The distributed load on the T-section beam in the figure is w = 100 kN/m. The tensile stress that this beam can bear is 90 MPa and the compressive stress it can bear is 300 MPa. Find the bending moment M that the section can bear and interpret whether the section is safe or not? 200 mm | 20 mm Ti | 200 mm 1.5 m m 20 mm

Find the reactions of the structure and draw the shear and moment diagrams for the beam (Use the Force Method).

A simply supported beam with a length of 4m is loaded with a uniform distributed load (w). The beam has a rectangular hollow section with the following dimensions: Outer Base = 150 mm OuterDepth 200 mm Inner Base = 100 mm Depth = 150 mm Inner Determine the maximum uniformly distributed load which can be applied over the entire length of the beam if the bending stress is limited to 8 Mpa. Please answer with solution and fbd. Thank you.

Draw the shear force and bending moment diagrams for 2 kip the beam under the external loadings shown in the figure. 200 lb/t Note use the graphical method; show all the critical tuming points of each curve, along with the calculation steps used in determining the critical points. 9

Draw shear force and bending moment diagrams. Indicate sign and peak values of internal forces. Use method of sections showing cuts and equations

In figure 1, a curved beam has a solid circular cross-section of 0.10 m in diameter. If a maximum tensile and compressive stress in the member are not to exceed 150 MPa and 200 MPa, respectively, determine the value of the load P that can safely be carried by the member. 1 D = 0.10 m 2 0.15 m 0.05 m R=0.10 m P