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Klaus3's latest activity
Klaus3
replied to the thread
A
Conflicting results about Stress tensor symmetry on EM field
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But it can if both are non symmetric
Aug 3, 2025
Klaus3
replied to the thread
A
Conflicting results about Stress tensor symmetry on EM field
.
###T##is going to be symmetric per the first derivation. It is not necessarily symmetric per the second derivation. The character of...
Aug 3, 2025
Klaus3
replied to the thread
A
Conflicting results about Stress tensor symmetry on EM field
.
Microscopically speaking the distinction doesnt exist. ##T## is supposed to account for contact forces. So forces between particles...
Aug 3, 2025
Klaus3
replied to the thread
A
Conflicting results about Stress tensor symmetry on EM field
.
I mean, electromagnetic force is the example. You can always use the maxwell equations to transform it into a divergence. if you go...
Aug 2, 2025
Klaus3
replied to the thread
A
Conflicting results about Stress tensor symmetry on EM field
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I am ok with the Total stress tensor being symmetric, however, the sum ##T+T_1## being symmetric doesn't imply that ##T## and ##T_1##...
Aug 2, 2025
Klaus3
replied to the thread
A
Conflicting results about Stress tensor symmetry on EM field
.
Local balance is simply the statement that results when you drop the integral signs, by saying that the integral equation is valid for...
Aug 1, 2025
Klaus3
replied to the thread
A
Conflicting results about Stress tensor symmetry on EM field
.
I am aware of the controversy, there is no (at least to my knowing) a general specific form of the maxwell stress tensor without...
Aug 1, 2025
Klaus3
replied to the thread
A
Conflicting results about Stress tensor symmetry on EM field
.
This expression for the maxwell stress tensor only works for linear dielectrics or monopolar bodies. It is not necessarily symmetric for...
Jul 31, 2025
Klaus3
posted the thread
A
Conflicting results about Stress tensor symmetry on EM field
in
Mechanics
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Consider the balance of momentum and angular momentum on a continuum body $$ \int \frac{dp}{dt}dV = \int TndA + \int bdV $$ $$ div(T) +...
Jul 29, 2025
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