- #1
Himanshu
- 67
- 0
What does the term "Action" means in physics?
What does the term "Action" means in physics?
What does the term "Action" means in physics?
I don't know, but someone usually says it after "lights, camera..."Himanshu said:What does the term "Action" means in physics?
Actually, when I studied Hamilitonian Mechanics, it was presented as a way of avoiding explicit enumeration of forces, which gets pretty complicated for complex systems. The point is that by expressing the fundamental principles in terms of the action, you don't have to mentions forces at all if you don't want to.rbj said:i was surprized to see the word "force" so carefully omitted in the explanations. not to equate the two, but they're related.
Yes, that's why I said "if you don't want to" - I was sweeping constraint forces under the rug, since I don't think mentioning them really clarifies the topic of this thread, i.e. the use of the action in Physics.CPL.Luke said:actually that's not entirely true for systems with constraints, the lagrange multipliers actually become the forces of constraint, and partial L withrespect to q are the forces related to the potential energy.
In physics, the term Action refers to a fundamental concept that describes the behavior of a physical system over time. It is a numerical quantity that represents the total effect of all forces acting on a system.
Action is closely related to other fundamental concepts in physics, such as energy, momentum, and force. In fact, the principle of least action, which states that a physical system will take the path of least action, is a fundamental principle in classical mechanics.
One example of the use of the term Action in physics is in the Lagrangian formulation of classical mechanics. In this formulation, the Action is defined as the difference between the kinetic and potential energies of a system, and is used to derive the equations of motion.
The SI unit for Action is joule-second (J·s), which is equivalent to the unit of energy multiplied by time. This unit is commonly used in quantum mechanics, where Action is often expressed in terms of the Planck constant (h).
In quantum mechanics, the concept of Action is used to describe the behavior of particles at the quantum level. The principle of least action is also applicable in quantum mechanics, and is used to derive the Schrödinger equation, which describes the dynamics of quantum systems.