ASME Practice Exam – Practice Test Prep and Study Guide

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What is the circumferential stress formula in a pressure vessel?

p × d ÷ 2T

p × d ÷ 4T

The circumferential stress formula in a pressure vessel is derived from the principles of mechanics of materials and is fundamental in determining how materials behave under internal pressure. The correct formula is indeed calculated as p × d ÷ 4T.

In this formula, 'p' represents the internal pressure acting on the vessel, 'd' is the diameter of the pressure vessel, and 'T' stands for the wall thickness of the vessel. Circumferential stress, also known as hoop stress, is critical because it indicates how much tensile stress the material must withstand due to the pressure inside the vessel.

Using this relationship, the circumferential stress accounts for how the internal pressure exerts forces on the walls of the vessel, creating tension that is distributed around the circumference. The factor of 4 in the denominator arises from the balance of forces and moments in a cylindrical vessel, reflecting the definition of hoop stress.

Understanding this formula is crucial for engineers and designers to ensure that pressure vessels are designed to operate safely within their material limits, preventing failures that could lead to catastrophic accidents.

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2p × d ÷ T

p + d ÷ T

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