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UFO Antigravity Field

There are many mysteries on how UFO craft operate, but there is a good explanation on how they can eliminate air (or water) resistance when travelling through air (or water) at great speed. Paul Hill, a former NASA scientist, wrote an informative book on the subject of UFOs called "Unconventional Flying Objects", and in this book he explains how the antigravity field around UFOs eliminate air resistance around the craft. I base my description here largely on his book.

A fluid (air or water) flowing around a UFO craft behaves as if it were flowing around a solid object with no friction between the object and fluid. This is a result of an antigravity field around the craft that creates a type of invisible "wall" around it, over which the fluid flows. As a consequence of this, the fluid flowing around the craft is irrotational (no rotation), with constant pressure, constant density, and constant temperature. Note that this does not mean that the fluid doesn't have viscosity, it does (all real world fluids do), but the viscosity plays no role and as a result the fluid, under the influence of the antigravity field, behaves as if it were frictionless (or with zero viscosity). As a result of this, a velocity potential function ϕ exists from which the fluid velocity can be determined, and this is then used to determine the necessary antigravity field around the craft (described below).

A hypothetical spherical and frictionless "wall" is shown below, around which a fluid flows without friction. If you replace the spherical wall with an appropriately adjusted antigravity field, the fluid will follow the same path under the influence of the field. This field, acting as a body force, causes the fluid to naturally follow a path conforming to the same spherical shape (or any desired shape as determined by the antigravity field, but a spherical shape is simplest to describe).





This antigravity field maintains a pressure, density, and temperature that is constant and equal to their upstream values, so that no shock waves form and no heating of the fluid or craft occur. And this situation occurs no matter what the speed of the craft is, subsonic or supersonic, and even if the speed is near the speed of light.

So air or water that is initially upstream of the craft simply "slides" around the craft without experiencing friction and ends up with no displacement relative to its initial position. It is simply temporarily pushed aside as the craft goes by, and is then returned to its original position, all as a consequence of the interaction with the antigravity field. No shock wave, no sonic boom, no heating, no displacement, and no drag.

The following describes how an antigravity field around a UFO craft is determined using a spherical flow pattern around the craft as an example. Note that the x, y, z directions shown are defined as the positive directions. The craft is moving in the longitudinal direction and if you use a reference frame that is attached to the craft and moving with it, then the fluid will be seen as moving towards the craft, which makes the analysis easier.



Determine the antigravity field energy term using the modified Bernoulli equation, where:



Where:

V_o = air (or water) relative velocity upstream of craft, in direction of longitudinal axis.

V = air (or water) relative velocity at different points on or beyond the sphere.

P_o = air (or water) pressure upstream of the craft.

P = air (or water) pressure at different points on or beyond the sphere.

ρ = density of air (or water) upstream of the craft.

g = acceleration due to earth's gravity (9.8 m/s²).

y = height of air or water on streamline at different points on or beyond sphere, relative to initial position upstream.

φ = energy term representing antigravity field.

Assuming constant density flow with constant pressure, where P = P_o, and neglecting the effect of earth's gravity, solve for φ from equation (1):



The following is the velocity potential ϕ for frictionless flow over a sphere of radius R, with uniform upstream velocity V_o in the positive x-direction (from left to right).



By symmetry, only the xy plane needs to be considered, so set z = 0 in V_x and V_y. The value of V is:



Substitute equation (3) into equation (2) and solve for φ, which becomes a complicated function of x and y (not shown). This complicated function φ(x, y) is the antigravity energy term which is somehow generated from within the UFO craft, perhaps by superimposing many antigravity field generators along the longitudinal axis, such that



where each individual φ_i(x, y) may have the form



where K_i is a field strength constant, and r_i is the distance from the center of each individual antigravity field generator to a point (x, y).

For example, if an antigravity field generator is located at the origin of the xyz axes, then



If a field generator is located at x = +0.5, then



Note that points (x, y) are only valid on the sphere surface or beyond it, but not inside the sphere. Once again, you can set z = 0 and by symmetry the solution becomes valid all around the sphere.

So the superposition of the different φ_i(x, y) to produce φ(x, y) will also produce a fluid velocity field that is symmetrical all around the sphere, about the longitudinal axis, for all points (x, y, z) that are either on the sphere surface or beyond it.

I have more articles like this on my patreon page, where I explore physics topics that are less mainstream and are of a futuristic nature, especially where UFO technology is concerned. All pages are free for everyone to view.



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