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PROTON RADIUS PUZZLE SOLVED - Full Wave Equ for Single Hydrogen Atom
a-4-th-order-7-dimensional-polynomial.html
Easter Egg Comments
The Proton: Superfluid Vortex Quantization
The Proton: Quantized Angular Momentum
Proton Related Links
The Answers
The Question
The Derivation #1
Misc Notes Scaling Law?
Mark Rohrbaugh and Dan Winter Video
Proton-Electron Arc or Arc Length (Covenant of the Arc) & Electron Mass
/hydrogen-radii-i-ii-ii-using-google
golden-ratio-varphi-fractally-embedded.html
Muonic Hydrogen Radius in Proton / Electron Mass Ratio Mu
Original circa 1990 Derivation
The Electron and the Holographic Solution
Electron Mass - WoW, Nobel worthy
βΌ
1st Iteration: Electron Mass(m_e), Charge(e), Permittivity (e0), Planck's Constant (h), Speed of Light (c), Rydberg Constant (Rh) - Plotly Polts with CODAT/NIST and Minimum Error 1st Iteration Values in Console
9.1Γ10ββ31 β 9.105Γ10ββ31 β 9.11Γ10ββ31 β 9.115Γ10ββ31 β 9.12Γ10ββ31 β 9.125Γ10ββ31 β 9.13Γ10ββ31 β β0.0015 β0.001 β0.0005 0 0.0005 0.001 0.0015
trace 0 trace 1 trace 2 y = ErrorElectronMass(x)
9.1Γ10ββ31 β 9.105Γ10ββ31 β 9.11Γ10ββ31 β 9.115Γ10ββ31 β 9.12Γ10ββ31 β 9.125Γ10ββ31 β 9.13Γ10ββ31 β β25 β20 β15 β10
trace 0 trace 1 trace 2 y = Math.log(Math.abs(ErrorElectronMass(x)))
1.6015Γ10ββ19 β 1.602Γ10ββ19 β 1.6025Γ10ββ19 β 1.603Γ10ββ19 β β0.002 β0.001 0 0.001 0.002
trace 0 trace 1 trace 2 y = ErrorElectronCharge(x)
1.6015Γ10ββ19 β 1.602Γ10ββ19 β 1.6025Γ10ββ19 β 1.603Γ10ββ19 β β14 β12 β10 β8 β6
trace 0 trace 1 trace 2 y = ErrorElectronCharge(x)
8.845p 8.85p 8.855p 8.86p β16 β14 β12 β10 β8 β6
trace 0 trace 1 trace 2 y = Math.log(Math.abs(Error_e0(x)))
6.62Γ10ββ34 β 6.622Γ10ββ34 β 6.624Γ10ββ34 β 6.626Γ10ββ34 β 6.628Γ10ββ34 β β16 β14 β12 β10 β8 β6
trace 0 trace 1 trace 2 y = Math.log(Math.abs(Error_h(x)))
299M 299.2M 299.4M 299.6M 299.8M 300M 300.2M β14 β12 β10 β8 β6
trace 0 trace 1 trace 2 y = Math.log(Math.abs(Error_c(x)))
10.94M 10.95M 10.96M 10.97M 10.98M 10.99M β16 β14 β12 β10 β8 β6
trace 0 trace 1 trace 2 y = Math.log(Math.abs(Error_Rh(x)))
Trace 0 is plot of Polynomial Error of given constant assume others are correct.
ReplyDeleteTrace 1 is NIST/CODATA
Trace 2 is 1st Iteration Min Error Value for given constant
First 2 constants have both linear and log error shown.
ReplyDeleteThe min error value doesn't go as low as the plots due to tol being set higher than plot step (or something like that, still investingating)
ReplyDeleteWork In Progress (WIP). Need to add proton mass relationship... maybe...
ReplyDelete