Can someone show e how to solve this please
Can someone show e how to solve this please 2. Given the beam in the figure,...
2. For the beam loaded as shown in the figure, find the following The beam is made of steel, has a rectangular cross section with a width of 2 in. and a height of 2 in. a. b. c. The reactions on the beam. The shear and moment diagrams. The deflection of the beam at the end of the overhang 20 in 15 in 10 in 500 lb 100 lb/in
This problem consists of six questions. The aluminum (E = 10,000,000 psi) cantilever beam shown below is fixed at A and free at D. The beam subjected to a concentrated moment at D and a point load at C. 1.5" 100 lb 1500 lb-in 3.5" 30 in 42 in 50 in 22 in 0.5" 72 in Cross-section 1-5.36 in In the questions below, maximum means maximum in magnitude. Include the negative sign to indicated compression. Question 1 10 pts Determine...
A composite beam of steel and wood is loaded as shown. The dimensions of the wood block are 4.00 in by 16.0 inches, with steel plates that are 4.00 in wide and 0.75 in thick. The load varies along the beam as, w(x) 100 5x2 where x-0 at the wall, x is in feet, and the load is in kip/ft. The length of the beam is 15 feet. Assume all within elastic limit. Determine The reactions at the wall a....
A composite beam of steel and wood is loaded as shown. The dimensions of the wood block are 4.00 in by 16.0 inches, with steel plates that are 4.00 in wide and 0.75 in thick. The load varies along the beam as, w(x) 100 5x2 where x-0 at the wall, x is in feet, and the load is in kip/ft. The length of the beam is 15 feet. Assume all within elastic limit. Determine The reactions at the wall a....
Problem. 1 Consider the simply supported beam in Fig. 1. We assume all loads as static (.e. does not change with time). The load density of the applied lond is represented by Eq 1, where (RMR) are reaction force and moment respectively at the support. W(I) = R<=>? +MR <= >-2-5<=> +5<:-> <!-4 -F<=-77-1 (1) Fig. 1: Problem. 1 1. Find the reactions at the support (1.6. (RM)) as a function of F (..R(F) and Mr(F)) 2. Find the deflection...
2OMNI'm 12 Om >x Given a rectangular cantilever steel beam with height h = 250 cm and width b = 60 cm subjected to the triangularly distributed load shown: a. Sketch the beam shear and moment resultant loads as a function of x between 0 and L. b. Find the resultant loads (M, and V) at sections A and D. c. Determine the ratio of maximum transverse shear stress to maximum bending stress at both A and D. d. Calculate...
A simply supported 2 x 4 beam spans 10 feet. It is designed to handle two equal concentrated loads of 200 lbs. The loads occur at 30" from each end. The beam is made of Douglas Fir (Young's Modulus 1.95 x 105 PSI). Assume that the beam is oriented in the proper direction to minimize stress. Don't forget to use actual dimensions instead of nominal dimensions. 2. a. b. c. d. e. Calculate the maximum shear force. Calculate the maximum...
Beam is steel with E= 29007547 psi. Dimensions of the beam are 7/8 inches wide x 3/16 inches thick x 5.5 inches long. Find the maximum deflection (which occurs at L/2) and draw the shear force and bending moment diagrams. Answer should be 0.0068685 in, but dont know how to get there. 100 lof 1001of 7.5im 2.5in
a. Draw a free-body diagram for the beam shown above and derive expressions for the support reactions at A and B b. Draw internal force (shear and bending moment) diagrams. c. If a = 10 ft and M0 = 200 ft-lb, use the dimensions of the beam cross-section, provided on the previous page, to compute the maximum flexural and shear stresses on the beam cross-section. d. If the allowable bending stress is 925 psi and the allowable shear stress is...
DE = 29 Question 4: Indeterminate Beam Design and Deflection A 2014-T6 aluminium cantilever beam is rigidly fixed to a wall and supported at the free end with a roller support, shown below. The beam is loaded with a distributed load, W, of 10kN/m and a point load, P of 55kN. Both the distributed load and the point load act in the direction shown in the image below. Note, the parameter DE is related to your student number as described...