134 lines
6.9 KiB
Plaintext
134 lines
6.9 KiB
Plaintext
Aetherometric Equations & Constants
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Correa&Correa, 1997, 2005
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______________________________________________________________________________
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AETHEROMETRIC EQUATIONS & CONSTANTS
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The following are just a few basic examples of exclusively aetherometric functions - equations and constants with exact solutions. The power of aetherometric thought is perhaps never more apparent than in such elegant and simple algebraic equations as those presented below. Contrast these aetherometric functions - the lack of which has bedeviled an epoch ruled by the mathematical fictions of relativity, probabilism and QED/QCD - with the absurd expressions that these fictions have produced in the name of science, and you will have a measure of the unique and exact achievements of Aetherometry in decoding the inner functions of nature.
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General Aetherometry
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• Universal energy function (primary superimposition):
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E1 = S 1 Γ1 = l1 l2 l3 t1-1 t2-1 = x3 t-2 = λ1 W1 W2 = p W2
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• Universal phase energy function (secondary superimposition): En = Sn Γn = x3n t-2n
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• Massfree dimensionality of the elementary charge (electric linear momentum): q -∫- m0.5 l1.5 t-1 -∫- l2 t-1 -----------------------------------------------------------------------------
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Aetherometric constants - either exclusively aetherometric or aetherometric equivalent constants:
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• Planck’s constant: h = 3.990313212*10-9 m3 sec-1
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• Duane-Hunt wavelength: λx = h/pe = 2.856*10-10 m
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• Eta-Correa proportionality constant: η = Wx/c = 10 (19,206)0.25 = 117.7222895
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• Aetherometric value of the reciprocal of the fine-structure constant: α-1 = η2 10-2 = 138.5853745 (yes, an entire epoch is wrong!)
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Aetherometric Equations & Constants
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Correa&Correa, 1997, 2005
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______________________________________________________________________________
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Aetherometric constants - either exclusively aetherometric or aetherometric equivalent constants: cont.
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• Photon-intrinsic wave-invariant light speed: c = √(Wk Wx) = √(pe υk)
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• Electron volt 1 eV =∫= 9.648*105 m3 sec-2
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• Hartree energy (maximal hydrogen ‘orbital’ energy): EH = hυk = me c2/α-2 = 26.43 eV
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Gravitational Aetherometry
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• Gravitational wavelength equivalent to inertial mass (graviton property): λn = m NA 10-2 in meters
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• Gravitational wavelength of the electron-graviton: me = 9.1078 * 10-28gm =∫= λe = (Eαe/c)0.666 m-0.333 sec0.666 = 5.485 * 10-6m
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• Graviton frequency: fn =∫= λn-0.5 meter0.5 sec-1
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• Electron-graviton frequency: fe =∫= λe-0.5 meter0.5 sec-1 = 426.953 (single swings) sec-1
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• Graviton energy: EGn = pGn WGn = λn Wgn2 = λn3 fn2
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• Cosmological gravitational force constant: 1.) Exact Operational Value:
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G = (h/2π me c2)2 vG (α m sec-2)2 = (h2/Eδe EGe) (WGe/c) (α m sec-2)2 = = (h2/ Eαe2) (WGe/c) (α m sec-2)2 = 1.10575*10-35 m2 sec-2
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2.) Exact Predicted Value (AS3-II.11):
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G = µe KKrSS/pe = λPlanck KKrSS = 1.107435902 * 10-35 m2 sec-2
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Aetherometric Equations & Constants
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Correa&Correa, 1997, 2005
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______________________________________________________________________________
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• Gyrogravitational Moment of “Space” (Aether Lattice)
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µe = G/m sec--2
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• Apparent velocity of propagation of gravitational disturbances vG = (c/WGe) m sec-1 = c fe/1 m sec-2 = 426.95 c = 1.2799*1011 m sec-1
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Aetherometric constants of the electron torus
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• Electron mass-energy: electric structure (1s1) and electromagnetic equivalences: Eδe = me c2 = pae c = hυδe =∫= λe c2 = λe Wk Wx = pe Wx = 4.93*1011 m3 sec-2 =∫= eVx = 511 keV
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• Bohr radius (geometric mean of the 1s1 magnetic and electric radii of the electron mass-energy): rB = √(rx rh) = √(h/4π λe υk)
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• Fundamental electric charge: e =∫= pe = h//λx = 13.97017 m2 sec-1
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• Wavelength of the magnetic wavefunction of the electron torus: λh = pe/λe υk = pe/Wx = Wk/υk = α−1 h/100 pe = λe/η2 = 3.958*10-10 m
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Aetherometric phase energy relations (Aetherometric Cosmology)
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• Fundamental latent massfree energy (Aether) element responsible for electron creation: Eαe =∫= pAe WGe =∫= (λe c)(λe fe) =∫= λe c WGe = λe2 fe c = 3.85195 m3 sec-2 =∫= 4 µeV
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• General secondary superimposition, square phase: Eαn2 = (Eδn * EGn)
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• Secondary superimposition, square phase for cosmological electrons and gravitons: Eαe2 = Eδe EGe = (me c WGe)2 =∫= (λe c2) (λe WGe2) = 14.8375 m6 sec-4
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Aetherometric Equations & Constants
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Correa&Correa, 1997, 2005
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______________________________________________________________________________
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• Secondary superimposition, cubic phase for cosmological electrons, gravitons and mCBR mode production: 4 α−2 (Eαe3) = (Eδe EGe) (EαCBOR) = (Eδe * EGe) (hυCBR) α−2 = 4.39*106 m9 sec-6
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Photo-Aetherometry
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• Electron-emitted blackbody spectrum: upper limit frequency: υk = Wk Wx/pe =∫= c2/e = e/ me =∫= 6.43338*1015 sec-1
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• Electron-emitted blackbody photon frequency: υ = Wk Wv/pe • Proton-emitted blackbody photon frequency: υ = Wu Wv/pe -----------------------------------------------------------------------------
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Thermal Aetherometry
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• Length equivalent of degree Kelvin deg K = 1.7116 * 108m
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•Boltzmann constant k = R/NA = 83.144 m3 sec-2/deg K
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Cosmological Ambipolar Aetherometry
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• Cosmic background ambipolar (orgone) radiation (CBOR) responsible for mCBR production: EαCBOR =∫= 0.3067 eV = 4 α−2 Eαe • Cosmic microwave background radiation (mode): EmCBR = hυCBR = 4Eαe = 16 µeV • Electric field frequency for light leptons:
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εe = Wv/λe = Wk Wv/pe = v2/pe
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• Energy cut-off for ambipolar subspectra:
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ε EαεD/OR = pe WvD/OR = (λh/6.4) WvD/OR2 = (6.4 λh)3 ( i/6.42)2 =∫= 79.4 keV
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Aetherometric Equations & Constants
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Correa&Correa, 1997, 2005
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______________________________________________________________________________
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• Modal wave velocity of solar ambipolar radiation: WvS = (υk/10) pe/Wk = 3.514*109 m sec-1 =∫= 51,100 V
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• Electric field frequency of modal solar ambipolar radiation:
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εS = WvS2/pe = 8.9*1017 sec-1
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Aetherometric Theory of Magnetism
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• Correct definition of the gauss 1 gauss = 1 dyne/(esu * c) = 6.9065 m-1
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• Definition of the tesla 1 tesla = 1 N m-1 amp-1 = 6.9065 *104 m-1
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• Cyclotron frequency (electrons): Fcyclo = Wk B/2π = c B/2π η = 2.8 * 106 sec-1
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• Magnetic field wavelength functions:
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H-1 =∫=
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ε ε v/ = Wk0.5 Wv0.5/ = (λe λy2)0.5 = HMB-1 ε ε v/ = Wv/ = λy1 = HMF-1
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2π(B)-1 =∫=
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Wk/Fcyclo = 2πr = 2π BMB-1 Wv/Fcyclo = 2πr = 2π BMF-1
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MB: ELECTRON MF MB: ELECTRON MF
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IN MATTER IN VACUUM
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