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tdev
- 10
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Could anyone explain the method of finding the circumferencial and longitudinal stress for thick cylinders?
Stress on thick walled cylinders refers to the distribution of internal forces or pressure within a cylindrical object that has a relatively large diameter compared to its wall thickness. This type of stress is typically analyzed in engineering and material science applications.
The stress on a thick walled cylinder can be calculated using various mathematical formulas, depending on the specific scenario and type of loading. Some common methods include using the Lamé equations, the Von Mises yield criterion, or the Tresca yield criterion.
The stress on thick walled cylinders can be affected by several factors such as the internal pressure, external loads, material properties, and geometric dimensions of the cylinder. Other factors that may influence the stress distribution include temperature, corrosion, and manufacturing processes.
The most common failure modes associated with stress on thick walled cylinders are buckling, yielding, and fracture. Buckling occurs when the cylinder experiences compressive stress and becomes unstable, while yielding refers to the deformation of the material beyond its elastic limit. Fracture can occur when the stress exceeds the material's ultimate strength.
The study of stress on thick walled cylinders has many practical applications in different industries, such as in the design and analysis of pressure vessels, hydraulic and pneumatic systems, pipes and tubes, and various structural components. This knowledge is also crucial in ensuring the safety and reliability of these structures and preventing potential failures.