Created
January 13, 2021 07:24
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Estimating the age of universe as dimension of time using fundamental constants. Based on Paul Dirac's large number hypothesis.
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from math import pi, ceil, log10 | |
e = 1.6 * (10**-19) | |
mE = 9.1 * (10**-31) | |
mP = 1.67 * (10**-27) | |
c = 3 * (10**8) | |
G = 6.67 * (10**-11) | |
x = (9 * (10**9)) | |
n = (e**4) * (x**2) | |
d = (mP * (mE ** 2) * (c ** 3) * G) | |
T = ( n / d ) | |
print('%.2e seconds' % T) | |
Ts = T/(60*60*24*365.25) | |
print('%.2e years' % Ts) | |
r = ceil(log10(Ts)) | |
if r == 9: | |
print('≈ 10⁹ years') | |
else: | |
print('Constants have changed over time?! Do people still use Python3? lol') |
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