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Time-warped Fields
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An Overview and Comparison Comparison by Dr. David Lewis Anderson
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Time-warped Fields use energy within c urvatures of spaceti me surrounding Time-warped surrounding a rotating mass or energy energ y f ield to generate containable and controllable fields of closedclosed-timelike timelike curves that can move matter and information forward or backward in time.
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Time Reactor Overview
As general relativity predicts , rotating bodies drag spacetime around themselves in a phenomenon referred referred to as frame-dr frame-dragging. agging. This rotational frame-dragging frame-dragging effect is also known as the Lense-Thirring Lense-Thirring
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nearby object out of position compared to the predictions of Newtonian physics. The predicted effect is small—about one part in a few trillion. However, as Dr. David Lewis Anderson proposed in 1987 with his announcement of t ime-warped field theory, the difference in potential energy between two different areas of twisted s pacetime due to f ramedragging is significantly large. Even the smallest twist in spacetime contains enormous energy potential and can be used to create David Lewis Anderson, USAF containable and controllable fields of close-timelike curves without the Officer and Scientist, founder need for significant input power. This makes both forward and reverse of time-warped field theory. time control possible within the limits of technology today.
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The key characteristics of the application of time-warped fields for time control and time travel are presented in the picture below. This is followed by more detail describing the science below. Time Travel - Journeys into Time David Lewis Anders... Buy New $24.95
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Frame Dragging Effect Basics
Rotational frame-dragging appears in the general principle of relativity and similar theories in the vicinity of rotating massive objects. Under this effect, the frame of reference in which a clock ticks the fastest is one which is rotating around the object as viewed by a distant observer. This also means that light traveling in the direction of rotation of the object will move around the object faster than light moving against the rotation as seen by a distant observer. It is now the best-known effect, partly thanks to the Gravity Probe B experiment.
The Anderson Time Reactor operates by accessing the high energy potential and effects, existing across two regions of twisted spacetime, to create containable and controllable fields of closed-timelike curves.
Linear frame dragging is the s imilarly inevitable result of the general principle of relativity, applied to linear momentum. Although it arguably has equal theoretical legitimacy to the "rotational" effect, the difficulty of obtaining an experimental verification of the effect means that it receives much less discussion and is often omitted from articles on frame-dragging Static mass increase is another effect. The effect is an increase in inertia of a body when other masses are placed nearby. While not strictly a frame dragging effect, it is also derived from the same equation of general relativity. It is a tiny effect that is difficult to confirm experimentally.
Mathematical Derivation of Frame Dragging Frame-dragging may be illustrated most readily using the Kerr metric, which describes the geometry of spacetime in the vicinity of a mass M rotating with angular momentum J
where r s is the Schwarzschild radius
and where the following shorthand variables have been introduced for brevity
In the non-relativistic limit where M (or, equivalently, r s) goes to zero, the Kerr metric becomes the orthogonal metric for the oblate s pheroidal coordinates
We may re-write the Kerr metric in t he following form
This metric is equivalent to a co-rotating reference frame that is rotating with angular speed Ω that depends on both the radius r and the c olatitude θ
In the plane of the equator this simplifies to:
Thus, an inertial reference frame is entrained by the rotating central mass to participate in the latter's rotation; this is f rame-dragging. Frame-dragging occurs about every rotating mass and at every radius r and colatitude θ.
The Anderson Time Reactor Time-warped field theory shows how a properly c onfigured energy beam c an be used to init iate and maintain the c oupling of two different areas of slightly twisted spacetime. This enables the discharge of significantly greater levels of stored potential energy and generates controllable fields of clos edtimelike curves. The system that couples these two regions of different spacetime potential is common referred to as an Anderson Time Reactor or spacetime battery. Twisted spacetime around the earth, or
to the tension in the fabric of spacetime caused by inertial frame-dragging.
spacetime tensions. The system can access and create a conduit to harvest that st ored energy and through the coupling process create dense fields of Closed Timelike Curves (CTCs). A reactor consist s of a region of spaceti me, large or small, surrounding a rotating mass, where inertial frame dragging effects are present twisting spacetime between two regions of space. A specialized beam emitter, with a localized source nearer to the rotating mass, is directed toward a more distant region of space, across the region of twisted spacetime created by inertial framedragging. A series of power collectors near and surrounding the beam emitter provide a conduit to t hen channel and control the received power. The resulting effect is that the potential energy in the twisted fabric of spacetime is coupled or bridged from the distant point to the local power collector array. The entire process is initiated and controlled by the system. The Anderson Time Reactor system achieves this by using the David Lewis Anderson application of Time-warped Field theory to create the ability to leak, tap into and control t he greater energy stored in this spacetime tensi on (or energy potential difference), in between the distant point and the localized point in spacetime. In the most basic terms, the Time Reactor can be looked at as a simple spacetime battery, accessing the significant potential energy that existing around any rotating body anywhere in spacetime.
Spacetime-Motive Force The coupling of these two points accesses what Dr. Anderson labeled a "spacetime-motive force" with the ability to produce high energy and time-warped fields allowing the containment and controlling of fields of closed-timelike curves.
Spectral image of energy pattern near time reactor emitter and power collector array showing coupling and discharge of spacetime-motive force including energy drift in the direction of inertial frame dragging of the Earth. USA, 2008
The force between the localized and distant point is called the open spacetime-motive force. The open spacetime-motive force, even in the minimal effects of inertial frame-dragging, can be ext remely large by present-day power generation standard standards. It is estimated that a single nextgeneration time reactor may have the ability to produce more than all of the worlds c ombined power generation capabilities today.
The amount of spacetime motive force depends on several factors. These include the mass of the rotating body, its rotation speed, relative orientation of the two point to the axis of rotation, and the medium and distance between the localized and distant points in space. More simply, it is a function of the degree of inertial frame-dragging and the characteristics of the medium through which t he Time Reactor must operate between the two regions to open a " discharge path." Also, the amount of energy that is accessed, or time-warped fields generated, can be controlled in several ways through phasing and other characteristics of the emit ter and power
A Practical Approach to Achieving Time Control Practical time control and time travel requires significantly large energy levels, from some source, to operate effectively. To achieve time control we can attempt to generate this large energy lev el or, as an alternative, acc ess and c hannel the energy already exis ting and inherent in natural processes and the basi c makeup or f abric of spaceti me surrounding our planet. As s tated above, it is estimated that a s ingle next-generation time reactor may have the ability to produce more than all of t he world's c ombined power generation capabilities today. The fabric of spacetime is elastic and very powerful. It takes a tremendous amount of power to create even the slightest twist in spacetime. One can think of the fabric of spacetime surrounding a rotating mass, like the Earth, to be a spring or a battery. The rotating mass creates a twist in the fabric of spacetime who's natural state and desire is to unwind, just like a spring, or to discharge, just like a battery. Time-warped field technology uses relatively low input power to open a discharge Time-warped field theory demonstrates path for this spacetime battery. This technology itself does not a practical way to generate the create the energy levels required for time c ontrol and time necessary concentrated CTCs and high power levels, without high input travel. Instead, it relies on and operates using the energy power, for practical time control stored within twisted spacetime around a rotating body that is created by the inertial frame-dragging effect. With only a small amount of system input power, time-warped field t heory shows how enormous power levels can be acces sed. The coupling and discharge process, initi ated and also defined by t ime-warped field theory and technology, generates significant levels of spacetime-motive force that can be used to generate very concentrated fields of closed-timelike curves near the Time Reactor's emitter and power collector array. These fields of closed-timelike curves are concentrated and controllable and can permit both forward and backwards t ime control.
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