Deriving Hubble's constant from fundamental constants

Does the same job

LN
Large Numbers Hypothesis Revisited2021 · ▲64
I was reviewing Dirac's Large Numbers Hypothesis (https://en.wikipedia.org/wiki/Dirac_large_numbers_hypothesis) and decided to give it a second go, now with measurements of fundamental constants more precise than 100 years ago. And I stumbled upon a value for Hubble's constant that's uncannily close. Here are the full calculations. https://colab.research.google.com/drive/1K1qoUFvqZp1fWbpcKJWq63nflgwS0ZHh?usp=sharing Meaningless, or meaningful coincidence?
RA
Relativity: A Modern Primer2021 · ramp-book.com · ▲204
HO
Harmony of the Spheres – Gravity Simulator2018 · thehappykoala.github.io · ▲69
HU
Hubble Ultra Deep Field Viewer2014 · domitable.com · ▲43
3M
3D Meshes of Signed Distance Functions in Python2021 · github.com · ▲157
PA
Pi Approximation using Monte Carlo2014 · montepie.herokuapp.com · ▲39

TL
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Hi HN, I built Eigendrum, a web tool that solves the 2D wave equation for arbitrary shapes so you can hear what they sound like as drums. How it works: * Solves -∇²u = λu using finite element analysis (Kφ = λMφ) on a triangle mesh. * Validated to <0.1% error against closed-form solutions for circles (Bessel zeros) and rectangles. * Sound model factors in strike location, Rayleigh damping, and mallet width. * Includes Kac drums I & II to demonstrate identical sound spectra from different geometries. * No frameworks, build steps, or dependencies. Repo and tests:…
Life & fun · 26d ago · baselashraf81.github.io

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