Blog posts
Hypoelastic materials: constitutive equations in rate form
Hi,
I want to derive the rate form of the consitutive relation for hypoelastic material:
Jaumann stress rate=L:D
where L is a fourth order modulus tensor and D is the rate of deformation.
Most papers that I have seen begin with this expression. But I would like to know how to arrive at this equation.
Any suggestion?
Thanks
Brunda
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For Beginners :: Problems & Solutions in Molecular Simulations in Mechanics and Physics ( with Matlab Code & LAMMPS Script)
FOR BEGINNERS ::::: I have uploaded Problems & Solutions in Molecular Simulations in Mechanics and Physics ( with Matlab Code & LAMMPS Script) .
Nanoscale analysis of plasticity and fracture of the sheet metal structures
A new paper concerned with Nanoscale analysis of plasticity and fracture of the sheet metal is published in ICCS proceedings and available at:
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Humidity Generation for mechanical characterisations
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residual stress distribution in pipe
Hi every body
I study the residual stress derived from a circumferential weld on the end of a pipe and degree of freedom in the other end have been taken
but i have a problem in residual stress distribution along axis of pipe.
its known that the axial stress at the end of constrainted end should be zero or little but mine is in order of 100 MPa while residual stress is 300 MPa.
can anybody give me a hint about whats the source of error
thanks