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Strength of Materials
Radial strain in Expression for Stresses in Rotating Thin Disc Formulas
Radial strain is the change in length per unit length in a direction radially outward from the charge. And is denoted by e
r
.
Formulas to find Radial strain in Expression for Stresses in Rotating Thin Disc
f
x
Radial strain for rotating thin disc
Go
f
x
Radial strain for rotating thin disc given initial radial width of disc
Go
f
x
Radial strain on disc given stresses
Go
Expression for Stresses in Rotating Thin Disc formulas that make use of Radial strain
f
x
Radial stress given radial strain on disc
Go
f
x
Circumferential stress given radial strain on disc
Go
f
x
Disc initial radial width given radial strain for rotating thin disc
Go
f
x
Final radial width given radial strain for rotating thin disc
Go
f
x
Increase in radial width given radial strain for rotating thin disc
Go
f
x
Initial radial width given radial strain and increase in radial width for rotating thin disc
Go
f
x
Modulus of elasticity given radial strain on disc
Go
f
x
Poisson's ratio given radial strain on disc
Go
List of variables in Expression for Stresses in Rotating Thin Disc formulas
f
x
Final Radial Width
Go
f
x
Initial Radial Width
Go
f
x
Increase in Radial Width
Go
f
x
Radial Stress
Go
f
x
Poisson's Ratio
Go
f
x
Circumferential Stress
Go
f
x
Modulus Of Elasticity Of Disc
Go
FAQ
What is the Radial strain?
Radial strain is the change in length per unit length in a direction radially outward from the charge.
Can the Radial strain be negative?
{YesorNo}, the Radial strain, measured in {OutputVariableMeasurementName} {CanorCannot} be negative.
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