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Is stress a dimensionless quantity

Updated: 8/10/2023
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14y ago

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No, stress is not a dimensionless quantity. By application of a simple equation of stress, axial stress, we can determine the primary dimensions (Length, Time, Mass, Etc.) of stress.

Stress (sigma) = Force (F)/Area (A)
Force has the primary dimensions of: (Mass*Length)/Time^2
Area has the primary dimensions of: Length^2

Therefore we can determine that Stress has the primary dimensions of: Mass/(Length*Time^2)

Common units include: Newtons (SI), psi (pounds mass per square inch)

You may have confused stress with strain. Strain has primary dimensions of Length/Length and therefore it is often expressed without any attached units.

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14y ago
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13y ago

no,stress is not a vector quantity.because stress/strain=youngs modulus.if stress will be a vector quantity youngs modulus will be a vecotor quantiy because stress is dimesionless which is not true

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