Re: Frequency based gravity


Golden Boar wrote:
Sue... wrote:
Golden Boar wrote:
Energy, momentum, and mass are all proportional to frequency as shown
below.

E = f * h/c^0
p = f * h/c^1
m = f * h/c^2

For massive particles, f = gamma * f_C

where

gamma is the Lorentz factor
f_C is the Compton frequency

The above equations can be given by

E_n = f.h / c^n

So,
E_0 is energy
E_1 is momentum
E_2 is mass
E_3 is coefficient of damping? (maybe).

Because the above quantities are all proportional to frequency, it is
reasonable to assume to that gravity acts upon frequencies.

Newton's G can be given by:

G = 2 * pi * l_P^2 * c^3 / h = l_P^2 * c^3 / hbar

and the gravitational force is then

F_g = G * m_1 * m_2 / r^2

We can then get a new equation for gravity based on frequency as
follows:

G_f = 2 * pi * l_P^2 * h / c = (2 * pi * l_P)^2 * hbar / c

F_g = G_f * f_1 * f_2 / r^2

where

G_f = frequency based gravitational constant
G = mass based gravitational constant (Newton's)
l_P is the Planck length
h is Planck's constant
hbar is Planck's constant over 2 pi
c is the speed of light in vacuum
F_g is the gravitational force
f_1 is the frequency of body 1
f_2 is the frequency of body 2
m_1 is the mass of body 1
m_2 is the mass of body 2
r is the distance between the bodies

The value of the frequency based gravitational constant is about 3.6 *
10^-111 kg m^3.

You might find some spice for your musings in the use of a
Fourier transform in this simulation:
http://www.research.ibm.com/grape/grape_ewald.htm

Happy hunting,

Sue...

Thanks for the link but unfortunatley I do not understand the Fourier
transform at the moment, though I will try to learn about it. Could you
give me an overview of what that webpage is saying?

It says, "Imagine that the density distribution is a superposition of
delta functions and mutually-cancelling Gaussians". So, do that. If you
can't, consider using hallucinogen drugs.

.