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|    sci.physics.research    |    Current physics research. (Moderated)    |    17,516 messages    |
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|    Message 16,608 of 17,516    |
|    Stefan Ram to All    |
|    Unification of forces: the energy of wha    |
|    01 Aug 19 12:37:37    |
      From: ram@zedat.fu-berlin.de               I have heard people saying something like:               "It is possible that those forces become unified in the case        of an energy above E0.".               The "forces" might have been the electro-weak and the strong        force.               The energy /of which system/ are they talking about?               To make this more clear for me, it might help to describe        a concrete situation or experimental setup where such an        energy is given.               I also assume it has to be an energy in the center-of-mass        system? Not a mere kinetic energy. So, one form of energy is        excluded. Are there any other forms of energy that are also        excluded? For example, the mass-energy of a paperweight should        be quite high, yet it does not exhibit unification of forces        (AFAIK), so somehow, this case also has to be excluded.        So, the energy of which system under which circumstances        exactly is required for a such a possible unification of        forces?               (The above was my /main/ question. But just in case that        someone has a good, short and simple explanation of what        "unification of forces" means and why a unification is        expected for high energies, I would like to hear that, too.)               TIA              [[Mod. note -- Perhaps the phrase we're looking for is something like       "center-of-mass energy of the interaction". Your paperweight presumably       contains about 10^26 elementary particles, so its (large) mass-energy       would need to be divided among a (large) number of elementary-particle       interactions, leading to a rather low energy in any single interaction.       -- jt]]              --- SoupGate-Win32 v1.05        * Origin: you cannot sedate... all the things you hate (1:229/2)    |
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