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SCALAR MOTION

Text: From: Christopher Land, Positive Image (8/16/94) The outer seeking and inner seeking forces are kept in balance by the neutral force. Yet these two forces manifest as straight lines going to and fro thus forming a perfect triangle. It is from this triangle that Quantum Arithmetic takes off and even the construction of musical progressions. The attractive force of the neutral center must balance the centripetal force of inertia. "When predominance be given to the celestial forces over the terrestrial disruption occurs." (Keely) The celestial force is the outward seeking force. The terrestrial is the force that attracts towards the center of the mass - we sometimes call it gravity.; card id 4257 stack "Keely's Laws of Harmony" "This factual development was made possible by a recognition of the physical evidence of the existence of scalar motion, and a detailed analysis of the properties of motion of this nature. The scalar nature of the basic motions of the universe is an essential feature of the Reciprocal System of theory, and has been emphasized from the time of its first presentation. The points brought out in the extract from the 1982 book are simply the necessary consequences of the existence of these basic scalar motions. However, in order to follow the development of thought, it will be necessary to bear in mind some of the special features of scalar motion that were brought out in the previous volumes of this work. Although scalar motion, by definition, has no direction, in the usual sense of that term, it can be either positive or negative. When such motions are represented in a reference system, the positive and negative magnitudes appear as outward and inward respectively. For convenient reference, these are designated as "scalar directions." Inasmuch as a scalar motion is simply the relation between a space magnitude and a time magnitude, it can be measured either as speed, the relation of space to time, or as inverse speed, the relation of time to space. Inverse speed was identified, in Volume I, as energy. A reciprocal relation, such as that between space and time in motion, is symmetrical about the unit value; that is, speeds of 1/n (which we have identified as motion in space) are equivalent to inverse speeds, or energies, of n/1, whereas energies of 1/n (which we have identified as motion in time) are equivalent to speeds of n/1. With the benefit of this understanding of those of the relevant factors that may be unfamiliar, we may now begin the extract from the published description of the high speed regions. (1) Photon Progression |------> +1 (2) At grav. Progression |------> 0 limit Gravitation <------| AT |------ MAXIMUM PROGRESSION (3)> -1 gravitation Gravitation <------|------- AT |------ ZERO (4) PROGRESSION> net speed Gravitation <------|------- 0 TRANSLATION |------> (5) At unit Progression |------> net speed Gravitation <------|------- +1 TRANSLATION -------|------> [Fig. 7] Photons of radiation have no capability of independent motion, and are carried outward at unit speed by the progression of the natural reference system, as shown in (1), Fig. 7. All physical objects are moving outward in the same manner, but those objects that are subject to gravitation are coincidentally moving inward in opposition to the outward progression. When the gravitational speed of such an object is unity, and equal to the speed of progression of the natural reference system, the net speed relative to the fixed spatial reference system is zero, as indicated in (2). In (3) we see the situation at the maximum gravitational speed of two units. Here the net speed reached is -1, which, by reason of the discrete unit limitation, is the maximum in the negative direction. An object moving with speed combination (2) or (3) can acquire a translational motion in the outward scalar direction. One unit of the outward translational motion added to combination (3) brings the net speed relative to the fixed reference system, combination (4), to zero. Addition of one more translational unit, as in combination (5), reaches the maximum speed, +1, in the positive scalar direction. The maximum range of the equivalent translational speed in any one scalar dimension is thus two units. As indicated in Fig. 7, the independent translational motions with which we are now concerned are additions to the two basic scalar motions, the inward motion of gravitation and the outward progression of the natural reference system. The net speed after a given translational addition therefore depends on the relative strength of the two original components, as well as on the size of the addition. That relative strength is a function of the distance. The dependence of the gravitational effect on distance is well known. What has not heretofore been recognized is that there is an opposing motion (the outward progression of the natural reference system) that predominates at great distances, resulting in a net outward motion. The outward motion (recession) of the distant galaxies is currently attributed to a different cause, the hypothetical Big Bang, but this kind of an ad hoc assumption is no longer necessary. Clarification of the properties of scalar motion has made it evident that this outward motion is something in which all physical objects participate. The outward travel of the photons of radiation, for instance, is due to exactly the same cause. Objects such as galaxies, that are subject to gravitation, attain a full unit of net speed only where gravitation has been attenuated to negligible levels by extreme distances. The net speed at the shorter distances is the resultant of the speeds of the two opposing motions. As the distance decreases from the extreme values, the net outward motion likewise decreases, and at some point, the gravitational limit, the two motions reach equality, and the net speed is zero. Inside this limit there is a net inward motion, with a speed that increases as the effective distance decreases. Independent translational motions, if present, modify the resultant of the two basic motions.

See Also: GRAVITY

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