For the thick-walled cylinder loaded as shown in Fig. R6.1, given that: 2a = 40 cm....

 

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For the thick-walled cylinder loaded as shown in Fig. R6.1, given that: 2a = 40 cm. 2b = 60 cm. Pi = 100 MPa, Po = 30 MPa, Calculate the magnitude of the maximum Hoop stress at: (a) Internal surface of the cylinder wall. (b) External cylinder. surface of the (c) Find the radial stress or at the mean radius of the cylinder. Po O Pi 40 cm 60 cm Fig R6.1: Thick-walled cylinder under pressures For the thick-walled cylinder loaded as shown in Fig. R6.1, given that: 2a = 40 cm. 2b = 60 cm. Pi = 100 MPa, Po = 30 MPa, Calculate the magnitude of the maximum Hoop stress at: (a) Internal surface of the cylinder wall. (b) External cylinder. surface of the (c) Find the radial stress or at the mean radius of the cylinder. Po O Pi 40 cm 60 cm Fig R6.1: Thick-walled cylinder under pressures

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To solve this problem we are going to use the Lames equations for thickwalled cylinders which describe the distribution of stresses in a thickwalled c... View the full answer