The shear force V is 3 m 300 N 5 m 500 N 200 N 500 N 800 N
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Q: Q = 500 N T= 300 N 20° F- 600 N 30° P= 400 N
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Q: from the shear stresses data above, DRAW THE SHEAR STRESS DISTRIBUTION DIAGRAM at each point of the…
A: Find the shear stress at each point and shear stress distribution.
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- In a pipe of diameter 100 mm, carrying water, the velocities at the pipe center and 30 mm from the pipe center are found to be 2.5 m/s and 2.2 m/s respectively. Find the wall shearing stress.The distance between point A and the shear force VAB=0 * a. 1.9074m b. 1.9074mm c. 1.8074m d. 1.8074mmA solid 22-mm-diameter bronze shaft transmits 13.4 kW at 17 Hz to the propeller of a small sailboat. Determine the maximum shear stress τmax produced in the shaft.
- Consider a tube having a rectangular cross-section as shown below. The tube is subject to two twisting moments of 70 N - m . Determine the average shear stress developed at point A. The tube is fixed at the other end. a) 1.75 MPa b) -1.65 MPa c) 4.086 MPa d) 2.095 MPa If your doing it fast, I will rate you...The internal loadings at a critical section along the steel drive shaft of a ship are calculated to be a torque of 2300 lb # ft, a bending moment of 1500 lb # ft, and an axial thrust of 2500 lb. If the yield points for tension and shear are sY = 100 ksi and tY = 50 ksi, respectively, determine the required diameter ofthe shaft using the maximum shear stress theory.Consider a tube having a rectangular cross-section as shown below. The tube is subject to two twisting moments of 70 N - m . Determine the average shear stress developed at point A. The tube is fixed at the other end. a) 1.75 MPa b) -1.65 MPa c) 4.086 MPa d) 2.095 MPa
- A generator driven by a wind turbine is required to deliver 5 MW of power at the generator terminals. The turbine is a two-blade propeller rotating about a horizontal axis and the maximum permitted shear stress of the turbine shaft is 55x106 N/m2 The rotor is designed to operate at a rotational speed of 45 revolution per seconds .The stage efficiencies are Cp 0.32, ngb = 0.90, ng = 0.92. %3D . (i) If the turbine delivers its rated power at a wind average speed of 22 m/s, calculate the corresponding diameter of the propeller and its TSR, assuming a typical value for the overall efficiency. The air density may be assumed to have a value 1.29 kg/m³. (ii) Calculate the torque on the turbine shaft.Determine the maximum shear stress (in ksi). AT = 654 lb ft Diameter =3.7 in J =1.5in4 G = 11,000 ksiFind the diameter of the propeller shaft, which has to transmit power of 1.5 kW at 8 Hz without exceeding shear stress of 25 MPa.
- A solid shaft is transmitting 1 MW at 240 r.p.m. Determine the diameter of the shaft if the maximum torque transmitted exceeds the mean torque by 20%. Take the maximum allowable shear stress as 60 MPa.A 0.2 m diameter shaft is supported by a smooth journal bearing at E and a smooth thrust bearing at F. Determine the maximum shear stress developed in segment AB of the shaft. 26.63 MPa 19.01 MPa 12.73 MPa 52.25 MPashear stresses.(c) Angle of principal stresses (6p)(d) Angle of maximum shear stress (6s) * ay=-40. Y=70.00 ox=20.