The Earth/matriX Tables of Planck Constants
Based on the Fundamental Physical Constants
Table I

by Charles William Johnson

Table I.
The Earth/matriX Table of the Planck Constants Based on the Fundamental Physical Constants.
The theoretical foundations of the Planck units; Planck mass at 3.4870766395 and reduced Planck mass at 2.17643985835. This table employed the CODATA fundamental physical constants to derive the numerical values for ten Planck constants, instead of using the traditional symbolic formulae provided by the CODATA. In this manner only basic math is used instead of the algebraic equations. A new numerical value of 6.8208822743077 is proposed for Planck's constant, instead of the traditional CODATA value of 6.62606896, which is thus much closer to Max Planck's original 6.885 assigned value in 1899.

Our Price $17.95 Paperback In Stock   Our Price $8.99 Purchase in Amazon   Our Price $18.95 Paperback In Stock The physics paradigm today is based mainly upon the concept of c-square, the squaring of the speed of light in a vacuum. Numerous fundamental physical and chemical constants provided in the physics literature [CODATA] reflect numerical values based upon powers of c, the speed of light in vacuo. The speed of light in a vacuum is determined to represent the upper limit of movement of mass|energy by physicists.   The upper speed limit for a light photon is 299792458 meters/second. The square of that number produces a numerical value that does not exist in any form of matter-energy. The c-square actually represents a number that corresponds to a near massless event: a light photon. The author goes beyond a critique of Albert Einstein’s famous formula based upon this unreal number. The rejection of Einstein’s formula is explored through basic math, the summation of powers in the equation’s terms.   A common procedure followed in deriving many of the CODATA recommendations is to divide certain fundamental physical constants by the value of the elementary charge, e, 1.602176487. With regard to the Planck constants and units of measurement, the case is argued that Max Planck may have simply reversed engineered this procedure in order to derive his natural units.