Q.5) A cylinder is supported by spring AD andcables AB and AC as shown. The spring has an atrest length (unstretched length) of 4 meters. If themaximum allowable tension in cables AB and ACis 200 N, determine(a) the largest mass (kg) of cylinder E the systemcan support,(b) the necessary spring constant (stiffness) tomaintain equilibrium, and(b) the tension (magnitude) in each cable whensupporting the maximum load found in part (a).B4 m3 mAE1 m3 mD5 m

Answered: Q.5) A cylinder is supported by spring…

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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Q3: For the equilibrium position shown 4 ft 4 ft in fig. (2), 0 = 43°. Find the mass (m) of the lamp fixture suspended from the two springs, if each spring has an unstretched wwww k= 5 lb/ (before the equilibrium) length of 4 ft and k- 5 lb/t stiffness of k = 5 Ib/ft. (lamp fixture) W of lamp fixture Fig. (2)
Catenary Cable: (Different Level of Support)
the 800-lb force is applied to the pin at e. determine the magnitude of the force exerted by pin e on member bde. neglect the weight of the structure
Find the smallest value of P for which the 400-lb crate in the figure below will be in equilibrium in the position shown. 3. B.
:)A 1200 N uniform boom at o = 65.0 degrees to the horizontal is supported by a cable at an angle 0 = 25.0 degrees to the horizontal. The boom is pivoted at the bottom, and an object of weight m = 2.00E3 N hangs from its top. Find (a) the tension in the support cable and (b) the components of the force exerted by the floor on the boom (through the hinge).
A crate with a mass of 400 kg is held in equilibrium by three ropes attached to a steel ring. B d2 m Variable Value d₁ 2.5 m d₂ 5 m d3 3.5 m d4 3 m d5 2.5 m C da ds Values for the figure are given in the following table. Note the figure may not be to scale. a. Determine the magnitude of the force/tension in cord A, TA. b. Determine the magnitude of the force/tension in cord B, TB. c. Determine the magnitude of the force/tension in cord C, Tc. Round your final answers to 3 significant digits/figures. The magnitude of the force/tension in cord A is N The magnitude of the force/tension in cord B is N The magnitude of the force/tension in cord C is N
a) Draw a free body diagram of bar CBD. b) Determine the spring force, the tension in cable AB, and the support reaction(s) at D.
Calculate the force acting on each rod in the attached picture
Two weights, A and C, are fixed to a bar, B. Their masses are: A = 60 kg, B = 230 kg,C = 45 kg. B is, in turn, connected to a fixed vertical post by a hinge and a support cableD. The geometry of the system is shown at right. Treat weights A and C as point masses a)What is the tension in support cable D? Be sure to include a detailed freebody diagram to accompany your analysis.b) What is the magnitude of the force provided by the hinge?c) What is the moment of inertia of the A + B + C as a rigid system, for rotationabout the hinge? For analysis, break the beam into a short piece to the left of thehinge, and a separate longer piece to the right of the hinge. If the support cable D on should break,d) what is the angular acceleration of the beam and weights at the moment the cable breaks?e) what is the magnitude of the linear acceleration experienced by each of the weights, A and C, at moment the cable breaks?
4. The mobile shown in the figure below hangs at equilibrium. It consists of objects held by vertical strings. Object 3 weighs 1.40 N, while each of the identical uniform horizontal bars wieghs 0.50 N. Find (a) the weights of objects 1 and 2, and (b) the tension in the upper string. ononoo mi nddliops q uode dsi upiol 1ol no COF nia)(M bns H boz/3 L3 boriupor L/2 L/2 noe1og 0008 adgis 1eris 2 d bns Inol noowiod eib pob so1ot dbum woltalosano
Example -2: Determine the tension in cables BA and BC necessary to support the 60-kg cylinder. w=mg TA Tc 45° fy co THD 60 (9.81) N TBD = 60 (9.81) N 60 (9.81) N (b)
T Nine identical point masses (each mass = m) 2.: are connected by very stiff wires as shown. A frictionless pivot is placed through point mass 1. An upward tension is applied at the top righthand corner. You may neglect the mass of the connecting wires and the radii of the point masses. down a. Determine the tension required to keep this arraignment in static equilibrium. Express your answer in terms of mand g. b. The tension is suddenly removed. Determine the magnitude of the tangential acceleration for the center of mass of the system right when the tension is removed. Express your answer in terms of g. of this ob dwhen nt7 Write youur enswer torms of g and d C. Determine the force exerted by the pivot right when the tension is removed. Express your answer in terms of m and g.

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