Law of Conservation of Mechanical Energy

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Homework Help Overview

The discussion revolves around the Law of Conservation of Mechanical Energy (LCME) and its applicability in the presence of non-conservative forces. Participants explore the conditions under which mechanical energy is conserved and the implications of energy transformation in different force fields.

Discussion Character

  • Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants question why LCME fails under non-conservative forces and discuss the definitions of mechanical energy and conservative forces. There is an exploration of energy transfer and the distinction between conservative and non-conservative fields.

Discussion Status

The discussion is active, with participants providing insights into the nature of conservative and non-conservative forces. Some guidance has been offered regarding the definitions and implications of energy conservation, but multiple interpretations of the concepts are still being explored.

Contextual Notes

There is mention of a delay in receiving feedback from a professor, which may influence the urgency and depth of the discussion. The original poster expresses a desire for clarification on the topic while awaiting further input.

WiFO215
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[SOLVED] Law of Conservation of Mechanical Energy

1. I was just questioning myself about why LCME won't work under the influence of non-conservational forces

Could you go through my attached file I'd originally sent to my physics prof.? I have to wait a week before I meet him and get my answer and I'm not the pateint type and discussions of such types of questions are always interesting.


Thank you,
Anirudh
 

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anirudh215 said:
1. I was just questioning myself about why LCME won't work under the influence of non-conservational forces
The Law of Conservation of Mechanical Energy is just a special case of the general law of conservation of energy. Mechanical energy is defined as the total kinetic and potential energy. So if some of that mechanical energy is transferred into some other form of energy (eg. heat or radiation) mechanical energy cannot be conserved.

In a conservative field, the energy is always in the form of kinetic or potential energy. No kinetic or potential energy is lost (ie. kinetic energy is transferred only into potential energy and potential energy is transferred only into kinetic energy). Not so in a non-conservative field.

AM
 
Brilliant! Now why didn't I think of that?
 
The term "conservative force" in fact refers to a force that conserves mechanical energy. Gravitation and electromagnetism are examples; friction and fluid "drag" are non-conservative.
 

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