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Posted: Nov 28 2008, 03:17 PM
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CHAPTER 6: DOT-WAVE SPACE-TIME EQUATIONS
SECTION 6-0: INTRODUCTION
Einstein produced a set of equations in 1905 that shook the scientific community. He proposed that every inertial system in the universe was an independent inertial platform. As such he produced a set of equations, which has puzzled mankind for one hundred years. Many people believed his special relativity was correct. Many others believed that it was incorrect.
Einstein based his theory upon interpretation of the results of the Michelson/Morley experiment. Lorentz looked at the same experiment and chose a sister solution. Lorentz believed that an object shrinks in the direction of motion. Einstein believed that the instrument did not shrink and that his equations were correct. Who was right? Was the Michelson-Morley experiment a valid test?
The Einsteinian solution enabled him to declare that the Earth was an independent platform and that the speed of light upon the Earth was independent of the relative velocity of the source of the light and the Earth. Thus the speed of light coming into the instrument is identical whether the Earth was approaching the sun or receding from the sun. The speed of light was also equal in the perpendicular direction.
Einstein thus believed that the speed of light is independent of motion. Thus special relativity took over the minds of the scientific community. This was especially true after Einstein’s calculations turned true for many measurements.
The Lorentz solution faded away. However something was wrong since the light was blue shifted when the Earth approached the sun and red-shifted when the Earth receded from the sun. Therefore Doppler Equations had to be accounted for. Einstein’s relativity did not explain the Doppler effect.
Since Doppler Equations had to be accounted for in the equations to explain the photonic wave equations, the same would be true for the mass equations. With Doppler equations, we would get a forward mass, which would be larger than a rearward, mass.
We then had two choices. We could rewrite the Einsteinian formulas with Doppler space-time corrections attached. This would produce very complicated math for simple calculations. The Einsteinian formulas are quite simple. Alternatively we could use the Doppler equations directly. The advantage being that the root mean square of the Doppler Equations is identical with the Einsteinian equations. Since the Einsteinian equations have worked so well, the necessity to produce new equations is eliminated. Therefore the simple Doppler Equations suffice to explain space-time with Doppler effects.
In my book “Doppler Space Time” I discussed using Doppler equations based upon the dot theory. However the dot-wave theory is a different theory. Therefore the old Doppler Space Time concepts must be eliminated. This is upsetting to me because for 27 years I thought the equations were valid. Now at this time, the dot-wave theory not only replaces the dot-theory but also replaced the old Doppler Space Time theory. Therefore my understanding of space and time has changed in the last few minutes, as I was happy with all the final corrections.
Unfortunately all my work for the last 27 years has been replaced by the new dot-wave theory. Many equations remained for sure but the understanding of the dot and space and time changed dramatically.
Let us now treat the dot-wave mass increase in the same manner as sound waves.
SECTION 6-1 DOT-WAVE SPACE-TIME MASS EQUATIONS
In general the dot-waves for mass behave in a similar manner to sound waves.
The Doppler mass equations are:
Mass front = Mo C/(C-V) .............(6-1)
Mass rear = Mo C/ (C+V) ........................(6-2)
The Doppler root mean mass, calculates to be:
M(RMS) = Mo / [1- (V/C)2]1/2 ......................(6-3)
In equation 6-3 we see that the mass in the direction of motion is the geometric mean of the Doppler masses. The grav-photonic energy wave builds up in the front of the motion and decreases in the rear of the motion. As the Earth moves in the forward the space dot-waves surrounding the Earth are compressed. The space dot-waves are stationary some of the times and moving at light speed C at other times. The net result is a compression of the space dots and dot-waves in the front of the Earth. This causes the electrical permitivity and permeability of space in front of the Earth’s motion to increase. This causes the light speed of the photonic wave coming from the Sun to decrease.
Therefore the speed of light drops in front of the Earth. This causes additional energy from the space dots to be added to the oncoming photonic wave from the sun. When the photons hit the Earth they are blue shifted.
When the Earth moves away from the sun, the space dots are decompressed. This increases the photonic light speed from the sun. This causes the photonic field from the sun to lose energy. Thus the light becomes red shifted.
The dot-waves of space are really similar to air molecules. The Doppler effect is identical for sound and for light. The only difference is air molecules traveling at a speed of sound which depends upon temperature and pressure. If the temperature rises, the speed of sound goes up because the molecules are moving faster. If the pressure falls, the speed of sound drops because the air molecules are further apart. In general temperature and pressure are inter-related.
In the case of photonic energy, the higher the density of dots the higher the space pressure of the dots and dot-waves. As photonic waves flow into areas of higher space pressure, there is a tradeoff between velocity and energy. Thus:
Photonic Energy x Photonic Velocity = Constant ..............(6-4)
In an area of space, if the photonic-wave light speed drops 0.01 percent, then, the energy of the wave will increase 0.01 percent. The energy of a photon is:
E = hC/λ ..........................(6-5)
The photon coming from the sun is part of a photonic wave. As the wave leaves the sun, its velocity is slower due to the interaction with the dots around the sun. Then the wave speed increase in velocity as it reaches free space. The light speed reaches a maximum at the gravitational center between the sun and the Earth. As the photonic wave approaches the Earth, it finds the Doppler energy increase within the space dots. At that point, the light speed drops.
Why does the light speed drop when the density of dots increases whereas the sound speed increases when the density of air molecules increases? Sound operates a little differently. The increased density of the sound molecules permits a faster exchange of information between sound waves. Usually the increase of density occurs when the temperature rises. Therefore the sound molecules are traveling faster. Thus sound velocity increases with density.
For photonic waves, the situation is different. The dot-wave velocity when the dot-wave is moving through free space is Co, where Co is the absolute speed of light with respect to the universal reference plane at light speed infinity. Any speed we measure anywhere in the universe is less than Co.
As a photonic wave from the Sun encounters the Earth’s gravitational field, it finds a higher density of Earth dots as it gets closer and closer to the Earth. The photonic waves always changes from electro-photonic dot to mass dot every split second. The more this occurs, the slower the light speed. Ideally, in pure free space, the photonic wave will remain a pure photon. Thus in pure free space, the photonic wave will reach Co. However this only occurs between galaxies. The minute the wave enters a galaxy, it encounters a mass to energy oscillation. The more it oscillates the slower the light speed.
The photon travels at the speed of light most of the time. Some of the time, the photon stands still. When the photonic wave reaches the Earth’s gravitational field, it collides with the high density of space dots. This causes the photonic wave to have a greater mass/energy oscillation. The result is that the dot-waves drop in speed. They lose linear momentum and at the same time they gain orbital momentum. Thus there is a transfer from linear to orbital momentum.
The drop in light speed shows up as an increase in photonic frequency. By the time the photon reaches the Michelson/Morley test instrument, the light speed is Earth’s speed Ce. This is faster than the sun’s speed Cs. It is slower that the highest light speed between the Earth and the Sun, which is Cse. This is still slower than Co.
As we look at the Earth we find that the gravitational field of the Earth produces a basically spherical shape. The field is very strong. All the action of the photons occurred before the photonic waves hit the Earth. Therefore the lightspeed upon the Earth is Ce. It really does not matter where we are on the Earth. The speed of light will be basically Ce everywhere. Thus the Michelson-Morley experiment had a severe fallacy. The instrument was not large enough to really do the job. The correct experiment would be a test instrument in outer space far from any galaxies. There in pure free space, the instrument would not null. Thus the experiment was defective. All it proved is that the Earth’s light speed is constant everywhere.
The Michelson/Morley experiment was based upon pure electrical theory taken to the ideal. The equations are ideal equations. The scientists then translated the results to apply to pure free space. Einstein’s special relativity is excellent for explaining linear and orbital problems within a closed system. Thus upon the Earth, the speed of light in all direction is basically constant as long as we are moving slowly. Once you move the electron in a cyclotron near the speed of light, the Doppler effects become important.
Unfortunately special relativity is invalid. It was based upon the Michelson-Morley experiment, which was invalid. Since all the photonic corrections occurred before the photons entered the Earth’s surface, we had a constant speed of light Ce. Thus the basis of the experiment was destroyed before the photons reached the test instrument.
SECTION 6-2: DOPPLER LENGTH EQUATIONS
Now let us look at the gravitational length of a particle/wave as it moves close to the speed of light and comes toward this Earth. The forward mass of the particle wave would be:
M(F) = Mo C/(C-V) ..........................(6-6)
The corresponding Doppler length in the front direction would be
L(F) = Lo (C-V) /C .......................(6-7)
As the mass of the object builds up in the forward direction, the length of the particle/wave shrinks toward zero. Let us now look at the Doppler length in the rearward direction for the particle coming toward the Earth.
L® = Lo (C+V) /C ...........................(6-8)
We notice that the particle wave elongates to a maximum of twice the original length Lo as it reaches near the speed of light C. The root mean square of the Doppler Length is
L(RMS)= LO [1- (V/C)^2]^1/2 .................................(6-9)
In equation 6-9 we have the root mean square of the Doppler Length. This is identical with the Einsteinian formula. Thus an object moving close to the speed of light shrinks to zero size as the energy builds up toward infinity.
We now need to know the root mean square time as the object shrinks. What does a time clock aboard a particle wave do when we approach the speed of light? If we have a mechanical time clock ticking back and forth over shorter and shorter distances internally while moving greater and greater distances externally, the particle wave is spending more and more time as a photon moving at light speed C and less and less time as a particle. Thus the physical time clock of the particle wave slows down. Since C is meters per second and length is meters, the time clock is:
Time = L/C = (LO/C) [1- (V/C)^2]^1/2 .............(6-10)
Using Lo /C as To we get ................(6-11)
T = To [1- (V/C)^2]^1/2 ..................(6-12)
Equation 6-12 specifies that a physical time clock moving toward the speed of light slows and finally stops.
We see that the Doppler Equations are the same as Einstein’s equations. Thus Einstein is root mean square of Doppler. We did not need the Michelson-Morley experiment to produce these equations.
The muons which travel at 0.98C as they come to the Earth have a time clock of:
TMuons = 0.199 To .......................(6-13)
The muons have a slow clock as they enter the Earth’s atmosphere. This enables them to survive till they hit the Earth. Einstein shrunk space-time to let them survive. However the truth is that the Muon clock merely slowed.
We see that the Einsteinian equations and the Doppler Equations are identical. Thus Einstein is root mean square of Doppler. That is why his answers are so good. Now let us look at Einstein’s postulates of relativity to understand where he went wrong.
Posted: Nov 28 2008, 03:25 PM
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I thought that they all came out at Halloween.....
Posted: Nov 29 2008, 03:43 AM
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This twatmunch is dottier than a low-res' picture, entitled: "Blackhead infested face of an adolescent elephant in the rain".
Offical sockjob of Baby.