Jeff Cook Equations Quick
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Cook's New Electrogravity Theory (the
NET) Equations:
Note: In all cases below, when the letter
'n' is expressed following the equations,
it references the atomic number of the value
below it.
* Hydrogen's
quantum terminal velocity function: V (n)
V (n) = n * h / ( 2 * pi * B_r * m_e
) - ( c^2 ( n * h / ( 2 * pi * B_r * m_e ))^-1
)
V (n) = V_g + ( V_f * i )
At n = 1:
V (n) = -4.1080171... E+10 m s^-1
Where n is the quantum number,
h is Planck's constant, pi
is the Irrational number equal to 3.14159...,
B_r is the Bohr Hydrogen radius,
m_e is the electron rest mass,
c is the speed of light, V_g
is Hydrogen's group velocity (electron
orbit velocity), V_f is Hydrogen's
phase velocity (electron spin velocity)
and i is the Imaginary number equal
to the square root of -1.
* Hydrogen's
X-Wave function: X (n)
X (n) = c^2 * 2 * h * epsilon_o /
( q^2 * V (n) * i )
X (n) = n * Lambda_R^2
At n = 1:
X (n) = 1.0000533... (dimensionless)
Where c is the speed of light,
h is Planck's constant, epsilon_o
is the permittivity of free space,
q is the electron charge, V
(n) is Hydrogen's quantum terminal
velocity function, i is the Imaginary
number equal to the square root of -1,
n is the quantum number and Lambda_R
is the Lorentz factor.
* Hydrogen's
quantum zero point time increment: T_nu
T_nu = gamma * alpha
At n = 1:
T_nu = 1.0483357... E-27 s
Where gamma is Hydrogen's band
gap and alpha is the fine structure
constant.
* Hydrogen's
quantum zero point constant: nu
nu = T_nu / 1 second
nu = 1.0483357... E-27 (dimensionless)
Where T_nu is Hydrogen's quantum
zero point time increment.
* The
fine structure constant: alpha
alpha = gamma * nu / 1 second
alpha = 7.2973526... E-03 (dimensionless)
Where gamma is Hydrogen's band
gap and nu is Hydrogen's quantum
zero point constant.
* Hydrogen's
quantum gap deceleration: g^-1_gamma
g^-1_gamma = gamma ( n^-1 - V_g +
( V_f / i ))^-1
g^-1_gamma = T_nu * Lambda_R^2 / c
g^-1_gamma = gamma / ( n^-1 - V (n))
At n = 1:
g^-1_gamma = 3.4970576... E-36 s^2
m^-1
Where gamma is Hydrogen's band
gap, n is the quantum number,
V_g is Hydrogen's group velocity
(electron orbit velocity), V_f
is Hydrogen's phase velocity (electron
spin velocity), i is the Imaginary
number equal to the square root of -1,
T_nu is Hydrogen's quantum zero
point time increment, Lambda_R
is the Lorentz factor, c is
the speed of light and V (n)
is Hydrogen's quantum terminal velocity
function.
* Relativistic
non-integer X-Wave function: X (r)
X (r) = r * Lambda_R^2 + ( nu / i
) + ( nu / i ) + ( nu / i ) ...n
Where r is the non-integer,
Lambda_R is the Lorentz factor,
nu is Hydrogen's quantum zero point
constant, i is the Imaginary number
equal to the square root of -1 and
n is the convergent function constant.
* Fine
structure constant X-Wave function: X (alpha)
X (alpha) = Lambda_R^2 / alpha + ( nu / i
) + ( nu / i ) + ( nu / i ) ...0
Where Lambda_R is the Lorentz factor, alpha
is the fine structure constant, nu is Hydrogen's
quantum zero point constant and i
is the Imaginary number equal to the square
root of -1.
* Various
mathematical results at Hydrogen's two singularities
( 1 / alpha ) + ( gamma / ( nu * i )) = 0
( 1 / alpha ) - ( gamma / nu ) = 0
1 / alpha = gamma / nu
Where alpha is the fine structure
constant, gamma is the band
gap, nu is Hydrogen's quantum
zero point constant and i is the
Imaginary number equal to the square root
of -1.
Thus,
n = gamma / T_nu
Where n is the quantum number,
gamma is the band gap and T_nu
is Hydrogen's quantum zero point time increment.
* Quantum
electrogravitational frequency: f_x
f_x = K / ( gamma_R * i )
f_x = -K / gamma_R
f_x = f_LM
At n = 1 / alpha:
f_x = 1.0032249... E+01 Hz
Where K is Hydrogen's magnetic
curl (or propagation constant),
gamma_R is the gamma ratio,
i is the Imaginary number equal to
the square root of -1 and f_LM
is the Bayles electrogravitational frequency,
which is equivalent.
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