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.
* Tachyon
and muon electrostatic energy: e_tm
e_tm = F_tm * e_r
e_tm = E_tm * c / V_g
e_tm = m_e * alpha * c / V_g
e_tm = m_e
At n = 1 / alpha:
e_tm = 9.1093822... E-31 J or 9.1093822...
E-31 kg
Where F_tm is the tachyon and muon
electrostatic force, e_r is the
classic electron radius, E_tm
is the electrical energy (or electrogravitational
energy) between the tachyon and muon,
c is the speed of light, V_g
is Hydrogen's group velocity (or electron
orbit velocity), the m_e is the
electron rest mass, alpha is
the fine structure constant and c
is the speed of light.
* Hydrogen's
number of ferromagnetic turns: n_ft
n_ft = mu_o * c_m * B / ( mu_e * H
)
n_ft = mu_H / mu_e
At n = 1:
n_ft = -2.4867968... E+14 (dimensionless)
Where mu_o is the permeability
of free space, c_m is Hydrogen's
magnetic susceptibility, B is
Hydrogen's centrifugal magnetic force,
mu_e is the electron's permeability,
H is Hydrogen's polar magnetic force
and mu_H is Hydrogen's permeability.
* Hydrogen's
relativistic conductivity: sigma_r
sigma_r = V_f (( 4 * Lambda_R^2 )
- ( H * n_t * n_ft^-1 ))^-1
sigma_r = V_f (( 4 * X (n) * n^-1
) - ( H * n_t * n_ft^-1 ))^-1
At n = 1:
sigma_r = 1.0000015... E+10 A C^-1
Where V_f is Hydrogen's phase velocity
(or electron spin velocity), Lambda_R
is the Lorentz factor, H is
Hydrogen's polar magnetic force, n_t
is Hydrogen's number of electric turns,
n_ft is Hydrogen's number of ferromagnetic
turns, X (n) is Hydrogen's X-Wave
function and n is the quantum
number.
* Tachyon's
singularity velocity: V_fz
V_fz = -pi * i * c / alpha
At n = 0:
V_fz = -1.2906404...i E+11 m s^-1
Where pi is the Irrational number
equal to 3.1415926..., i is
the Imaginary number equal to the square
root of -1, c is the speed of
light and alpha is the fine
structure constant.
* Singularity
Identity
e^( V_fz * alpha * -c^-1 ) = -1
Where e is the base of natural logarithms
equal to 2.7182818..., V_fz
is the tachyon's singularity velocity
and c is the speed of light.
* Quantum
Number Identity
n = 1 + e^( V_fz * alpha * -c^-1 )
n = X (n) / Lambda_R^2
n = gamma / T_nu
Where e is the base of natural logarithms
equal to 2.7182818..., V_fz
is the tachyon's singularity velocity,
c is the speed of light, X
(n) is Hydrogen's X-Wave function,
and Lambda_R is the Lorentz factor,
gamma is Hydrogen's band gap
and T_nu is Hydrogen's quantum zero
point time increment.
* Relativistic
vector drift factor: d_R
d_R = 1 + log_e (( sigma_r * 1E-10
)^2 )
d_R = iota_R + ( log_e ( iota_R )
/ i )
At n = 1:
d_R = 1.0000031... (dimensionless)
Where log_e is the natural logarithm,
sigma_r is Hydrogen's relativistic
conductivity, iota_R is the particle
drift factor of Hydrogen and i
is the Imaginary number equal to the square
root of -1.
* Hydrogen
particle drift factor: iota_R
iota_R = E_fep * 1E-16 / ( B * V_f
* pi )
iota_R = V_g * 1E-16 / ( J * sigma
* pi )
At n = 1:
iota_R = 1.0024919... (dimensionless)
Where E_fep is Hydrogen's electron
and proton electric field, B
is Hydrogen's centrifugal magnetic force,
V_f is Hydrogen's phase velocity
(or electron spin velocity), pi
is the Irrational number equal to 3.1415926...,
V_g is Hydrogen's group velocity
(or electron orbit velocity), J
is Hydrogen current density and sigma
is Hydrogen's electrical conductivity.
* Electron's
electric field particle drift: v_f
v_f = V_f * pi * iota_R / 1E-16
At n = 1:
v_f = 1.2938565... E+27 m s^-1
Where V_f is Hydrogen's phase velocity
(or electron spin velocity), pi
is the Irrational number equal to 3.1415926...
and iota_R is Hydrogen's particle
drift factor.
* Electron's
gravitational field particle drift: v_g
v_g = V_g * 1E-16 / ( pi * iota_R
)
At n = 1:
v_g = 6.9463281... E-11 m s^-1
Where V_g is Hydrogen's group velocity
(or electron orbit velocity), pi
is the Irrational number equal to 3.1415926...
and iota_R is Hydrogen's particle
drift factor.
* Distance
between electron's and proton's centers of
gravity: r
r = ( B_r / 2 ) - ( q^2 / ( n * 4
* pi * epsilon_e * E_po ))
At n = 1:
r = 4.7945344... E-12 m
Where B_r is the Bohr Hydrogen
radius, q is the electron charge,
n is the quantum number, pi
is the Irrational number equal to 3.1415926...,
epsilon_e is the permittivity of
free space and E_po is the proton
orbit energy.
* Proton
orbit radius: C_r
C_r = ( B_r - ( 2 * r )) / 2
C_r = q^2 / ( n * 4 * pi * E_po *
epsilon_o )
At n = 1:
C_r = 2.1664326... E-11 m
Where B_r is the Bohr Hydrogen
radius, r is the distance
between the electron's and proton's centers
of gravity, q is the electron
charge, n is the quatum number,
pi is the Irrational number equal to
3.1415926..., E_po is the proton
orbit energy and epsilon_o is the
permittivity of free space.
* Proton
orbit energy: E_po
E_po = q^2 / ( 4 * pi * epsilon_o
* C_r )
E_po = q^2 / ( 2 * pi * epsilon_o
* ( B_r - 2 ))
At n = 1:
E_po = 1.0649199... E-17 J
Where q is the electron charge,
pi is the Irrational number equal to
3.1415926..., epsilon_o is the
permittivity of free space, C_r
is the proton orbit radius and B_r
is the Bohr Hydrogen radius.
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