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Bonus Problem: (20 points) The composite beam is made of A-36 steel (A) bonded to C83400 red brass (B) and has the cross section shown. The temperature of the A-36 steel part (part A) is increased by 20 °C at the same time an external moment M=50 kN m is applied to the entire composite beam. Assume the temperature of C83400 red brass (B) doesn't change. Determine: (1) The location of neutral axis...
Review Part A The 60-mm-diameter shaft is made of 6061-T6 aluminum. (Figure 1) If the allowable shear stress is Tallow = 80 MPa, and the angle of twist of disk A relative to disk C is limited so that it does not exceed 0.035 rad, determine the maximum allowable torque T Figure Express your answer to three significant figures and include the appropriate nits. 1 of 1 1.20 m A ? B 1.20 m Value T Units Request Answer Submit...
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Segment A of the composite beam is made from 2014-T6 aluminum alloy and segment B is A-36 steel The allowable bending stress for the aluminum and steel are (ơallow)al-15 ksi and (Ơallow),-22 ksi. Suppose that L-14.7 ft. (Figure 1) Part A Determine the maximum allowable intensity w of the uniform distributed load. Express your answer using three significant figures Figure 1 of 1 1.067 kip/ft Submit Incorrect; Try Again; 5 attempts remaining 3 in...
DQuestion 17 5 pts The cross section of a composite beam made of aluminum and steel is shown in the figure. The moduli of elasticity are Ea 75 GPa and Es 200 GPa. Under the action of a bending moment that produces a maximum stress of 50 MPa in the aluminum, what is the maximum stress in the steel (MPa)? 30 mm 40 mm Aluminunm Steel 80 mm 0
Figure 2a shows a composite beam made by placing three
steel plates inside a wooden
section.
(a) Determine the maximum bending stress developed in the wooden
section and steel plate
if the beam is subjected to allowable bending moment, M of 20 kN.m.
Given that the
Modulus of Elasticity of wood is 13.1 GPa and steel is 200
GPa.
[14 Marks]
Figure 2a: Composite beam
(b) Figure 2b shows another beam without steel plates. Suggest the
maximum bending
stress for...
Segment B of the composite beam is made from aluminum (Es=70 GPa) and segment A is steel (Ext=210 GPa). The allowable bending stress (tensile/compressive) for aluminum and steel are allow)al=100Mpa and (allow)se=150MPa. Determine the maximum allowable intensity (w) of the uniformly distributed load. (Hint: NA is located at 150 mm from top edge. Show that I=850*10 mm. for aluminum equivalent). 100 mm W steel 100 mm 4.0 m 300 mm aluminum B
The 60-mm-diameter shaft is made of 6061-T6 aluminum having an allowable shear stress of Tllow -78 MPa (Figure 1) Part A Determine the maximum allowable torque T Express your answer to three significant figures and include the appropriate units. aue Units Submit Ans incorrect: Try Again: 5 attempts remaining Part B Find the corresponding angle of twist of disk A relative to disk C Express your answer using three significant figures. igure < 1of1 > uest Ans 1.20 m 1.20...
n Review The beam is made of material having an allowable tensile and compressive stress of (allow)t = 125 MPa and allow)c = 126 MPa, respectively. (Figure 1) Part A Determine the maximum allowable internal moment Mthat can be applied to the beam. Express your answer to three significant figures and include the appropriate units. Figure (< 1 of 1 > OCH Å Value O O ? Units 300 mm Mmax = 30 mm Submit Request Answer 30 mm 150...
The low strength concrete floor slab is integrated with a wide- flange A-36 steel beam using shear studs (not shown) to form the composite beam. (Figure 1) Part A If the allowable bending stress for the concrete is (Gallow)con = 10 MPa and allowable bending stress for steel is allow)st = 165 MPa, determine the maximum allowable internal moment M that can be applied to the beam. Express your answer with the appropriate units. Figure 1 of 1 H HÅ...
The built-up beam is made of steel as shown in Figure 1. Knowing that modulus of elasticity for the steel is E = 200 GPa 150 mm 20 mm 150 mm 150 mm 10 mm M '10 mm 300 mm А Figure 1 (1) If the allowable tensile and compressive stress for the beam are allow tension = 140 MPa and o = 210 MPa. allow compression respectively, determine the maximum allowable internal moment M that can be applied Determine...