Q3 (25 pts) 3. For the cantilever beam shown below and to the left, Determine the...
4. A T-shaped cross-sectional beam is loaded as shown in the figure. Determine the following a. Sketch the internal shear force and bending moment diagrams for the beam. b. Calculate the maximum magnitude of the bending stress. Indicate where this occurs on the cross-section and along the length of the beam. c. Calculate the transverse shearing stress at the centroid of the cross-section using the maximum magnitude of the transverse shear force. - 200 mm 8 KN 1.5 kN/m 20...
The 25 foot beam is loaded as shown below. a. (10 points) Draw the shear and bending moment diagrams for this beam. b. (15 points) What is the value of the maximum normal tensile and compressive stress in the beam? C. (10 points) What is the value of the maximum shear stress in the beam? 2 kips 3 kips w = 1 kip/ft VE VE 10 ft 5 ft 5 ft 5 ft 20 Beam Cross-Section
For the beam cross-section shown below and for an internal shear force Va150 kips and internal bending moment M 1,400 kip-in: opiem 3 3.1) Calculate the moment of inertia of the beam about the x-axis. 3.2) Calculate the maximum bending st 10 Points ress in the section. Indicate on the section where the maximum stress occurs. Points 3.3) Calculate the average shear stress over the cross-section
Question 1 1. A steel beam is loaded as shown complete the following a. Draw a neat shear force and bending moment diagrams using area moment method b. Determine the maximum bending stress, clearly indication where this occurs c. Determine the maximum shear stress clearly indication where this occurs d, Plot the bending and shear stress for the cross section at x = 5 ft. from the left hand support e. Using area moment method, determine the deflection at the...
4. A cantilever beam is loaded as shown in the figure. Using the method of sections or the integration method, draw the shear force diagram and the bending moment diagram. If the beam cross-section is a 9 inch square, find the maximum bending stress 1200 lb 800 lb/ft 9" B 9" A Beam cross-section 8 ft 8 ft
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...
2. (10 points) Consider the beam shown below: (a) draw the complete shear diagram with corresponding labels and units (b) draw the complete moment diagram with corresponding labels and units (c) find the magnitude of maximum compressive normal stress (d) find the magnitude of the maximum tensile normal stress Give the value and location for all quantities along the beam and on the cross section. NOTE: The moment of inertia is 12 = 99.75 in4 and the centroid is given....
Write the shear and moment equations for the load region and plot the shear and moment diagrams. Determine the largest Normal Stress for both Compression and Tension due to bending Sketch the stress distribution (where maximum stress occurs) on a cross-section. Be sure to label. The length of the beam is 20 feet and the load w = 300 lb/ft. 10 in 16 in Cross-Section of Beam
PROBLEM 3 (25%) For the problem shown below, the free body diagram (FBD) is superimposed showing the reactions forces (the reaction forces are given). Ax = 0; Ay = 9 kip, Cy = 33 kip 1. Draw the shear force diagram. Identify values at kink points (no equations required). 2. Draw the bending moment diagram. Identify values at kink points (no equations required). 3. Determine the value of the maximum positive moment in the beam (Mmax). 4. Compute the vertical...
PROBLEM 3 (25%) For the problem shown below, the free body diagram (FBD) is superimposed showing the reactions forces (the reaction forces are given). Ax = 0; Ay = 9 kip, Cy = 33 kip 1. Draw the shear force diagram. Identify values at kink points (no equations required). 2. Draw the bending moment diagram. Identify values at kink points (no equations required). 3. Determine the value of the maximum positive moment in the beam (Mmax). 4. Compute the vertical...