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Question (a) A composite shaft consists of a 5.5 m long bronze (G40 GPa) piece that...
P6.041 A solid 66-mm-diameter cold-rolled brass G = 40.8 GPa) shaft that is 1.22 m long...
P6.041 A solid 66-mm-diameter cold-rolled brass G = 40.8 GPa) shaft that is 1.22 m long extends through and is completely bonded to a hollow aluminum LG = 27.5 GPa) tube. Aluminum tube (1) has an outside diameter of 89 mm, an inside diameter of 66 mm, and a length of 0.64 m. Both the brass shaft and the aluminum tube are securely attached to the wall support at A. Assume L1=L2 = 0.64 m, L3= 0.58 m, To =...
A solid 70-mm-diameter cold-rolled brass [G = 38.4 GPa] shaft that is 1.13 m long extends...
A solid 70-mm-diameter
cold-rolled brass [G = 38.4 GPa] shaft that is 1.13 m long extends
through and is completely bonded to a hollow aluminum [G = 25.6
GPa] tube. Aluminum tube (1) has an outside diameter of 98 mm, an
inside diameter of 70 mm, and a length of 0.73 m. Both the brass
shaft and the aluminum tube are securely attached to the wall
support at A. Assume L1=0.73 m, L2=0.4 m, TB=25 kN-m, and TC=7
kN-m. When...
P6.042 The composite shaft shown in the figure consists of two steel pipes that are connected...
P6.042 The composite shaft shown in the figure consists of two steel pipes that are connected at flange B and securely attached to rigid walls at A and C. Steel pipe (1) has an outside diameter of 173 mm and a wall thickness of 6 mm. Steel pipe (2) has an outside diameter of 101 mm and a wall thickness of 7 mm. Both pipes are 3.4 m long and have a shear modulus of 80 GPa. If a concentrated...
Question 15 The composite shaft shown consists of a 0.2-in-thick brass jacket (G = 5.6 x...
Question 15 The composite shaft shown consists of a 0.2-in-thick brass jacket (G = 5.6 x 106 psi) bonded to a 1.2-in.-diameter steel core (Gsteel = 11.2 x 106 psi). Knowing that the shaft is subjected to 5 kip-in. torques, determine: 1. The torques in steel and brass. 2. The maximum shearing stress in the brass jacket. 3. The maximum shearing stress in the steel core. (Note: the angle of twist in steel equals to the angle of twist in...
Aluminum Steel 22 Kip.ft 20 Kip.ft Question A 4 inch diameter composite shaft is subjected to...
Aluminum Steel 22 Kip.ft 20 Kip.ft Question A 4 inch diameter composite shaft is subjected to the torques as shown. The section are perfectly bonded rigidly together. Use Gsteel = 11,600 ksi and Galuminum = 4000 ksi. Determine the maximum shearing stress in the shaft and the magnitude of the angle of twist of point D with respect to point A. 7.4 Kip.ft T - - 4.9ft 6.6 ft 3.3ft TP Shear Stress: t = Angle of Twist: Ø= Polar...
The 6061-T6 aluminum shaft is 1 m long and hollow from A to B with loads...
The 6061-T6 aluminum shaft is 1 m long and hollow from A to B with loads applied at the midpoint and end of the shaft. Determine the maximum shear stress in the shaft and the angle of twist at A. The outer diameter is 80 mm and the inner diameter is 60 mm in the hollow section. 3 1 4 kNm Z KN
5. A 38-mm-diameter solid steel shaft, 2 m long, is subjected to a torque of 600...
5. A 38-mm-diameter solid steel shaft, 2 m long, is subjected to a torque of 600 N.m, as shown below. The steel is AISI 1020 hot-rolled. Calculate a) The maximum torsional shear stress b) The angle of twist, ?, in degrees, ifG2 79.3 x 10"MPas 79.3 x 10, N/m2 Te TL Recall radian 57.3 32 JG
Question 1 The motor shown in Fig. 1 supplies power to Gear C through solid steel...
Question 1 The motor shown in Fig. 1 supplies power to Gear C through solid steel motor shaft GF (having a diamet of 200 mm) and Gear F. The torque delivered to Gear C is 200 kNm. Gears A, B, D and E supply powers to er three machines. The torques delivered by gear A, gear B and gear E to the machines are 60 kNm, 30 kNm and 40 kNm, respectively. Shaft ABCDE is also made of steel (G...
160 mm P2. The dimensions of a stepped steel shaft (G = 80 GPa) are shown...
160 mm P2. The dimensions of a stepped steel shaft (G = 80 GPa) are shown below, along with the external torques applied on it. The shaft has a fixed support at point A. Answer the following: (35 pt) a. Plot the internal torque diagram. b. Find the maximum shearing stress on a section 3 m from the left end of the shaft (A). 35 kNm C. Find the maximum shearing strain on a 1 m section 3 m from...
A simply supported composite beam 3 m long carries a uniformly distributed load of intensity q= 30 kN/m (see figure)
A simply supported composite beam 3 m long carries a uniformly distributed load of intensity q= 30 kN/m (see figure). The beam is constructed of a wood member, 100 mm wide by 150 mm deep, and is reinforced on its lower side by a steel plate 8 mm thick and 100 mm wide. (a) Find the maximum bending stresses σw and σs, in the wood and steel, respectively, due to the uniform load if the moduli of elasticity are Ew =...
P6.041 A solid 66-mm-diameter cold-rolled brass G = 40.8 GPa) shaft that is 1.22 m long extends through and is completely bonded to a hollow aluminum LG = 27.5 GPa) tube. Aluminum tube (1) has an outside diameter of 89 mm, an inside diameter of 66 mm, and a length of 0.64 m. Both the brass shaft and the aluminum tube are securely attached to the wall support at A. Assume L1=L2 = 0.64 m, L3= 0.58 m, To =...
A solid 70-mm-diameter
cold-rolled brass [G = 38.4 GPa] shaft that is 1.13 m long extends
through and is completely bonded to a hollow aluminum [G = 25.6
GPa] tube. Aluminum tube (1) has an outside diameter of 98 mm, an
inside diameter of 70 mm, and a length of 0.73 m. Both the brass
shaft and the aluminum tube are securely attached to the wall
support at A. Assume L1=0.73 m, L2=0.4 m, TB=25 kN-m, and TC=7
kN-m. When...
P6.042 The composite shaft shown in the figure consists of two steel pipes that are connected at flange B and securely attached to rigid walls at A and C. Steel pipe (1) has an outside diameter of 173 mm and a wall thickness of 6 mm. Steel pipe (2) has an outside diameter of 101 mm and a wall thickness of 7 mm. Both pipes are 3.4 m long and have a shear modulus of 80 GPa. If a concentrated...
Question 15 The composite shaft shown consists of a 0.2-in-thick brass jacket (G = 5.6 x 106 psi) bonded to a 1.2-in.-diameter steel core (Gsteel = 11.2 x 106 psi). Knowing that the shaft is subjected to 5 kip-in. torques, determine: 1. The torques in steel and brass. 2. The maximum shearing stress in the brass jacket. 3. The maximum shearing stress in the steel core. (Note: the angle of twist in steel equals to the angle of twist in...
Aluminum Steel 22 Kip.ft 20 Kip.ft Question A 4 inch diameter composite shaft is subjected to the torques as shown. The section are perfectly bonded rigidly together. Use Gsteel = 11,600 ksi and Galuminum = 4000 ksi. Determine the maximum shearing stress in the shaft and the magnitude of the angle of twist of point D with respect to point A. 7.4 Kip.ft T - - 4.9ft 6.6 ft 3.3ft TP Shear Stress: t = Angle of Twist: Ø= Polar...
The 6061-T6 aluminum shaft is 1 m long and hollow from A to B with loads applied at the midpoint and end of the shaft. Determine the maximum shear stress in the shaft and the angle of twist at A. The outer diameter is 80 mm and the inner diameter is 60 mm in the hollow section. 3 1 4 kNm Z KN
5. A 38-mm-diameter solid steel shaft, 2 m long, is subjected to a torque of 600 N.m, as shown below. The steel is AISI 1020 hot-rolled. Calculate a) The maximum torsional shear stress b) The angle of twist, ?, in degrees, ifG2 79.3 x 10"MPas 79.3 x 10, N/m2 Te TL Recall radian 57.3 32 JG
Question 1 The motor shown in Fig. 1 supplies power to Gear C through solid steel motor shaft GF (having a diamet of 200 mm) and Gear F. The torque delivered to Gear C is 200 kNm. Gears A, B, D and E supply powers to er three machines. The torques delivered by gear A, gear B and gear E to the machines are 60 kNm, 30 kNm and 40 kNm, respectively. Shaft ABCDE is also made of steel (G...
160 mm P2. The dimensions of a stepped steel shaft (G = 80 GPa) are shown below, along with the external torques applied on it. The shaft has a fixed support at point A. Answer the following: (35 pt) a. Plot the internal torque diagram. b. Find the maximum shearing stress on a section 3 m from the left end of the shaft (A). 35 kNm C. Find the maximum shearing strain on a 1 m section 3 m from...
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