Relativity and the Aatucagg Factor

The equivalence of mass shows that mass is invarient and is therefore independent of the inertial frame. Mass can be placed in a Tensor and used to relate gravity to the curvature of space-time. Einstein's thought experiments illustrates that mass is equivalent in all frames of reference, and that mass can be used in tensor calculus to prove gravity is a consequence of the curvature of space. Aatucagg refers to "flat space" as space where gravity and mass remain constant and "curved space as space where gravity and mass vary. Aatucagg defines 3 types of flat space as perpendicular flat space, constant flat space, and parallel flat space. Perpendicular flat space is space that is at 90 degrees to the direction of universal expansion and contains no matter. Constant flat space is space that is at a constant angle between 0 and 90 degrees to the direction of universal expansion and contains some matter. Parallel flat space is space that is at 0 degrees to the direction of universal expansion and is filled with matter. The forth kind of space is curved space and is space that varies from an angle equal to or greater than 0 degrees to an angle equal to or less than 90 degrees with reference to the direction of universal expansion. In Tensor calculus there is either flat or curved space and all space contains matter. Aatucagg has either perpendicular flat, constant flat, parallel flat, or curved space and perpendicular flat space and can contain no matter. Aatucagg believes that active mass has a constant value and is involved in the curving of space, while passive mass has a variable value and is dependent on the curvature of space. Currently, it is thought that passive mass is independent of the curvature of space, but Aatucagg believes that this is an oversight, and the curvature of space must be considered when dealing with passive mass. For example, the current equation for linear momentum is equal to mass times velocity. The mass used in the equation for linear momentum is passive mass, therefore, Aatucagg believes that the Aatucagg Factor needs to be included in this equation to account for the curvature of space. Some evidence exists for this belief when observing the rotation of galaxies. If mass were a constant, then one would expect mass to increase in velocity as it approaches the center of the galaxy due to the conservation of angular momentum. Because of the conservation of angular momentum, an ice skater spins faster when the arms are held close to the body and spins slower when the arms are held away from the body. In the same way, a galaxy should spin faster for mass near the galactic center and slower for mass further from the galactic center. If mass behaved in this way, then galaxies should display a structure showing mass traveling ever faster as it approaches the center of the galaxy. But this is not the case. Galaxies actually show a constant velocity for mass at all distances from the galactic center. This would be the same as if an ice skater were to spin at the same speed reguardless of the placement of the arms. Science has created the concept of "dark matter" to account for this anomaly. Aatucagg believes that the Aatucagg factor can be incorporated into equations for passive mass. On a local scale, Angular momentum is dependent on the radius between the active mass and the passive mass because space can be reguarded as having a constant slope, but on a large scale, like that of a galaxy, angular momentum is no longer dependent on the radius between the active mass and the passive mass because space is curved. As the passive mass moves away from the center of the galaxy, it loses matter at a rate proportional to the curvature of space. Since gravity is also proportional to the curvature of space, the result is that the passive mass loses matter equal to the inverse of the radius, resulting in a constant velocity. In space with a constant slope, passive mass is constant and velocity must vary as the inverse of the radius from the active mass in order to maintain a constant angular momentum. In curved space, passive mass varies as the inverse of the radius from the active mass, therefore, in curved space velocity must remain constant in order to maintain a constant angular momentum. This is why an ice skater's rate of spin varies with the positioning of the arms, since on a local scale, the curvature of space is unchanging and mass is constant, while a galaxy's rate of spin is constant regardless of the location of mass, since on a global scale, the curvature of space is changing and mass is variable. In the case of a galaxy, integration of the Aatucagg facture would yield the natural log in terms of the radius between the active and passive mass. The topology of this type of space consists of parallel flat space at the center of the galaxy where the active mass is located, curved space where most of the orbiting passive masses are located, and perpendicular flat space at the edge of the galaxy where little or no passive mass is found. Based upon the previous argument, Aatucagg believes that the Aatucagg Factor should also be incorporated into the energy-momentum tensor of the Einstein Field Equations for General Relativity, since the energy-momentum tensor is based upon the momentum of mass in curved space.

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The Aatucagg Factor

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Relativity and the Aatucagg Factor