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 What is rest mass?  Brief analysis proves that rest mass has kinetic energy. - What is rest mass ?

This article aims to prove that a group of mass and momentum has rest mass and kinetic energy by brief mathematical analysis.

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 What is rest mass?  Brief analysis proves that rest mass has kinetic energy. - What is rest mass ? | miyajiphysics.info Reviews

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This article aims to prove that a group of mass and momentum has rest mass and kinetic energy by brief mathematical analysis.

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Page5 -  What is rest mass?  Brief analysis proves that rest mass has kinetic energy.

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What is rest mass? Brief analysis proves that rest mass has kinetic energy. 4 Increase of energy in the system is equal to increase of mass in case of free particles. At first , explanation. Is limited to one dimension of t-x. By differentiating equation (2-17), equation (4-1),(4-2) are obtained if rest mass M 0. Neither increases nor decreases. In this case, the motion of M can be treated in the same way of a single mass. DV/dt) in Newtonian mechanics. Because the fuel of rocket is exhausted. Is introdu...

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Page2 -  What is rest mass?  Brief analysis proves that rest mass has kinetic energy.

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What is rest mass? Brief analysis proves that rest mass has kinetic energy. 1 Preparation for modeling of. A group of mass. At first, a single mass shown in Fig.1-1 is moving with velocity v in a certain inertial coordinates A. Relativistic mass and momentum. M,p) is well known as equation (1-1),(1-2). Including momentum p, m and p are expressed by matrix equation (1-3). (wikipedia.org/wiki/Mass in special relativity 4. Equation (1-1) is important to express that m has kinetic energy and rest energy m 0.

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Page6 -  What is rest mass?  Brief analysis proves that rest mass has kinetic energy.

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What is rest mass? Brief analysis proves that rest mass has kinetic energy. 6 Resolution of rest mass. In considering a rest mass, it is not a mathematical point but a compound of small particles which contain kinetic energy. Artial summation of m ij. Comes together as equation (6-4,6-5). Following equations shows the procedure of grouping of rest mass. L. Ocal velocity is expressed by global velocity as equation (6-8). Local velocity(v ijk '. Is the velocity observed from the center of momentum of m ij.

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Page3 -  What is rest mass?  Brief analysis proves that rest mass has kinetic energy.

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What is rest mass? Brief analysis proves that rest mass has kinetic energy. 2 Application of Lorentz transformation for a group of mass. To make it clear what rest mass is, it is possible to suppose that a lot of masses are moving in a coordinates A as shown in Fig.2-1. As a first step, the coordinates A is supposed to be t-x dimension. Among a group, m i. Is a mass and v i. Of mass is observed from a different coordinates B. Coordinates B is moving with velocity V in coordinates A. Is converted to v i.

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Page4 -  What is rest mass?  Brief analysis proves that rest mass has kinetic energy.

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What is rest mass? Brief analysis proves that rest mass has kinetic energy. 3 Extension of the theory to x-y-z three dimensional space. In case of one dimension, mass and momentum are easily expressed by equation (2-12). On the other hand, mass and momentum of particles in three dimensions are expressed by equation (3-1), (3-2), (3-3) and (3-4). Is an equivalent rest mass. These variables are Vx,Vy,Vz and M 0. Equation (2-17) is also satisfied in case of three dimensional space. Which is observed from th...

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