Understanding Energy: Alternative Working Conditions

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Energy is defined in physics as the capability to perform work, while the term "degree of inertial resistance" is more closely related to mass. Mass is indeed a form of energy, as illustrated by the equation E=mc², indicating that matter can transform into energy and vice versa. The discussion highlights the concept of conservation of energy, noting that kinetic energy is conserved in elastic collisions, but adjustments are made for inelastic collisions by accounting for heat. The term "inertial resistance" lacks a formal definition in physics, with inertia being described as the resistance to changes in momentum. Overall, the conversation emphasizes the interconnectedness of energy, mass, and momentum in understanding physical principles.
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I have heard one definition of energy meaning a degree of inertial resistance... can anyone give me a different working condition for the word
 
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Degree of inertial resistance sounds more like mass to me... *shrug*
 
In physics, energy is the capability of something to do work. And yes, a "degree of inertial resistance" is mass.
 
yea degree of inertial resistance does sound like mass. but mass is energy according to E=MC^2 so i guess its right in a way. my pinky is energy along with my textbook and keyboard
 
Matter is not energy, matter can become energy and vice vesa.
 
I'm not quite in agreement with that, but it might be just a matter of me using the wrong terminology. Given the wave functions involved, I always consider matter to be energy in a bound state, roughly analogous to ice being water in a bound state.
 
Matter IS... another form of energy or vice versa
 
"Energy" is a bookkeeping device (how many words do you know with three double letters in a row?). People noticed long ago that kinetic energy is conserved in simple collisions so developed "conservation of energy". Of course, if the collision is not "elastic" that doesn't work so they added "heat" as a type of energy to "explain" that (and keep "conservation of energy" true). When relativity made it clear that mass could be converted to energy (and vice-versa) mass itself was declared a kind of energy just to make "conservation of energy" still work!
 
Avgiu said:
I have heard one definition of energy meaning a degree of inertial resistance... can anyone give me a different working condition for the word
The term Inertial resistance has never been defined in physics. Let me offer this;

inertia is defined as the amount by which a body resists changes in momentum. So what would you call something which resist a change in momentum? I'd call that "force" in that F = dp/dt.

The definition of energy is given here

http://www.geocities.com/physics_world/mech/what_is_energy.htm

Pete
 
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