4-94. Express the moment of the couple acting on the rod in Cartesian vector form. What is the magnitude of the couple moment? -F = { 4i – 3j + 4k} kN A 1 m X – 2 m 3 m 1 m F = {- 4i + 3j – 4k} kN Prob. 4-94arrow_forwardCould you explain how the vectors are found.arrow_forward
- 3-59. Express the moment of the couple acting on the frame in Cartesian vector form. The forces are applied perpendicular to the frame. What is the magnitude of the couple moment? Take F - S0 N. 3m 30 1.5 m. -Farrow_forward4-55. Determine the moment of the force F about an axis extending between A and C. Express the result as a Cartesian vector. 4 ft 3 ft 2 ft B F = (4i + 12j - 3k) lbarrow_forwardDetermine the required magnitude of force F, if the resultant couple moment on the beam is to be zero.arrow_forward
- Gggarrow_forwardReplace the force system acting on the pipe assembly by a resultant force and couple moment at point O. Express the results in Cartesian vector form. F2 = (-10i + 25j + 20k) N F = (-201-10j + 25k} N 0.2 m 0.15 m -0.2 m- -0.2 m-arrow_forwardF4-18. Determine the moment of force F about the x, the y, and the z axes. Solve the problem using both a scalar and a vector analysis. F = 500 N 5 13 4 A 3. 3 m 2 m 2 m Prob. F4-18arrow_forward
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