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In a gas turbine rotor a radial stress of 30 mpa tensile and 20 mpa tangential stress have been found at a point. what is the maximum shear stress at this point?
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In a gas turbine rotor a radial stress of 30 mpa tensile and 20 mpa ta...
Calculating Maximum Shear Stress in Gas Turbine Rotor
To find the maximum shear stress at a point in a gas turbine rotor where radial stress is 30 MPa tensile and tangential stress is 20 MPa, we can use the following formula:

Maximum Shear Stress (τmax) = (σr - σθ) / 2
Where:
- σr = Radial stress
- σθ = Tangential stress

Given:
- Radial stress (σr) = 30 MPa (tensile)
- Tangential stress (σθ) = 20 MPa

Calculations:
Substitute the given values into the formula:
τmax = (30 - 20) / 2
τmax = 10 / 2
τmax = 5 MPa
Therefore, the maximum shear stress at the point in the gas turbine rotor is 5 MPa.

Explanation:
- The maximum shear stress occurs when the difference between the radial and tangential stresses is maximized.
- Shear stress is a type of stress that acts parallel to a surface, causing parts of the material to slide past each other.
- In this case, the maximum shear stress is half the difference between the radial and tangential stresses, as per the formula mentioned above.
- By calculating the maximum shear stress, we can evaluate the material's ability to withstand forces acting parallel to its surface.
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In a gas turbine rotor a radial stress of 30 mpa tensile and 20 mpa tangential stress have been found at a point. what is the maximum shear stress at this point?
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