a cylindrical steel pressure vessel 400 mm in diameter with a wall thickness of 20 mm, can only be subjected to a maximum stress value of 120MN/m^2. if the same amount of pressure is applied/ contained in a spherical vessel whose internal volume is 0.075m^3, what must be the sphere's material thickness if it is experiencing a stress value of 127.484 MN/m^2. the radial stress for spherical vessel is theta sub s equals pD/4t

Q: The hoop stress at a point on the surface of a thin cylindrical pressure vessel is computed to be…

A: To find out the maximum shear stress at this point.

Q: At a point on the free surface of a stressed body, a normal stress magnitude of Sy = 54 MPa (C) and…

A:

Q: The hoop stress at a point on the surface of a thin cylindrical pressure vessel is computed to be…

A: It is given that the hoop stress is 30.0 MPa.

Q: cer is flowing in a pipe of 200 cm diameter un the pipe wall is 0.75 cm. The tensile stress in th

A:

Q: At a point on the free surface of a stressed body, a normal stress magnitude of Sy = 69 MPa (C) and…

A:

Q: mine the normal stress in a ball, which has an outside diamete d to a gage pressure of 66 kPa. er:0,…

A:

Q: Example 2.36. A railway is laid so that there is no stress in the rails at 8°C. Calculate (a) the…

A: Given :

Q: The principal stresses at a point a stressed material are 2 01= 200 N/mm², 02= 150 N/mm2, and 02=…

A: Given data- Principle stresses- σ1=200 N/mm2,σ2=150 N/mm2,σ3=200 N/mm2,E=210 kN/mm2Poisson's ratio…

Q: In the Figure 5, if the Young modulus is 200 Gpa, the strain percentage in the direction of the…

A:

Q: Determine the normal stress in a ball, which has an outside diameter of 195 mm and a wall thickness…

A: step 1-

Q: W = 20000 N There is a gap between the aluminum bar and the rigid slab that is supported by two…

A: Solution:- By assuming no restrictions: We know that,              δT=αL∆T So, considering copper…

Q: 9 In a material the principal stresses are 60 MN/m2, 48 MN/m? and -36 MN/m?. When the values of E =…

A:

Q: Determine the normal stress in a ball,

A: This question has been taken from strength of materials and the explanation is given below:

Q: The hoop stress at a point on the surface of a thin cylindrical pressure vessel is computed to be…

A: A thin cylindrical pressure vessel having, The hoop stress is σh=30.0 MPa..

Q: At a point on the free surface of a stressed body, a normal stress magnitude of Sy = 61 MPa (C) and…

A: step 1-

Q: A 200 mm long, stress free rod at room temperature is held between two immovable rigid walls. The…

A: Length L=200 mm, Increase in temperature ∆T=250oC, Young's modulus E=200 GPa, Coefficient of thermal…

Q: ) For the given stress condition find: 1. Principal stresses and their orientation. 2. The stresses…

A:

Q: The hoop stress at a point on the surface of a thin cylindrical pressure vessel is computed to be…

A: given- hoop stress=30.0 MPamaximum shear stress is required to calculate

Q: A thin walled cylindrical pressure vessel having mean radius 100 mm and wall thickness 5 mm, is…

A:

Q: Problem 2. The 200 mm diameter rod is subjected to 300 N and 500 N loads as shown in Figure 2.…

A: in the given beam both torque and bending moment both are acting so that  torque - transverse load…

Q: At a point on the free surface of a stressed body, a normal stress magnitude of S, = 69 MPa (C) and…

A: To find unknown stresses on the horizontal and vertical plane

Q: Which of the following is NOT TRUE for a state of stress at point for a thin spherical pressure…

A:

Q: A tube 3.6 mm thick has an elliptical shape with a major axis length = 151 mm and minor axis length…

A:

Q: At a point on the free surface of a stressed body, a normal stress magnitude of Sy = 52 MP exist on…

A: To find unknown stresses

Q: Two strain gages are mounted on a thin-walled cylindrical pressure vessel. One strain gage is…

A: It required to find Longitudinal stress Hoop stress Gage pressure

Q: A shaft is subjected to maximum compressive stress of 20 N/mm² and maximum shear stress of 80 N/mm²…

A: A propeller shaft is subjected to maximum compressive direct stress of 20 N/mm2and maximum shear…

Q: The state of stress at a point, for a body in plane stress, is shown in the figure below. If the…

A:

Q: At a point on the free surface of a stressed body, a normal stress magnitude of Sy-74 MPa (T) and an…

A: σ1=185 Mpaσ1-σ22=83 Mpaσ1-σ2=166σ2=186-σ1=186-185σ2=1 Mpa

Q: For an inclined subjected to t

A:

Q: A solid shaft of diameter 'd' transmits 80 kW of power at 60 Hz. Given that the yield strength of…

A:

Q: A state of plane stress consists of a uniaxial tensile stress of magnitude 8 kPa, exerted on…

A: Given data- A uniaxial tensile stress of magnitude 8 kPa, ⇒σ=8 kPa. The largest stress σ1 =10 kPa,…

Q: 10-m-long steel rails of a railroad track (Es = 200 GPa and as = 11.7 x 10-6rC) were laid at a…

A: Given data:L=10 m Es=200 GPa=200×109 Paαs=11.7×10-6/°C

Q: The hoop stress at a point on the surface of a thin cylindrical pressure vessel is computed to be…

A:

Q: A thin-walled cylinder with closed ends for which inner radius is 0.50 meter and outer radius is…

A: Inner radius r = 0.50 m Outer radius R =0.52 m Internal pressure P=2 MPa, Absolute maximum shearing…

Q: According to the elasticity modulus of the material from which the cross-section is made, whose…

A: Given, E = 200 GPa M = 50 kNm

Q: The hoop stress at a point on the surface of a thin cylindrical pressure vessel is computed to be…

A:

Q: The vertical surface stress is 100 kPa. The stress increase (kPa) at A is 100 kPa 2m 2m 2m A 20 O…

A: Given data : Area (A)=2×2=4 m2Depth (Z)=2 mStress (σ)=100 KPa

Q: Find the stresses in a medium with a cylindrical hole under the action of radial tension or…

A: In continuum mechanics, stress may be a physical quantity that expresses the interior forces that…

Q: Determine the normal stress in a ball, which has an outside diameter of 190 mm and a wall thickness…

A: From Given Data : Outside diameter ( do ) = 190 mm Wall thickness ( t ) = 3.1mm Inner diameter ( d…

Methods to Determine Vertical Stress

The load applied to the soil is transferred to the underground. The presence of water at soil pores and solid grains above the soil are the primary components that are responsible for the effective load transfer. Due to the load acting, the internal component of the soil or the underground formations undergoes deformations or a tectonic shift. The amount of deformation depends upon the amount of load acting on the soil surface, which indeed, depends on the weight of everything present above the soil. Due to this, the underground soil element develops internal stresses which try to resist the tectonic changes.