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Rydberg constant. Electro-chemical equivalent gives an accurate value of emH. Coupling this with the previous value of eV mH gives an accurate numerical value of the charge of the electron, e. It also gives an accurate value of the mass of the hydrogen atom, mH. Combining this value of ewith theB ucherer ratio of eto cm gives an accurate value of the mass...
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Rydberg constant. Electro-chemical equivalent gives an accurate value of emH. Coupling this with the previous value of eV mH gives an accurate numerical value of the charge of the electron, e. It also gives an accurate value of the mass of the hydrogen atom, mH. Combining this value of ewith theB ucherer ratio of eto cm gives an accurate value of the mass of the electron, m22-33 IV Reasons for making mass have the dimensions of a velocity, LT 1. First, a new expression has been found for Planck sconstant, h, which demands that mass shall have the dimensions of a velocity. Second, the gravitational theory of the author makes the sarnie demand. Meaning of the constant, h. The formula of Einstein experimentally established by Millikan. His experimental value of hfrom this work is 6.56 X10 27. The new theoretical expression for hmakes it depend upon the numerical values of the velocity of light andR ydberg sconstant only. It is given three different and equivalent forms. The theoretical numerical value of his 6.558 X10~27, very close toM illikan sexperimental result. New units of length and time considered, different from the centimeter and the second. Unit of time chosen is the timje of one revolution of the electrons in the hydrogen atom. New unit of length is the distance travelled by light during one revolution of the electrons. Velocity of light on this system becomes unity. Twice the Rydberg constant becomes unity. The specific inductive capacity becomes numerically equal to the velocity of light in the C.G.S. system. The units of mass and of energy are large by comparison with the old units. The square of the charge on one electron numerically equal to the mass of the hydrogen atom, but not dimensionally. The mass of the hydrogen atom numerically equal to its energy content, but not dimensionally. The constant hdepends upon the specific inductive capacity(Typographical errors above are due to OCR software and don't occur in the book.)
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