Undestand that Kinetic(max) = Dynamic(max)

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In summary, the total energy of a closed system of objects interacting with one another is constant, which is supported by Emmy Noether's theorem. This theory explains that the laws of physics are based on relative positions, times, and orientations, resulting in conservation of linear momentum, energy, and angular momentum.
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Hepic
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In physic,is true that energy of an object is the same.So we undestand that Kinetic(max)=Dynamic(max).
Why is that true?? There is any explanation with equations,or just only via observation?
 
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That the total energy of a closed system of objects interacting with one another is constant is an empirical fact. However, we have good theoretical justifications for why the total energy ought to be constant.

The most amazing theory in physics that almost no one outside of the field has heard of is Emmy Noether's theorem.

What her theorem says is that

Because the laws of physics depend on only relative positions and not absolute positions, the total linear momentum is constant.

Because the laws of physics depend on only relative times and not absolute times, the total energy is constant.

Because the laws of physics depend on only relative orientation, and not absolute orientation, the total angular momentum is constant.There are other more exotic symmetries too leading to things like conservation of electric charge.
 

What does "Kinetic(max) = Dynamic(max)" mean?

This equation represents the maximum amount of kinetic energy and dynamic energy that a system can have at any given time. Kinetic energy is the energy of motion, while dynamic energy is the energy associated with force or movement.

How is "Kinetic(max)" different from "Dynamic(max)"?

Kinetic(max) specifically refers to the energy of motion, while Dynamic(max) encompasses all forms of energy associated with force or movement, including potential energy.

What factors affect the values of "Kinetic(max)" and "Dynamic(max)"?

The values of these energies are affected by factors such as the mass and velocity of the objects in the system, as well as any external forces acting upon the system.

How is "Kinetic(max)" related to the concept of inertia?

Inertia is the tendency of an object to resist changes in its state of motion. Kinetic energy is directly related to an object's velocity, which is a component of its state of motion. Therefore, an object with a higher kinetic energy will have a greater tendency to resist changes in its motion, or a higher inertia.

Why is it important to understand the concept of "Kinetic(max) = Dynamic(max)"?

This equation helps us understand the limitations of a system's energy and how it can change over time. It is also a fundamental concept in physics and is used in various applications, such as calculating the work done by a force on an object.

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