Elements Of Electromagnetics
7th Edition
ISBN: 9780190698614
Author: Sadiku, Matthew N. O.
Publisher: Oxford University Press
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- Four sets of flexible cables, spaced at 120° intervals, are used to stabilize a 400-ft communications tower. The tower and one cable from each set is shown in Fig. The weight of each tower is 40 lb/ft, and the communica- tions equipment at the top weighs 2000 lb. Determine the axial forces transmitted by transverse cross sections at points A, B, C, and D of the tower. 50 ft 30 1500 lb 100 ft B 40° 1250 lb 100 ft 50° 1000 lb 100 ft 50 ft 60 750 Ibarrow_forwardJoint O of a space frame is supported by spring OA and is subjected to three member forces. Member 1 lies in the x-z plane while member 2 lies in the x-y plane. If the magnitude of the force in member 1 is 200N, which of the following best approximates the magnitude of the force exerted by member 3, F3 on joint O? Show free body diagram.arrow_forwardIf the tension in cable DE is 455 N, determine the moments of this tensile force (as it acts at point D) about point O and about line OF. EQ 2.3 m Answers: BC=CD = 2.2 m MOF= 3.0 m Moi -1203.39 i 2.3 m 3.1 m 1.3 m i+ i N.m 1.7 m 39° j+ i k) N-marrow_forward
- 1. Determine the tension developed in AB, AC, and AD.arrow_forwardThe two flexable cables A and N are 220-lb, When a particle is in equilibrium under the action of forces, Fx=0 and Fy = 0. To solve for the unknown forces, resolve each force into the x and y components and set each equal to zero. Then solve the simultaneous equations to find the unknown F’s. determine the tension in each cable.arrow_forwardDetermine the magnitudes of the components of the force FAB acting parallel to cable AC-type the parallel component below. T C Eft X 8 ft N- 8ft Gf+ F=20% Ø 3 3f+ luft Yarrow_forward
- What are the forces in the two members CB and CD?arrow_forwardDetermine the magnitude and direction of the resultant for system of forces shown in the figure. Take F1 = 99.6 N, F2 = 43.7 N, F3 = 84.2 N, F4 = 66.0 N, F5 = 88.6 N, α = 29.8°, β = 50.2°, and γ = 55.1°. Sum of all horizontal force components, ΣH (N) = Sum of all Vertical force components, ΣV (N) = The resultant force, R (N) = The direction of the resultant force, θ (Degree) =arrow_forward(3.3) A 120N weight hangs off point C. The structure is in equilibrium. Determine the tension in the cable CD and in the ropes AC and BC.arrow_forward
- Q.3) The cable shown below is supported by two pins at A and B. The maximum cable tension due to the applied forces is 1000 lb. Determine the tensions in all four segments of the cable and the sags of the load points P1, P2, and P3. В 5 ft- 3 ft А. 2 ft 4 ft 6 ft P3 P1 y V P2 300 lb 100 lb 200 lbarrow_forwardFind the force in member AB of the truss and indicate whether it is in Tension or Compression, given: F = 35 lbs, θ = 46 °arrow_forwardThe press shown is used to emboss a small seal at E. Determine the required force P that will produce a vertical force of 500 N on the seal. ☺ = 30° 400 mm 200 mm 20° 60°arrow_forward
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