Hollow and solid shaft needing Max Torque with set shear stress and an angle of twist
The steel shaft is formed by attaching a hollow shaft to a solid shaft. Determine the maximum torque T that can be applied to ends of the shaft without exceeding ashear stress of 70 MPa or an angle of twist of 2.5 degrees in the 3.6m length. Use G=83GPa.
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Hollow and solid shaft needing Max Torque with set shear stress and an angle of twist
Shaft AB consists of n homogeneous cylindrical elements, which can be solid or hollow. Both of...
Shaft AB consists of n homogeneous cylindrical elements, which can be solid or hollow. Both of its ends are fixed, and it is subjected to the loading shown. The length of element i is denoted by i,its outer diameter by OD, its inner diameter by ID, its modulus of rigidity by G, and the torque applied to its right end by T, the magnitude T of this torque being assumed to be positive if T is observed as counterclockwise from...
Segment AB is a solid steel shaft that is 2 m in length, 0.1 m in...
Segment AB is a solid steel shaft that is 2 m in length, 0.1 m
in diameter, and has an applied torque of 5,000 N∙m in the
clockwise direction. Segment BC is a solid steel shaft that is 1.5
meters in length, 0.2 meters in diameter, and has an applied torque
of 15,000 N∙m in the counter clockwise direction.
a.) Determine the maximum shear stress, in
MPa, in the shaft
b.) Determine the angle of twist, in degrees, in section...
(3) If the shaft has equila shear stress of Tallow torque T that can be angle...
(3) If the shaft has equila shear stress of Tallow torque T that can be angle of twist of end B. an equilateral triangle cross section and is made from an alloy 75 MPa and a shear modulus of 60 GPa, that has an allowable letermine the maximum allowable um allowable torque, find the correspondin applied to end B. Using the maximum allowable torque, fin end 800 mmm 80 mm
A. What is the minimum diameter of a solid steel shaft that will not twist through...
A. What is the minimum diameter of a solid steel shaft that will not twist through more than 3° in a 6-m length when subjected to a torque of 12 kN·m? Use G = 83 GPa. B. What maximum shearing stress is developed? C. Determine the bearing stress of the punch out plate of the precious problem, Answer in MPa
(2) For the shown hollow steel shaft, it is required 1.00 m to determine the maximum...
(2) For the shown hollow steel shaft, it is required 1.00 m to determine the maximum torque T that can be resisted by the shaft so that: a) The maximum shear stress does not exceed 60 MPа. т b) The maximum angle of twist does not exceed 3° Given: The shear modulus, G = 70 GPa 30 mm 25 mm
160 mm 10 mm A hollow cylindrical steel shaft is 1.5 m long and has inner...
160 mm 10 mm A hollow cylindrical steel shaft is 1.5 m long and has inner and outer diameters respectively equal to 40 and 60 mm. The allowable shearing stress is 120 MPa with a modulus of rigidity (shear modulus) G-77 GPa, assuming fully elastic deformation. (a) What is the largest torque that can be applied to the shaft? (5 points) (b) What is the corresponding minimum value of the shearing stress in the shaft? (5 points) (c) What are...
Question 2: The shaft ABC shown in the figure is driven by a motor that delivers...
Question 2: The shaft ABC shown in the figure is driven by a motor that delivers 300kW at a rotational speed of 32 rev/sec. The gears at B and C take out 120k W and 180kW respectively. diameter of the shaft if the allowable shear stress is 50MPa, the allowable angle of twist between points A and C is 4° and G- 75GPa. of the two parts of the shaft are Li = 1.5m and L,-0.9m. Determine the required Motor...
..ad32ZT,ands- equationer 1. Using r ddevelop an algebraic equation for calculating the torque, T, of a...
..ad32ZT,ands- equationer 1. Using r ddevelop an algebraic equation for calculating the torque, T, of a round hollow shaft which has a diameter ratio of 1.2 such that T is a function of r and d, only. Write the equation in 2. Use the equation in problem #1 to find the maximum, torque that a steel shaft can support if the allowable shear streass , simplest terms. is 85 MPa, the outside diameter is 75 mm, and the diameter ratio...
A torque T causes a maximum shearing stress of 47 MPa in the hollow cylindrical steel...
A torque T causes a maximum shearing stress of 47 MPa in the hollow cylindrical steel shaft shown. - 30 mm References eBook & Resources Section Break Difficulty: Easy - 2. Required information 10.00 points Determine the maximum shearing stress caused by the same torque T in a solid cylindrical shaft of the same cross-sectional area. (Round the final answer to one decimal place.) The maximum shearing stress is MPa.
A. What is the minimum diameter of a solid steel shaft that will not twist through...
A. What is the minimum diameter of a solid steel shaft that will not twist through more than 3° in a 6-m length when subjected to a torque of 12 kN·m? Use G = 83 GPa. B. Determine the bearing stress of the punch out plate of the precious problem, Answer in MPa
Shaft AB consists of n homogeneous cylindrical elements, which can be solid or hollow. Both of its ends are fixed, and it is subjected to the loading shown. The length of element i is denoted by i,its outer diameter by OD, its inner diameter by ID, its modulus of rigidity by G, and the torque applied to its right end by T, the magnitude T of this torque being assumed to be positive if T is observed as counterclockwise from...
Segment AB is a solid steel shaft that is 2 m in length, 0.1 m
in diameter, and has an applied torque of 5,000 N∙m in the
clockwise direction. Segment BC is a solid steel shaft that is 1.5
meters in length, 0.2 meters in diameter, and has an applied torque
of 15,000 N∙m in the counter clockwise direction.
a.) Determine the maximum shear stress, in
MPa, in the shaft
b.) Determine the angle of twist, in degrees, in section...
(3) If the shaft has equila shear stress of Tallow torque T that can be angle of twist of end B. an equilateral triangle cross section and is made from an alloy 75 MPa and a shear modulus of 60 GPa, that has an allowable letermine the maximum allowable um allowable torque, find the correspondin applied to end B. Using the maximum allowable torque, fin end 800 mmm 80 mm
(2) For the shown hollow steel shaft, it is required 1.00 m to determine the maximum torque T that can be resisted by the shaft so that: a) The maximum shear stress does not exceed 60 MPа. т b) The maximum angle of twist does not exceed 3° Given: The shear modulus, G = 70 GPa 30 mm 25 mm
160 mm 10 mm A hollow cylindrical steel shaft is 1.5 m long and has inner and outer diameters respectively equal to 40 and 60 mm. The allowable shearing stress is 120 MPa with a modulus of rigidity (shear modulus) G-77 GPa, assuming fully elastic deformation. (a) What is the largest torque that can be applied to the shaft? (5 points) (b) What is the corresponding minimum value of the shearing stress in the shaft? (5 points) (c) What are...
Question 2: The shaft ABC shown in the figure is driven by a motor that delivers 300kW at a rotational speed of 32 rev/sec. The gears at B and C take out 120k W and 180kW respectively. diameter of the shaft if the allowable shear stress is 50MPa, the allowable angle of twist between points A and C is 4° and G- 75GPa. of the two parts of the shaft are Li = 1.5m and L,-0.9m. Determine the required Motor...
..ad32ZT,ands- equationer 1. Using r ddevelop an algebraic equation for calculating the torque, T, of a round hollow shaft which has a diameter ratio of 1.2 such that T is a function of r and d, only. Write the equation in 2. Use the equation in problem #1 to find the maximum, torque that a steel shaft can support if the allowable shear streass , simplest terms. is 85 MPa, the outside diameter is 75 mm, and the diameter ratio...
A torque T causes a maximum shearing stress of 47 MPa in the hollow cylindrical steel shaft shown. - 30 mm References eBook & Resources Section Break Difficulty: Easy - 2. Required information 10.00 points Determine the maximum shearing stress caused by the same torque T in a solid cylindrical shaft of the same cross-sectional area. (Round the final answer to one decimal place.) The maximum shearing stress is MPa.
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