Related Resources: pressure-vessel

Stress and Deflection by Liquid Weight Equation and Calculator

Any smooth figure of revolution if R2 is less than infinity Stress and Deflection Equation and Calculator.

Filled to depth d with liquid of density δ force / unit volume; tangential edge support. W = weight of liquid contained to a depth y.

Per. Roarks Formulas for Stress and Strain for membrane stresses and deformations in thin-walled pressure vessels.

Preview: Smooth Figure of Revolution Stress and Deflection Calculator

Smooth Figure of

Smooth Figure of Revolution

For R2 / t > 10 and at any level y below the liquid surface, y < d

Meridional Stress

Meridional Stress

Circumferential Hoop Stress

Circumferential Hoop Stress

Radial Displacement of Circumference

Radial Displacement of Circumference

Where used:
E = Modulus of Elasticity (lbs/in2)
v = Poisson's ratio
W = Weight of liquid (lbs)
δ = Density (lbs/in3
σ1,2 = Stress, (lbs/in2)
R1 = Radius (in)
R2 = Radius (in)
t = Wall thickness (in)
d = Liquid level (in)
y = Vertical level from bottom of vessel (in)
θ = Angle (deg.)
ψ = Rotation of a meridian from its unloaded position, positive when that meridional rotation represents an increase in ΔR when y or θ increases;


Roarks Formulas for Stress and Strain, 7th Edition

Contribute Article
Spider Optimizer

© Copyright 2000 - 2020, by Engineers Edge, LLC
All rights reserved
Disclaimer | Feedback | Advertising | Contact


User Reviews/Comments:

There are currently no comments available.

Add a Comment (you must be logged in to post comment Register):
Email: (Optional)