Tweet
In the multi dimensional universe proposed, dimensions are from 1 to
23 or from what I call the exo−atomic or relativistic world to the sub
atomic quantum world. And in such an arrangement of periodicity from
one dimension to the next, the smallest building block or construct is
the matrix of space dimension per dimension made from geometric space
or space matrix consisting of elemental superstrings. Relativity and
E=mc^2 is the discovery of a string equation in the exo− atomic world
of large bodies.
We have said that each dimension varies to an adjacent dimension by
multiplier of strings V and T or VT = D. VT is the multiplier
dimension per dimension in an ascending periodic table from D^1 to
D^23. The basic components of all dimensions are superstrings V, T,
and D in positive, negative, and neutral. In each dimension the
multiplication of superstrings are also different properties of that
dimension. Strings are the mathematical construct relationship of the
universe. E = MC^2 is just one string equation in the whole periodic
table of string equations. The difference between E (energy) and F
(force) is VT.
Where E = MV^2 and F = MA, let us describe the dimension of F.
Let us suppose that an unknown dimension D^n = MA = MD/T^2 which says
that MA is a particular dimension of space.
D^1 = VT is the first dimension of space.
M = D^n *T^2/D and from this follows M = (D^n/d) T^2; which means mass
is a certain dimension of space multiplied by T^2 (time squared).
Let us figure out D^n and determine the dimension of Force (F). So
force is F = MA = (D^n/d) T^2*A
Density = Mass/D^3 = (D^n/d) T^2/D^3 = D^nT^2/D^4 = Density
D^nT^2/D^4 = Density
D^nT^2 = Density * D^4; by this equation time rate seems proportional
to density and without further influences, D^n = D^4
We know that D^n = D^4 = MA
D^5 = MV^2 and applied to the matrix of space D^5 = Mc^2
Hence D^4 = Force and Energy = D^5
There are no particles, only particle like effects. The particles we
see are the intersection or interference patterns of string space
matrix. We can think of the third dimension as a matrix of closely
packed spheres of three strings V, T and D in positive, negative, and
neutral. This matrix is the dark matter, and the spherical and radial
geometry allows motion in all directions. The monopole of the D^3
matrix is the photon. The matrix is also a photonic superconductor.
Mass includes all strings (dimensions of energy) or space, and
interference patterns (particles). The definition of mass is a
proportional relationship of volume or D^3 and time rate (T^2).
From above M = (D^n/d) T^2; a certain dimension of space (D^n/d)
multiplied by T^2 is mass. Above we solved the unknown dimension for
Force so that D^n = D^4 = Force = MA, so
Mass = D^3T^2; Volume and the Rate of Time are inversely proportional,
in the same manner that Time and Velocity are inversely proportional
in D^1 = VT.
Previously it was stated that time rate (T^2) is proportional to
Density. This means that where space has greater density, the time
experienced is relatively faster, and where the density is less, time
experienced is relatively slower. But when comparing the densities of
areas of D^3, the variations are there but not as significant as the
density of a higher dimension. So the gravity of a larger planet will
slow time more in the space around it perhaps due to the compression
of space than would happen by gravity on the adjacent space of a
smaller planet. But the ratio should be Density proportional to T^2.
Gravity has an effect on time. By the equation T^2 = Density we know
that the rate of time is proportional to density. This means that the
density of the space matrix in a dimension affects the rate of time.
Hence by implication the density of gravity effects time since gravity
is also a dimension of space and has a relationship to space, and also
time is described as a component of mass by such an association. Mass
= D^3T^2 redefines mass and describes Time as a component of Mass, and
also justifies the influence of the density of space on time, since
all mass is both space matrix and particle (interference of the space
matrix).So finally in physics you have closure in elementary
components to describe all phenomena, which a unified field theory
requires, a description of all physical relationships by common
denominators, which I will use the word superstrings D, T, and V.
The effect of time rate is related to the density of the gravitational
field or the field of space. The relationship is T^2. The magnitude
of time from ground to GPS satellite is the same as the difference in
magnitude of gravity to satellite by 1/X^2. The effect of magnitude is
reciprocal, meaning the magnitude of time increases to the satellite
while gravity decreases by a similar magnitude. You get the same
number for the difference in time by T^2 = Density as 1/X^2 which is
the difference in gravity. By this solution we now can relate time to
mass and it would not be possible if gravity had no effect on time.
So the rate of Time with Volume, and Mass are interchangeable as Mass
an Energy; M=D^3T^2 and T^2 = Density.
The difference in time from the earth to GPS satellite is about 45
microseconds per day or 4.5 X 10^−7. The T^2 for this difference
between ground clock and satellite clock time would be near 2.025 x
10^−15. With less density of the space matrix which also includes
gravity, less dense space allows time to move faster, while greater
density allows time to move slower. Whereas as velocity is inversely
proportional to time by D = VT, Gravity is inversely proportional to
T^2 in the equation T^2 Gravity = Force D^3 M.
So if T^2 is the difference in time from ground to satellite, then the
Density by proportion is different by the same amount; go back to the
equation T^2 = Density mentioned before. If you calculate the
difference in the force of gravity from center of the Earth to
satellite, its decrease is by known ratio 1/X^2 from the distance to
the center of the earth. This difference is at a degree of 10^−15 by
proportion for gravity considering the orbit of GPS near 26400 km from
the center of the earth. Hence, we can see that by ratio, the
reduction in gravity is similar to the reduction in the Density and
Time of space implied by the equation T^2 = Density. Gravity affects
Time due to variation in the density of the space matrix. And for the
first time, Mass is explained in components of Time and Volume, which
is a necessity to explain the affect of gravity on Time.
Gravity affects Time implied in the equation T^2 = Density. For the
first time, mass is described in terms of Time and dimension (D^3 or
Volume) in M = D^3T^2; which gets us to D^5=MC^2.
Time is affected by the density of space. Current physics doesnt
explain why gravity effects time. By the equation T^2 = Density the
Rate of Time is influenced by the density of space which also has a
relationship to gravity. And that relationship establishes Mass as
derived from components of Time and Volume; M=D^3T^2, otherwise
gravity would not affect time as said before.
The gravity equations in this theory are singular. They are not as in
Newton between objects but describe why gravity is by equations that
include subcomponent superstrings. And the relationship of
superstrings is purely mathematical. E = MC^2 is a superstring
equation. But for gravity, Gravity = E^2. When you consider the
gravity of Saturn and the Earth, they are the same by current
measurements. But in reality Saturns gravity is much greater. Gravity
is a three dimensional field; weight and associated force is a one
dimensional vector. Gravity has components of line, area, and volume.
Gravitational force is not Gravitation as a field of space. Saturns
Gravity Field is much larger than that of the Earth and so Saturn has
many more moons. In the experiment above we compared values between
accepted measurements of current experiments and those that are
predicted from this theory. By comparison of tested and predicted
numbers we have determined the relationship between Time and Space
Density that has been proved and relationship to gravity by magnitude
and proportion.
Time dilation of the gravitational space matrix about the earth has
been calculated and showed that the density of Space and Time dilation
and gravitational dilation are all proportional by the equation T^2 =
Density; density of space is proportional to gravity and time
dilation. So those relationships justify M=D^3T^2 and D^5=MC^2. Time
is related to the density of space and density of gravity, which is a
dimension of space.
http://www.earthmatrix.com/cosmic_microwave.html
this one is interesting too
23 or from what I call the exo−atomic or relativistic world to the sub
atomic quantum world. And in such an arrangement of periodicity from
one dimension to the next, the smallest building block or construct is
the matrix of space dimension per dimension made from geometric space
or space matrix consisting of elemental superstrings. Relativity and
E=mc^2 is the discovery of a string equation in the exo− atomic world
of large bodies.
We have said that each dimension varies to an adjacent dimension by
multiplier of strings V and T or VT = D. VT is the multiplier
dimension per dimension in an ascending periodic table from D^1 to
D^23. The basic components of all dimensions are superstrings V, T,
and D in positive, negative, and neutral. In each dimension the
multiplication of superstrings are also different properties of that
dimension. Strings are the mathematical construct relationship of the
universe. E = MC^2 is just one string equation in the whole periodic
table of string equations. The difference between E (energy) and F
(force) is VT.
Where E = MV^2 and F = MA, let us describe the dimension of F.
Let us suppose that an unknown dimension D^n = MA = MD/T^2 which says
that MA is a particular dimension of space.
D^1 = VT is the first dimension of space.
M = D^n *T^2/D and from this follows M = (D^n/d) T^2; which means mass
is a certain dimension of space multiplied by T^2 (time squared).
Let us figure out D^n and determine the dimension of Force (F). So
force is F = MA = (D^n/d) T^2*A
Density = Mass/D^3 = (D^n/d) T^2/D^3 = D^nT^2/D^4 = Density
D^nT^2/D^4 = Density
D^nT^2 = Density * D^4; by this equation time rate seems proportional
to density and without further influences, D^n = D^4
We know that D^n = D^4 = MA
D^5 = MV^2 and applied to the matrix of space D^5 = Mc^2
Hence D^4 = Force and Energy = D^5
There are no particles, only particle like effects. The particles we
see are the intersection or interference patterns of string space
matrix. We can think of the third dimension as a matrix of closely
packed spheres of three strings V, T and D in positive, negative, and
neutral. This matrix is the dark matter, and the spherical and radial
geometry allows motion in all directions. The monopole of the D^3
matrix is the photon. The matrix is also a photonic superconductor.
Mass includes all strings (dimensions of energy) or space, and
interference patterns (particles). The definition of mass is a
proportional relationship of volume or D^3 and time rate (T^2).
From above M = (D^n/d) T^2; a certain dimension of space (D^n/d)
multiplied by T^2 is mass. Above we solved the unknown dimension for
Force so that D^n = D^4 = Force = MA, so
Mass = D^3T^2; Volume and the Rate of Time are inversely proportional,
in the same manner that Time and Velocity are inversely proportional
in D^1 = VT.
Previously it was stated that time rate (T^2) is proportional to
Density. This means that where space has greater density, the time
experienced is relatively faster, and where the density is less, time
experienced is relatively slower. But when comparing the densities of
areas of D^3, the variations are there but not as significant as the
density of a higher dimension. So the gravity of a larger planet will
slow time more in the space around it perhaps due to the compression
of space than would happen by gravity on the adjacent space of a
smaller planet. But the ratio should be Density proportional to T^2.
Gravity has an effect on time. By the equation T^2 = Density we know
that the rate of time is proportional to density. This means that the
density of the space matrix in a dimension affects the rate of time.
Hence by implication the density of gravity effects time since gravity
is also a dimension of space and has a relationship to space, and also
time is described as a component of mass by such an association. Mass
= D^3T^2 redefines mass and describes Time as a component of Mass, and
also justifies the influence of the density of space on time, since
all mass is both space matrix and particle (interference of the space
matrix).So finally in physics you have closure in elementary
components to describe all phenomena, which a unified field theory
requires, a description of all physical relationships by common
denominators, which I will use the word superstrings D, T, and V.
The effect of time rate is related to the density of the gravitational
field or the field of space. The relationship is T^2. The magnitude
of time from ground to GPS satellite is the same as the difference in
magnitude of gravity to satellite by 1/X^2. The effect of magnitude is
reciprocal, meaning the magnitude of time increases to the satellite
while gravity decreases by a similar magnitude. You get the same
number for the difference in time by T^2 = Density as 1/X^2 which is
the difference in gravity. By this solution we now can relate time to
mass and it would not be possible if gravity had no effect on time.
So the rate of Time with Volume, and Mass are interchangeable as Mass
an Energy; M=D^3T^2 and T^2 = Density.
The difference in time from the earth to GPS satellite is about 45
microseconds per day or 4.5 X 10^−7. The T^2 for this difference
between ground clock and satellite clock time would be near 2.025 x
10^−15. With less density of the space matrix which also includes
gravity, less dense space allows time to move faster, while greater
density allows time to move slower. Whereas as velocity is inversely
proportional to time by D = VT, Gravity is inversely proportional to
T^2 in the equation T^2 Gravity = Force D^3 M.
So if T^2 is the difference in time from ground to satellite, then the
Density by proportion is different by the same amount; go back to the
equation T^2 = Density mentioned before. If you calculate the
difference in the force of gravity from center of the Earth to
satellite, its decrease is by known ratio 1/X^2 from the distance to
the center of the earth. This difference is at a degree of 10^−15 by
proportion for gravity considering the orbit of GPS near 26400 km from
the center of the earth. Hence, we can see that by ratio, the
reduction in gravity is similar to the reduction in the Density and
Time of space implied by the equation T^2 = Density. Gravity affects
Time due to variation in the density of the space matrix. And for the
first time, Mass is explained in components of Time and Volume, which
is a necessity to explain the affect of gravity on Time.
Gravity affects Time implied in the equation T^2 = Density. For the
first time, mass is described in terms of Time and dimension (D^3 or
Volume) in M = D^3T^2; which gets us to D^5=MC^2.
Time is affected by the density of space. Current physics doesnt
explain why gravity effects time. By the equation T^2 = Density the
Rate of Time is influenced by the density of space which also has a
relationship to gravity. And that relationship establishes Mass as
derived from components of Time and Volume; M=D^3T^2, otherwise
gravity would not affect time as said before.
The gravity equations in this theory are singular. They are not as in
Newton between objects but describe why gravity is by equations that
include subcomponent superstrings. And the relationship of
superstrings is purely mathematical. E = MC^2 is a superstring
equation. But for gravity, Gravity = E^2. When you consider the
gravity of Saturn and the Earth, they are the same by current
measurements. But in reality Saturns gravity is much greater. Gravity
is a three dimensional field; weight and associated force is a one
dimensional vector. Gravity has components of line, area, and volume.
Gravitational force is not Gravitation as a field of space. Saturns
Gravity Field is much larger than that of the Earth and so Saturn has
many more moons. In the experiment above we compared values between
accepted measurements of current experiments and those that are
predicted from this theory. By comparison of tested and predicted
numbers we have determined the relationship between Time and Space
Density that has been proved and relationship to gravity by magnitude
and proportion.
Time dilation of the gravitational space matrix about the earth has
been calculated and showed that the density of Space and Time dilation
and gravitational dilation are all proportional by the equation T^2 =
Density; density of space is proportional to gravity and time
dilation. So those relationships justify M=D^3T^2 and D^5=MC^2. Time
is related to the density of space and density of gravity, which is a
dimension of space.
http://www.earthmatrix.com/cosmic_microwave.html
this one is interesting too
"How's your Weather" thread is that way
Comment