Finding the Fine Structure Constant through the Planck Charge Boundary
Finding the Fine Structure Constant through the Planck Charge Boundary
In[4]:=
Out[4]=
q
P
In[5]:=
Planck Charge
Out[6]=
1.875546038aC(attocoulombs),0.001875546038fC(femtocoulombs),1.875546038×C(coulombs),11.70623761e(elementary charges)
-18
10
We go dimensionless! Assume the magnitude when expressed in quantized charge of our friend the electron.
We go dimensionless! Assume the magnitude when expressed in quantized charge of our friend the electron.
In[7]:=
1/11.70623761
Out[7]=
0.0854245
In[8]:=
0.08542454316370228
Out[9]=
0.08542454316370228
Our friend here looks familiar? Let us square, Go Wolfram Alpha!
Our friend here looks familiar? Let us square, Go Wolfram Alpha!
In[14]:=
0.08542454316370228^2
Out[14]=
0.00729735
In[15]:=
0.007297352574727234
Out[16]=
0.007297352574727234
In[17]:=
Out[17]=
α
In[18]:=
Fine Structure constant
Let us compare results.
Let us compare results.
Out[19]=
0.00729735257
Out[16]=
0.007297352574727234
🤔
🤔
I think its pretty neat. ^.^
I think its pretty neat. ^.^
I think its pretty neat. ^.^