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Lorentz contraction

Lorentz-FitzGerald contraction, in relativity physics, the shortening of an object along the direction of its motion relative to an observer. Dimensions in other directions are not contracted. The concept of the contraction was proposed by the Irish physicist George FitzGerald in 1889, and it was thereafter independently developed by Hendrik Lorentz of the Netherlands. The Michelson-Morley experiment in the 1880s had challenged the postulates of classical physics by proving that the speed of light is the same for all observers, regardless of their relative motion. FitzGerald and Lorentz attempted to preserve the classical concepts by demonstrating the manner in which space contraction of the measuring apparatus would reduce the apparent constancy of the speed of light to the status of an experimental artifact. https://www.britannica.com/science/Lorentz-FitzGerald-contraction

Length contraction is the phenomenon that a moving object's length is measured to be shorter than its proper length, which is the length as measured in the object's own rest frame. It is also known as Lorentz contraction or Lorentz–FitzGerald contraction (after Hendrik Lorentz and George Francis FitzGerald) and is usually only noticeable at a substantial fraction of the speed of light. Length contraction is only in the direction in which the body is travelling. For standard objects, this effect is negligible at everyday speeds, and can be ignored for all regular purposes, only becoming significant as the object approaches the speed of light relative to the observer. https://en.wikipedia.org/wiki/Length_contraction

Alex Isakov
Using the holographic horizon for teleportation: the potential of the Gyro_6DoF gyroscope
Mach's principle, if fully applied, suggests that the product of the 3D angular velocity and the radius of interaction with distant stars results in a linear velocity of the Gyro_6DoF rotor that approaches the speed of light. This phenomenon creates the possibility of exploiting relativistic effects in practical experiments, even with non-relativistic 3D angular velocity. Thus, the unique structure of Gyro_6DoF has the potential to function as a "simulation machine" for investigating relativistic effects in controlled laboratory conditions, offering revolutionary possibilities for testing fundamental physical principles such as mass interactions, cosmic inertia, and other important effects that have so far remained largely within the realm of theoretical models.
One particularly intriguing consequence of such a system arises when studying the Lorentz contraction effect. In the case of the Gyro_6DoF rotor, if its center of mass undergoes contraction towards the holographic horizon, this suggests a phenomenon that goes beyond the usual relativistic length contraction along one axis. Instead, the Gyro_6DoF rotor, rotating in three dimensions, can experience length contraction in ways that are more complex than those observed in classical one-dimensional relativistic systems. In particular, when we swap two of the rotor's three axes of rotation in the desired direction, length contraction occurs in only four of the six projection sections of the screen, indicating a selective and highly localized transformation in space. This selective contraction corresponds to the concept of a "holographic mapping" of the rotor's properties onto the horizon, creating a process that resembles teleportation rather than physical contraction along a particular direction.
The holographic principle applied to such a system offers a lens through which to understand these interactions. When the rotor's center of mass interacts with a holographic horizon, it is no longer just a matter of geometric contraction; the horizon itself can potentially serve as a "holographic copy" of the rotor, preserving its critical properties such as angular velocity and relative position. In this process, it can be hypothesized that the holographic principle allows information about the rotor's state to be displayed on the horizon, providing an alternative way of transmitting this information to a distant location without having to physically move the rotor in space. The effect superficially resembles teleportation, since while the rotor's physical mass remains in place, its information properties or "projection" are instantly available elsewhere.
Unlike the usual Lorentz contraction, where an object is uniformly compressed in the direction of its motion, the interaction between the Gyro_6DoF rotor and the holographic horizon results in an information "collapse". This phenomenon occurs not as a physical contraction, but as a redistribution of information on the horizon itself. Such a collapse reflects an alternative way of perceiving spatial location, in which the rotor exists simultaneously in its physical space and as an information entity on the horizon. This dual existence could, in theory, facilitate effects such as superluminal information transfer or instantaneous "reflections" in other locations without physically moving the rotor itself.
If achievable experimentally, the Gyro_6DoF device would open the way to a fundamentally new physics in which the primary component of spatial dynamics would no longer be the movement of matter, but the transmission of information projections across space. Such a mechanism could even resemble the teleportation of physical objects, since it no longer relies on traditional movement, but on the movement of encoded information. This kind of teleportation would not involve the physical movement of an object, but rather the ability to project, encode, and transport its characteristics to distant points, embodying a transformative shift in how we understand and manipulate spatial relationships in physics. Gyro_6DoF is thus at the forefront of technologies that bridge theoretical physics and practical experiments, offering insights that could redefine the potential of information-driven spatial dynamics. [Alex Isakov]

See Also


Etheric Capsule
Figure 7B.06 - Rotating Triplets Animation
Figure 4.4 - Triple Vectors in Orthogonal Motions
Lorentz Contraction

Created by Dale Pond. Last Modification: Thursday October 31, 2024 05:27:23 MDT by Dale Pond.