| 摘要 |
PROBLEM TO BE SOLVED: To solve the problem of why a nuclear magneton is 1/1,836 of a Bohr magneton while the mass energy is 1,836 times the mass energy of an electron. SOLUTION: It is assumed that the Bohr magneton is obtained by converting the work of rotation of the love of an electron into a magnetic photon. Its power is represented by K. The power of work means a conversion rate of the work. In the case of a formula: work energy of love of electron = mass energy of love of electron×distance of travel×work of love of K electron = work for forming Bohr magneton, K= conversion rate of work means a proportion of conversion of the work of the love of an electron into a Bohr magneton. Therefore, a formula is established: work of love of electron =8×10<SP>-14</SP>J×3.14×1.25×10<SP>-10</SP>m×7.96×10<SP>7</SP>revolution×K=2.5×10<SP>-15</SP>J×K=9.274×10<SP>-24</SP>J, K=3.71×10<SP>-9</SP>, and the conversion rate of work for forming a bundle of Bohr magnetons by the love of an electron is 3.71×10<SP>-9</SP>. Both the love of a proton and the love of an electron convert 3.71×10<SP>-9</SP>times their own work energy into energy of photon. COPYRIGHT: (C)2007,JPO&INPIT
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