cylinder E weighs 2kN we want to determine the voltages in the BC and BD cables...
cylinder E weighs 2kN we want to determine the voltages in the BC and BD cables and the force in the strout AB for equilibrium Determine and write the equilibrium equations stairs necessary for this. It does not have to solve for the unknown. Equilibrium equations must be in their final form. ready to be resolved (-3,0.4) m ce (5,0, 5) m B 1,4.3) m E
Q.1. A plane truss is loaded and while solving for internal forces in truss members we are able to formulate the ten equations given below: Ax +AD0; Ay +AB074+ BC+H(3/5) BD 0 BC +(3/5) CE-0 CD + (4/5) BD -0; Ax, Ay and Ey are support reactions, while the letters BC, CD etc. represent the internal forces in corresponding truss members. Solve for all unknown forces using -AB- (4/5) BD-0 -AD+DE-(3/5) BD-0 Ey + (4/5) CE-0 -24 CD-(4/5) CE -0...
Determine the components of reaction at the ball-and-socket joint A and the tension at cables BC and BD necessary for equilibrium Show Free body diagrams and all calculations for full credit. 3 m150 N/m 2 m 75 N/m 4 m 400 N
Problem 1 Equilibrium of a Body in 3D (25pts) Determine the components of reaction at the ball-and-socket joint A and the tension at cables BC and BD necessary for equilibrium. Show Free body diagrams and all calculations for full credit. | 3 m ce 2 m 3 m BL X- 5 m (3 m Ē = 100î – 200Â N 400 N
6. (5 points) The rigid har ABC is suspended from three steel wires as shown Cables AB 200 and have a cross sectional area of wood and an elastic modulus of elasticity E GP Draw the free-body-diagram and write the corresponding equations of equilibrium and the compatibility equation necessary if needed to solve this problem. AFTER WRITING THESE EQUATIONS, YOU DO NOT HAVE TO SOLVE FOR THE UNKNOWNS. B RIGID BAR k 0.8 m 0.25 m 0.25 m 80 KN
Solve ay four ME 246 Q.i A container of weight W - 1165 N is supported by threecables 530 mm as shown. Determine the tension in each cable. 600 mm The uniforma steel boom in Fit 22a weighs soo ib. It is supported by two cabks CE uai CD. and a ball-and socket joint at A. The cable supporting the 1000-6 dasses over a small pulley at B. Find the tension in cable CE and in cable 1 4 rt...
t Three-dimensional Force Systems 5 of 5 Learning Goal and the equations can be solved for the unknown values To use the conditions of equilibrium to solve for unknown forces in a three-dimensional force system. Term 1: Significant Figures Feedback: Your answer 7.00 lb was either rounded differently or used a different number of significant figures than required for this part. For particle equilibrium, the sum of all forces must be zero If the forces are resolved into their i,...
3- (SKMMIH3/SME2113) from plastic having modulus of elasticity, E-4.0GPa a) Bar ABCD shown in Figure Q3a is made The bar consists of three segments, AB, BC, and CD. Segment AB is hollow and segments BC and CD are solids If the shortening (contraction) of bar ABCD is limited to 4.0 mm, determine the maximum allowable force P to be applied at C. (8 marks) 90 mm ΟΙ 00 mm 1080 min PL 500 mm 250 mm 250 mm Figure Q3a...
please answer #1 answers are in photo below questions. please solve 1. (20 pts.) The truss structure shown has 3 members: BD, CD and BC. The value of EA (where E-Young's modulus and A-cross-sectional area) for each of the members is 200 x 103 [kN]. (1) Determine the support reactions at B andCt (2) Determine the vertical displacement of the joint D, "D, (3) Determine the horizontal displacement of the joint D, uph. 0 30° 10 kN 2.13mm 2. (20...
please help solve for what is asked in orobkems A-H and the free body diagrams as well. Will upvote if correct A B C D E F G H B 4 m 6 m 3 m 12 m 2 m F=80 N Determine the projected component of the force acting along the axis AB of the pipe. 60° A The 30kg pipe is supported at A by a system of five cords. Determine the force in each cord for equilibrium....