I expect an answer to the question that I raised it in this topic:
"what happens with the information about the curvature when the body stops?"
Those who do not know the answer are asked to refrain.
Until you answer me the questions, you can not understand my logic.
I asked what happens with the information about the curvature when the body stops. Please look for the answer.
I was addressed those who already know the formula. I did not open this topic to make education here. The formula can be found, for example, in the Wikipedia. $$\kappa=\frac{|\gamma'\times\gamma''|}{|\gamma'|^3}$$
Thanks for the reply! But, about the curvature of the trajectory, you have an idea? You know what is the curvature? You know how to calculate it? If yes, then what value does it for a body with zero speed?
What happens with the information about the curvature of the trajectory of a body when the body stops? We know that to assess the curvature of a path we must calculate the value of a fraction of which the denominator is speed module (cubed). But if speed module is canceled, this fraction can not...
I believe the paradox can be solved if we add the following postulate in Physics:
- Every body in the Universe is moving on trajectories having the curvature and torsion well defined. In particular, free bodies are moving on trajectories having the curvature and torsion constant.
This...
If the torsion of the straight line is undefined what happens with the information about the torsion?
It is known (https://en.wikipedia.org/wiki/Quantum_no-deleting_theorem, http://van.physics.illinois.edu/qa/listing.php?id=24045) that the information conserved in a system can be nor created...
Yes. Thanks for clarification. I would like to know if there are differences in energy (mass) of its kind between the turbulent fluid and the same fluid but laminar.
The reccurence theorem can be found even https://www.physicsforums.com/showthread.php?t=612009. I would be glad if the problem could be studied in detail.