A ships solid circular drive shaft...
A ships solid circular drive shaft... A ships solid circular drive shaft is of diameter, d...
Answer is 2.84 Question 1 A ships solid circular drive shaft is of diameter, d-54 mm, and is subjected to a torque, T steel with a yield stress of 350 MPa. 1700 Nm and an axial force, F-127 kN as shown. The shaft is made of Determine the Factor of Safety (accurate to two decimal places), according to Tresca's maximum shear stress failure theory. (Hint: Based on the state of stress in a surface element, consider Mohr's circle to get...
Question 1 0/1 pts A ships solid circular drive shaft is of diameter, d = 59 mm, and is subjected to a torque, T = 1,959 Nm and an axial force, F = 191 kN as shown. The shaft is made of steel with a yield stress of 350 MPa. Determine the Factor of Safety (accurate to two decimal places), according to Tresca's maximum shear stress failure theory. (Hint: Based on the state of stress in a surface element, consider...
A solid shaft with an external diameter of D = 106 mm is subjected simultaneously to an axial load P = 80 kN, a shear force V = 18 kN and a torque of T = 6 kN-m. [L = 0.65 m) What is the largest normal stress in the shaft at point H. OOO O 33.3 MPa O 29.3 MPa O 41.6 MPa O 9.1 MPa 55 MPa What is the largest shear stress on the surface of the...
A low carbon steel shaft is designed to have a diameter of 30 mm. It is to be subjected to an axial load (P-30 kN), a moment (M-200 N-m), and a torque (T-300 N-m). Assume the yield stress for the steel is (280 MPa), the Poisson's ratio is (v= 0.29), and the safety factor is (1-1). Calculate the margin of safety using the following failure theories. a.) Rankine Criteria (Maximum Principal Stress) b.) Tresca Criteria (Maximum Shear Stress) c.) Saint...
(50 Marks) a) As part of the product development process for go-kart drive shaft, the engineer has instrumented a critical area of the shaft with a solid bar. A drive shaft bar is designed to carry a tensile load. The engineer has proposed a circular bar with cross-section having a radius of 2X mm. It carries an axial tensile load of İY0 kN. By using equation; i) Calculate the values of principal stresses at the critical area of the bar....
Exercises: What is the minimum diameter of a solid steel shaft that will not twist through more than 3° in a 6m length when subjected to a torque of 14 kN-m? What maximum shearing stress is developed? Use G = 83 Gpa Required: d = ? Given: 0 = 30 L = 6m T = 14 kN-m G = 83 GPa Tmax= ?
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
Part A The internal loadings at a critical section along the steel drive shaft of a ship are calculated to be a torque of 3.45 kNm , a bending moment of 2.25 kNm, and an axial thrust of 12.5 KN. If the yield points for tension and shear are oy= 700 MPa and my = 350 MPa, respectively, determine the required diameter of the shaft using the maximum-shear-stress theory. (Figure 1) Express your answer using three significant figures and include...
A vertical load P = 150 kN is applied to a circular solid shaft which in turn is supported by a circular end cap as shown below. Both members are made of steel with allowable normal stress = 160 MPa, allowable shear stress 100 MPa, and allowable bearing stress 200 MPa. Determine the minimum required diameter of the solid shaft, and the minimum required outer diameter and thickness of the circular end plate. P 150 kN ds d 30 mm...
A 31-mm-diameter solid shaft is subjected to both a torque of T and show them on a stress element. 110 N m and an axial tension load of P 23 N as shown Determine the norma t and shear stresses at 2 Answers: MPa MPa ay MPa