(Continued from last post)
Perhaps, one of the best uses for ORME's, Orbitally Rearranged Monatomic Elements, is experimentation on spatial distortion and creating 5 dimensional circuits. In the theory represented, this substance exists in 5 dimensions, not four dimensions. Apparently, the degree to which this substance occupies each dimension is a function of temperature. At some temperature, the material completely vanishes into the fifth dimension entirely. It is possible, also, that the mass occupies the region of space that is depicted by information contained on the, manifold S^2, surface of a light field. There are multiple compact decomposable spaces, both right, and left-handed, that are depicted by the information contained about them as the image contained on the surface of a light field. Unions formed via orthorotation forms indecomposable continua, more specifically, Knaster continua. What one might not recognize up front, when analyzing a light field, is that there are two sides to our two dimensional light field: the back side of the light field, and the forward edge of the light field. Thus there is a right-handed image, and a left-handed image, which is information about a right-handed space, and a left-handed space. Mathematically speaking, this space may be imaginary in nature. The pythagerean theorum is such that if one has a third imaginary spatial dimension orthogonal to two real spatial dimensions, the diagonal lengths between the imaginary dimension and the two real number dimensions may be any number less then one.
Diagonal length<1
This forms the double open interval (-infinity,1).
I may have worked out a rough draft of the equation that defines the dimensional transfer using the Lorentz light cone.
If one uses the pythagerean theorum to define the other dimensions, then it is easy to convert the algebraic expression over to the Lorentz light cone model to define orthorotation of this particular substance as a function of both temperature, and velocity with respect to the speed of light. It is a little more complicated, in that, as the substance's gravitational mass orthorotates into the fifth dimension, the ORME's gravitational mass orthorotates out of all the other 4 dimensions x, y, z, t. In the case of Relativity, a given inertial mass orthorotates, between the three spatial dimensions, and a fourth temperal dimension, depending on the masses velocity with respect to the speed of light in a vaccuum. In this case, our substance's gravitational mass, which is equal to our substance's intertial mass, orthorotates out of 4 dimensions, into a fifth dimension based on temperature. It is assumed by myself, that, given the concept is legitimate, an increase in the substance's velocity would result in orthorotation of the substance into a fourth temperal dimension. The substance would rotate on on all five dimensional axes. If the substance's velocity remains the same, the object will rotate out of four dimensions x,y,z,t, and into the fifth dimension. In case the object is accelerating toward the speed of light, the object's gravitional, and inertial masses, will orthorotate out of three dimensions, and may continue to rotate into the fourth temperal dimension and fifth dimension. It may be that the mass continues to rotate on two axes: the fourth dimensional temperal axis, and the fifth dimensional axis while the velocity is less then the speed of light.
In this case, if the steady increase in the velocity of the object is carefully calibrated to the orthorotation of the objects gravitational mass, then the overall intertial mass of the object, as it approaches the speed of light, may remain unchanged as it's increased intertial mass, due to increased velocity, is orthorotated into a fifth dimension. In other words, the intertial mass gained in the lower dimensions x,y,z,t, is decreased in those lower dimensions by an equal amount by orthorotating the gained intertial mass into a fifth dimension by appropriately synchronizing the increase in temperature of the ORME with the ORME's increased velocity with respect to the speed of light, thus causing the intertial mass of the ORME to remain the same in the lower four dimensions for as long as the velocity is less then the speed of light, and the temperature of the ORME is below the critical transition threshold. The only thing is, at the speed of light, the temperature would have to overcome the temperal rotation, and allow the object to orthorotate completely out of the other four dimensions, into the fifth dimension, to prevent the gravitational mass, and intertial mass, from approaching infinity in the lower dimensions x,y,z,t. I assume that the rate of flow of electromagnetic energy would be greatest at the point of complete transition, orthorotation, between the four lowest dimensions x,y,z,t, and the higher dimension w, afterwhich, I believe the term radiant energy would no longer sufficiently describe the substance as the integration of radiant power with respect to time is a little hard when the object no longer resides within the dimension time.
Interesting indeed.
I am further researching to find out exactly how hot the monatomic elements have to get before their entire hamiltonian is transferred completely into the fifth dimension. There is a simple circuit formed by the junction of two dissimilar metals at right angles. When a current is applied to the circuit, the corner at one junction gets extremely cold, while the corner of the other junction gets extremely hot. Suppose that one adds to the circuit two small containers that contain ORME's on to both ends of the circuits. When a current is applied, the end that gets extremely cold will cause an increase in the curvature of space time, while the end that gets hot will cause a decrease in curvature in space time. Suppose that circuit has alternating current applied to it. One forms alternating hot, cold, hot, cold, to either end resulting in altnernating curvature of space. Infact, the motion is truly defined by two gravitational masses bobbing in and out of a fifth dimension near each other. Thus we have five dimensional affects propogating out from these transmitters as a five dimensional wave. Now if one can increase the temperature enough to completely transfer the masses to another dimension, without destroying the circuit, and then pull them back entirely into this dimension, one might form a five dimensional square wave: an infinite number of five dimensional harmonics. One may be able to create a five dimensional transciever that is resonate to one of the higher harmonics, similar to the way that a tesla coil antenna is set to be resonate at one of the higher harmonics produced by the spark-gap in the RC circuit. Then one will be able to create a high frequency five dimensional resonate circuit, RC circuit.
Recently, experimental evidence was uncovered that showed that gravity is anisotropic in nature. It is possible, that if the configuration of ORME's particles defines what dimension the intertial and gravitational masses of the object occupies may imply a local anisotropic gravitational affects with a self-similar five dimensional global transform, thus yielding a five-dimensional manifold. Applying the Aharonov-Bohm affect, and including spider wave phenomonon: infinite torus model of genus one, we can include the point at,+/-infinity=infinity, for the set of all possible velocities, thus forming a compact closed decomposable continuum: a differentiable compactified partial manifold for the set of all numerical velocities ranging from -infinity to positive infinity as a subset of the five-dimensional manifold. What do you think?
Inquisitively,
Edwin G. Schasteen