What exactly is the Hutchison Effect?
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Canadian inventor John Hutchison is credited with the discovery of a highly-anomalous electromagnetic effect which causes the jellification of metals, spontaneous levitation of common substances, and other effects resulting from what is believed to be a very complex scalar-wave interaction between electromagnetic fields and matter
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yes there is an effect called tunnel effect. it is related to quantum mechanics.When a particle like elctron does not have enough energy to come out of a potential barrier or well, tunnel effect comes into play.
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Glad to see you're thinking, but this is an easily answered question.  \n\nTake for example a magnet.  Regardless of what is in front of your magnet it will still attract an object to a distance equal to its strength.\n\nex:\n\n.....(|)<<<< <[]<<<<<<<[]          \n\n......^..............^...... ......^\nMagnet......Metal..... ..Metal\n.................Object.... Object\n\nThe magnet is going to exert force on both of the objects without interference from first object.  \n\nBased on your definition of propagate...come to your own conclusion...that is the joy of thinking...we all have our own thoughts.
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I only find information in german. It relates to a medical therapie where electricity of a certain strength is used to relax muscles and it also shows influence on the cell membranes. The theory is that a electrical current has an effect on the polarization of cellembranes and after a certain time intervall this leads to a de-polarization effect which then has certain effects on the cell (e.g. musle relaxation) Gildemeister developed a scientific model to explain this is in detail.\n\nIn Germany "electo-therapie" is commonly used by several doctors.\n\nIf you like to know more I would have to translate the articles I found and can send you. Let me know under my email.
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The previous two answers are good, but I might make a couple of comments:\n\n1. This phenomenon is called "sensitive dependence on initial conditions" and it is a common characteristic of nonlinear equations (which in turn are common in the description of the reality around us; for example, the weather). \n\n2. Another term for this sort of behavior is instability, or possibly numerical instability.  \n\nGood luck
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to get baffled see this...\n\nhttp://en.wikipedia.org/wiki/Butterfly_effect
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I have no idea about the math, but I'm thinking the assumption is that the data are relatively correlated linearly.  There's a lot of math behind the wiki link.
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no.its the force produced due to the movement of other particles(electrons).so..
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the phenomenon is called electgromagnetic induction. The incoming signal induces electric current of variying strength in the antenna which is used by the receiving device.
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The one word answer is, spin. In fact, in 1671 Sir Isaac Newton noted how the flight of a tennis ball was exaggerated by spin. However, there is more to the curve that just that. The curve of a spinning ball, be that of a tennis ball, baseball, golf-ball, or even a cannon ball is due to a phenomenon coined the “Magnus Effect”. In 1877, Lord Rayleigh credited Magnus with the first “true explanation” of the effect.\n\nThe explanation of the Magnus Effect is a relatively simple exercise in aerodynamics and conservation of momentum. When any object is moving through a fluid, such as air, its surface interacts with a thin layer of air known as the boundary layer. In the case of the sphere or ball, the boundary layer separates from the surface, creating a wake or low-pressure region behind the ball. The front-to-back pressure difference creates a backward force on the ball, which slows its forward motion. This is the normal air resistance, or aerodynamic drag, that acts on every object. However, if the ball is spinning as it moves, the boundary layers separates at different points on opposite sides of the ball — further upstream on the side of the ball that is turning into the airflow, and further downstream on the side turning with the airflow.\n\nConsequently, the air flowing around the ball is deflected slightly sideways, resulting in an asymmetrical wake behind the ball. If it is assumed that the air in the wake has “left” momentum, for momentum to be conserved the ball must possess an equal but opposite or “right” momentum. Hence a sideways deflection in the trajectory occurs. The magnitude and direction of this resulting momentum vector and its corresponding Magnus force is directly dependent on the velocity vector of the ball with respect to the air, angular velocity vector of the ball, surface roughness, cross-sectional ball area, and air density. Examining each of these items and their influence on the magnitude and direction of the curve we see that:\n\n1.Velocity and angular velocity: Primarily, these vectors define the direction the ball curves, which is mutually perpendicular to both vectors (see: Alaways & Hubbard). Secondly, spin rate has a one-to-one correspondence with the curve’s magnitude, the higher the spin rate the greater the curve. Finally, the ball speed has an inverse proportional relationship to the curve, the faster the pitch the smaller the curve.\n\n2.Surface roughness and cross-sectional area: These factors influence the curve by being the means by which the air is deflected. In essence the seams on the ball grab the air and redirect it. Imagine the paddles on a paddle wheel as it moves through water, the larger the paddles the bigger the splash. An increased ball cross-sectional area allows for more air to be deflected by having more surface area in contact with the air and therefore more air available to redirect.\n\n3.Air density: We all have heard that baseballs curve more at sea level than in the Rocky Mountains. This is due to increased air density at sea level resulting in increase momentum for equal volumes of redirected air. Since momentum is conserved the ball’s momentum goes up with the air’s momentum resulting in larger curves at lower elevations.
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search for biefield-brown effect on the web.
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Biot-Savart Law. Look it up.
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butterfly effect without a doubt.
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See if this helps.\n\nhttp://hyperphysics.phy-astr.gsu.edu/hbase/atomic/hund.html
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It is also called as "Directional Sound".\n\nYes, I've heard about it... Had even done a little study paper on it. If you need more info, send me an email.
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It varies and isn't really predictable like the Moore's Law.\nhttp://www.ask.com/web?q=moore's%20law
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these guys do it much better than i can:\n\nhttp://hyperphysics.phy-astr.gsu.edu/Hbase/class/phscilab/kundt2.html