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The stealth phenomenon of flying saucers

2023-01-16 19:45Chemical
Summary: Today to share with you the knowledge of UFO stealth phenomenon, if you happen to solve the problems you are facing now, don't forget to follow this site and start now! What are the phenomena when
Today to share with you the knowledge of UFO stealth phenomenon, if you happen to solve the problems you are facing now, don't forget to follow this site and start now! What are the phenomena when flying saucers appear? 1. Shapes such as dish shape, snowbox shape, straw hat shape, spherical shape, gyro shape, etc., with small sizes such as table tennis balls or fingernails, and large ones (snowbox shape) as long as thousands of meters. 2. Highway. Flying saucers can take off or land vertically, hover or go backwards, and can also fly at high speeds, some of which can reach speeds of up to 24000 kilometers per hour (Mach 20). Some are even higher, which is unmatched by existing man-made aircraft. 3. High maneuverability: can turn "right angle" or "acute angle"-anti-inertia. When the plane is turning at high speed, its huge inertia makes the pilot dizzy and even unconscious, so the combat fighter with the highest maneuverability (such as American Fmur16), even the well-trained crew dressed in anti-g clothing, can only withstand a maximum overload of 8g in a short period of time, while the structural strength of the aircraft itself Also can not bear too much overload (for example, the maximum allowable overload of Fmur16 is 9g), otherwise the plane will disintegrate in an instant! However, according to eyewitness observations, flying saucers can make "right-angle" or "acute-angle" turns without slowing down at high speed. From this comparison, we can see that the maneuverability of UFOs is incomparable to that of airplanes, and its speed is much faster than that of airplanes, so it is no wonder that when someone wants to track UFOs by aircraft, it is always futile, but is often tracked by UFOs! 4. it can be invisible from time to time, and there are the following situations: some people can see, while others may not; people can see it with the naked eye, but radar can't detect it; sometimes they see it landing somewhere, but when they get closer, there is nothing. 5. Glow. The light emitted by flying saucers includes monochromatic light, polychromatic light, normal light, solid light (that is, the beam can contract or bend arbitrarily, or even jagged), and some beams have the ability of perspective (that is, the milk becomes transparent after illuminating the object). 6. there is radioactivity. When the flying saucer passes over, there is a strong electromagnetic interference, which paralyzes the electrical system and so on. 7. There is electromagnetic interference. Strong electromagnetic interference occurs where the flying saucer passes, paralyzing the electrical system, such as power outage in the factory, instrument and radar failure, radio communication interruption, vehicle and aircraft engine flameout, missile launch, and so on. After the UFO is gone, everything automatically returns to normal. 8. There is nothing the earth's weapons can do about it. At 10:00 on February 25, 1942, 24 disc-shaped UFOs appeared over the field of an artillery company on the eastern outskirts of Los Angeles. The Americans opened fire with dozens of anti-aircraft guns, and more than 2000 shells emitted brilliant sparks. But the flying saucers still formed methodically in the air, unharmed. The principle of UFO In fact, the flying principle of flying saucers is not a matter of electric charge. The real principle of flying a flying saucer is that it uses a kind of "unbalanced principle of rotating objects" to fly. This principle is also a way to change the linear momentum (horizontal momentum) of an object. As we all know, on the earth, the motion of any object follows the theorem of conservation of momentum. The flying saucer does not seem to follow this principle, but in fact it follows another principle of momentum: the theorem of momentum transformation. Momentum conversion theorem: in the case of no external object to provide momentum, whether the momentum of any object itself is converted into linear momentum or linear momentum into angular momentum, the value of momentum remains unchanged in the process of transformation. This is the theorem of momentum transformation. Take an example: the principle of motion of a car. The engine of a car can not directly produce linear momentum (horizontal momentum), but can only directly produce angular momentum. But what we need is linear momentum. Through the wheel, the angular momentum of the engine is converted into linear momentum by friction. This is the most common way to convert angular momentum into linear momentum, that is, through friction. For example, airplanes. The aircraft engine can not directly generate linear momentum, but what we need is also linear momentum. Through the interaction between the propeller and the air, the angular momentum of the aircraft engine is converted into linear momentum. The principle of an aircraft is also a way to convert angular momentum into linear momentum. Except that the rocket engine can generate linear momentum directly, the rest of the engine can only generate angular momentum directly. So, the flying saucer is also running through the principle that angular momentum is converted into linear momentum. It's just that it uses different methods. It does not fly because of the repulsion or gravity of electric charge, as many scholars think. After all, the force between charges has a lot to do with distance. Moreover, the conditions for them to produce force are very close to each other. At the beginning, I have already explained the principle of UFO, that is, the principle of unbalance of rotating objects. So what is the principle of unbalance of rotating objects? First of all, in the known world, any object that rotates around any point of it can get a circle, and without considering time (that is, when time is zero or infinite), we can think that the plate is uniform. that is, it is a balanced object, and there is no difference in mass. The imbalance of the rotating object is that the rotating object is not a uniform plate, but there is a difference in mass. An example of an unbalanced rotating object: take any object (in an ideal state) and assume it to be a rectangle. The four vertices of the rectangle are A, B, C and D, respectively, with a mass of M and a side length of X. Now we make it move in a uniform circle around point A with a certain angular velocity, and the period is T; now we give a time period 0~T/2, assuming that the mass of the object does not change during this period, the mass of the object decreases or disappears during the T time period, and starts over and over again. We establish a coordinate system on this object, the Abscissa is x, the ordinate is y, and the vertical coordinate is time t. Our line of sight is parallel to the y-axis, perpendicular to the x-axis, looking at the t-axis, then the solid shape of the rotating object and the time axis should be a spiral, a spiral toward the time axis t; the line of sight is parallel to the t-axis. When the orthogonal x-axis and y-axis are orthogonal, what we see is a circle with a radius of twice the root sign. Corresponding to the N and M points of the T point circle and connecting the NM to get the diameter NM;, then we will find that the mass of the object appears only on one side of the NM. In this way, the rotating object is no longer in equilibrium and there is a difference in mass. If the mass is only on one side, then the centrifugal force will only appear on one side. When there is no relative motion with the rotating shaft, the centrifugal force is equal to the centripetal force. Moreover, the centrifugal force is no longer balanced, but toward the vertical direction of the NM. The direction is related to the initial state of the mass change. If there is a single force, there will be an impulse; in the absence of external resistance, all impulses are converted into momentum, thus converting the angular momentum of the object into linear momentum. As a result, the centrifugal force does work. The above is an example. The key question now is how to change the mass of an object over time! We know that mass is one of the natural properties of an object and does not change with the change of external conditions. In other words, the above example can only appear in an ideal state, not in the real world. Then we can only change its centroid. The following is the experiment: take a disk with radius R and mass m as diameter AB; to install an orbit on AB, take a weight C with mass M, and make weight C resonant motion on orbit AB with period T, and make the disk move in a uniform circle with a rotation period of T. Let's study the system. Suppose that the initial point of the weight C is at 0 and the spatial position is at K, and when it starts to vibrate, the disk rotates with it and synchronizes the two. At this time, the centrifugal force is the smallest, because the distance from the rotation axis is 0, and the rotation radius is also 0. When the weight vibrates to 1 beat 4 cycles, the disc also passes 1 to 4 cycles, and the weight C reaches point A, assuming that the position in the space is point J; at this time, the centrifugal force is the largest, because it is farthest from the rotation axis and the maximum radius of rotation. When the weight C moves to 1 stroke for 2 cycles, the disc also passes 1 stroke for 2 cycles. At this time, the weight C is at 0 point and the position in space is K point, and the centrifugal force is minimum. When the weight C moves to 3pm for four cycles, the weight C reaches point B, and the disk turns around for four cycles to reach the space point J. At this time, the centrifugal force is the largest. At the end of a cycle, weight C goes back to zero. At this time, the centrifugal force is the smallest. Over and over again, although the weight C moves back and forth at points An and B, the maximum point of the centrifugal force remains unchanged at the space point J. In the spatial position, the weight C has never exceeded the K point. Its trajectory is a circle with the diameter of JK, and the center of the circle is the midpoint of JK. This is the experiment of the imbalance of rotating objects. Bob Raza, an American physicist, explains how the inner space of UFO flight principle distorts space. Human beings have unlimited yearning for the universe.
The stealth phenomenon of flying saucers

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