Garry Denke
G-D
THE FORMULAE IN CGS
k = hbar*c/4π*e^2
k = 9.670554000 x 10^-29 erg*s * 2.997924580 x 10^10 cm/s / 4π * (4.803204712 x 10^-10 esu)^2
k = 1
e^2 = hbar*c/4π*k
e^2 = 9.670554000 x 10^-29 erg*s * 2.997924580 x 10^10 cm/s / 4π * 1
e^2 = (4.803204712 x 10^-10 esu)^2
hbar = 4π*k*e^2/c
hbar = 4π * 1 * (4.803204712 x 10^-10 esu)^2 / 2.997924580 x 10^10 cm/s
hbar = 9.670554000 x 10^-29 erg*s
alpha = 4π*e^2/2*h*c
alpha = 4π * (4.803204712 x 10^-10 esu)^2 / 2.000000000 x 10^0 rad/sr * 6.626070150 x 10−27 erg*s/rad * 2.997924580 x 10^10 cm/s
alpha = 7.297352566 x 10^-3 sr
hbar = 2*h*alpha
hbar = 2.000000000 x 10^0 rad/sr * 6.626070150 x 10^-27 erg*s/rad * 7.297352566 x 10^-3 sr
hbar = 9.670554000 x 10^-29 erg*s
alpha = hbar/2*h
alpha = 9.670554000 x 10^-29 erg*s / 2.000000000 x 10^0 rad/sr * 6.626070150 x 10^-27 erg*s/rad
alpha = 7.297352566 x 10^-3 sr
h = hbar/2*alpha
h = 9.670554000 x 10^-29 erg*s / 2.000000000 x 10^0 rad/sr * 7.297352566 x 10^-3 sr
h = 6.626070150 x 10^-27 erg*s/rad
"Denke (hbar) is action,
Planck (h) is angular."
k = hbar*c/4π*e^2
k = 9.670554000 x 10^-29 erg*s * 2.997924580 x 10^10 cm/s / 4π * (4.803204712 x 10^-10 esu)^2
k = 1
e^2 = hbar*c/4π*k
e^2 = 9.670554000 x 10^-29 erg*s * 2.997924580 x 10^10 cm/s / 4π * 1
e^2 = (4.803204712 x 10^-10 esu)^2
hbar = 4π*k*e^2/c
hbar = 4π * 1 * (4.803204712 x 10^-10 esu)^2 / 2.997924580 x 10^10 cm/s
hbar = 9.670554000 x 10^-29 erg*s
alpha = 4π*e^2/2*h*c
alpha = 4π * (4.803204712 x 10^-10 esu)^2 / 2.000000000 x 10^0 rad/sr * 6.626070150 x 10−27 erg*s/rad * 2.997924580 x 10^10 cm/s
alpha = 7.297352566 x 10^-3 sr
hbar = 2*h*alpha
hbar = 2.000000000 x 10^0 rad/sr * 6.626070150 x 10^-27 erg*s/rad * 7.297352566 x 10^-3 sr
hbar = 9.670554000 x 10^-29 erg*s
alpha = hbar/2*h
alpha = 9.670554000 x 10^-29 erg*s / 2.000000000 x 10^0 rad/sr * 6.626070150 x 10^-27 erg*s/rad
alpha = 7.297352566 x 10^-3 sr
h = hbar/2*alpha
h = 9.670554000 x 10^-29 erg*s / 2.000000000 x 10^0 rad/sr * 7.297352566 x 10^-3 sr
h = 6.626070150 x 10^-27 erg*s/rad
"Denke (hbar) is action,
Planck (h) is angular."
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