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- W50828269 abstract "Standard vector calculus based upon properties of non-composite particles violates the associative law of addition when applied to composite particles. The proof starts with a redistribution of number 1 as 1 = x1 + x2, where x2 = 1-x1.Physical unit hydrogen mass mH is redistributed as mH=me +Mp, with Mp = mH -me. With the associative law of addition, species H can occur naturally in 2 forms: an atom state H, related to the standard distribution x1+(1-x1) and an anti-atom state or anti-hydrogen H-state, related to the mirror of the equivalent distribution of H or -x1 +(1+x1).The difference between the 2 forms of species H, both with total mass mH, lies in their reduced mass: (a) me(1-me/mH) ≡ me/(1+me/Mp), the Bohr value for the H-state and (b) its super-symmetrical equivalent me(1+me/mH) for the anti-H or H-state The ratio is 1.0011 known as an anomaly for me but an equivalent solution gives 2 proton radii, a problem for bound state QED theory as well as for experimentalists. Consequences for CERN-based artificial anti-hydrogen experiments are given." @default.
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- W50828269 date "2003-01-01" @default.
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- W50828269 title "Symmetry breaking: how vector calculus can violate the associative law of addition" @default.
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