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- W163492431 abstract "In prior articles was shown that all Monads are Dipole , z = (a+i.v)^ n =1/w, on nth power where issues their Binomial nature and also on exponential power of the natural logarithm base ,e, as → z^n = (s +v i )¹/ w = |zo| w. [cos.(φ+2kπ)/w + i.sin.(φ+2kπ)/w] = |zo| w .e^ i.(φ+2kπ) / w ← meaning that these are of wave and sinusoidal nature . This Quaternion exponential form of the quantized Spaces , Anti-Spaces , Sub-Spaces and Energy as logarithm on decimal base ,b, is the ,Monads geometrical interpretation, measured on the three natural and constant numbers e , π , i , on bases which are independent of any Space and coordinate system one of them is Planck length's Lp = 8,906.10 ^ -35 m (10 - 35 m). Moreover , Diffraction cavities are created for storing Energy of all types , and for Temperature in the Tank cavity Lt = 1,781.10 ^ -7 m (10-7m) from where is then dissipated and damped in Planck's Tank cavity Lp following the two ideal Gas equations [Λ= nRT/V] of Entropy in Thermodynamics (perfectly elastic) and the Temperature of the Black-body which is quantized and dissipated per circle ( from the Balance Tank energy ) following Stefan - Boltzmann law Wd = σ.T 4 where then the Temperature in this Ideal Tank T t = 2,213.1010 K which absorbs and emits all types of the electromagnetic radiations . Energy (Heat ) causes Monads (molecules) to vibrate . More Heat creates higher frequency vibrations and increasing also the Intensity = Pressure of the radiation . Boltzmann's constant σ = 5,67.10– 8 (W/m².K 4) = 1,38066.10– 23(J/K) is the quantized Energy [Vibration in magnitude L < 3,9698.10 – 62 m , under Heat cause] into a new monad , the Intensity . In this magnitude is emitted Graviton particle (radiation) in Gravity's Length Lg = e ^ -i.(9π/2).b = e - i.( 9π/2 ).10 = e ( 141,372 ) = 3,969.10 62 m , and now Gravity is Incorporated into Quantum mechanics ." @default.
- W163492431 created "2016-06-24" @default.
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- W163492431 date "2014-06-01" @default.
- W163492431 modified "2023-09-27" @default.
- W163492431 title "Plancks Length as Geometrical Exponential of Spaces" @default.
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