The cylindrical pressure vessel in Fig. 1 is made of steel (of = 200 MPa, E = 200 GPa, G = 77 GPa, v = 0.3, a = 12 x 106/°C) has length L = 1 m, inner radius R₁ = 50 mm, and outer radius Ro = 54 mm. 1. If the vessel is subjected to internal pressure P = 10 MPa, calculate: 1.1 The hoop stress (σe) 1.2 The axial stress (σx)
The cylindrical pressure vessel in Fig. 1 is made of steel (of = 200 MPa, E = 200 GPa, G = 77 GPa, v = 0.3, a = 12 x 106/°C) has length L = 1 m, inner radius R₁ = 50 mm, and outer radius Ro = 54 mm. 1. If the vessel is subjected to internal pressure P = 10 MPa, calculate: 1.1 The hoop stress (σe) 1.2 The axial stress (σx)
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a = 12 x 106/°C) has length L = 1 m, inner radius R₁ = 50 mm, and outer radius Ro = 54 mm.
1.
If the vessel is subjected to internal pressure P = 10 MPa, calculate:
1.1 The hoop stress (σe)
1.2 The axial stress (σx)"
Transcribed Image Text:The cylindrical pressure vessel in Fig. 1 is made of steel (of = 200 MPa, E = 200 GPa, G = 77 GPa, v = 0.3,
a = 12 x 106/°C) has length L = 1 m, inner radius R₁ = 50 mm, and outer radius Ro = 54 mm.
1.
If the vessel is subjected to internal pressure P = 10 MPa, calculate:
1.1 The hoop stress (σe)
1.2 The axial stress (σx)
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