Physical interpretation of the relative displacement tensor?
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I've resolved a relative displacement tensor into a strain tensor and a rotation tensor, where
the strain tensor is:
εi,j=⎛⎝⎜0.20000.80.400.40.4⎞⎠⎟εi,j=(0.20000.80.400.40.4)
and the rotation tensor is:
ωi,j=⎛⎝⎜000000.20−0.20⎞⎠⎟ωi,j=(00000−0.200.20)
How would these conditions physically change a small cube (with respect to the Cartesian cooridates (x,y,z)
the strain tensor is:
εi,j=⎛⎝⎜0.20000.80.400.40.4⎞⎠⎟εi,j=(0.20000.80.400.40.4)
and the rotation tensor is:
ωi,j=⎛⎝⎜000000.20−0.20⎞⎠⎟ωi,j=(00000−0.200.20)
How would these conditions physically change a small cube (with respect to the Cartesian cooridates (x,y,z)
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✔️✔️Physical interpretation of the relative displacement tensor
εi,j=⎛⎝⎜0.20000.80.400.40.4⎞⎠⎟εi,j=(0.20000.80.400.40.4)
Or
the rotation tensor is:
ωi,j=⎛⎝⎜000000.20−0.20⎞⎠⎟ωi,j=(00000−0.200.20)
How would these conditions physically change a small cube (with respect to the Cartesian cooridates
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