I Mass & Density: Unpacking Feynman's Idea

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The discussion centers on the concept of mass as a numerical value and its relationship to energy, referencing Feynman's assertion that energy's true nature is elusive. It highlights that mass is invariant across all reference frames, while energy varies depending on the frame of reference, such as kinetic and gravitational potential energy. The importance of understanding the meaning behind physical units versus their relationships in equations is debated, with a focus on the significance of changes in energy rather than absolute values. The conversation also touches on the philosophical implications of understanding mass, questioning whether we truly grasp its essence or merely its functional role in mechanics. Ultimately, the dialogue reflects a blend of scientific inquiry and philosophical pondering regarding the nature of mass and energy.
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Do we know what mass is or just what it does in mechanics
What do you think of the idea that mass is a number?

This apparently derives from something Feynman said about energy. Apart from saying "nobody knows what energy is", he does go on to explain in the same lecture, what he knows about work energy. Is it more important to know how something is related to something else when both have physical units, or more important to know what the units "mean"?

Since having equations is also meaningful. Since in general equations imply a measurement?
 
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Mass of system is energy measured in the inertial frame of reference where the system has no momentum. I think it is the definition. Mass is reduced to energy in the definition.
 
Anko said:
Summary:: Do we know what mass is or just what it does in mechanics

What do you think of the idea that mass is a number?
Mass in an invariant quantity. This means that the mass of an object is the same in all reference frames.

The Energy of a system, however, depends on the reference frame. E.g. kinetic energy depends on the speed of the object, which varies according to which reference frame you are using. And, GPE (gravitational potential energy) depends on an arbitrary reference point (e.g. zero at "infinity").

Only changes in energy are meaninful. E.g. if you move within a gravitational field, then the change in your GPE is the same, regardless of the reference point.

Note that in a closed system energy is conserved, which means it doesn't change over time.
 
Anko said:
Summary:: Do we know what mass is or just what it does in mechanics
This kind of question annoys me. Of course we know what mass is. Then we get the inevitable follow up questions like “But do we know what mass really is?” Or “Do we know what mass IS?” As though that changes the question.
 
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But Dale, maybe we can know what mass is, but do what we know what it really really is?

<ducking and running for cover>
 
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