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For example, a five pound rock and 20 pound rock dropped into opposite ends of a pool of water having an equal depth create two waves. When the smaller wave created by the five pound rock intersects with the large wave created by the 20 pound rock, a trough of intense movement, or spirals, is created at the intersection point.
The spirals in the atmosphere that are intensified by the negative charged particles on the surface of the Earth and the positive charged particles in the Ionosphere can last a nanosecond or several minutes, hours or days. The author logically proposes the nanosecond spirals excite the atmospheric nitrogen, and hydrogen/helium ions flowing from the Sun that actually saturate the Earth. The ignition causes the nitrogen and hydrogen/helium ions to go into high energy, also known as lightning. Long-term spirals are tornadoes and hurricanes.
I just thought I would kick this off to show how much is in this document, this part is related to some of my work.
Well i think the visualization shows what happens when two TRANSVERSE signals of the same amplitude and F but differing Phase are summed... but not exactly... Notice the "zero voltage" point when 180 out, and the "max voltage" when at 0 phase diff.
But it is more like a derived waveform output from an oscillator (or math software), that generates the "yellow" sine's amplitude DEPENDENT on the instantaneous value of the two summed sines... because 2 sines of differing Phase summed together don't actually look like a "clean" sine wave.
It is curious to think about, but this is not much like wave action in a pond from i can see, which to me, represents "longitudinal wave" action... it is difficult to see any "subtraction" or "addition" to the total wave force on a pond when two water waves meet... does it indeed happen? I guess it can to some extent, because after this "meeting" the waves can appear somewhat attenuated, compared to if they had simply ran their course "alone".
It does happen with "crossing seas", when actual sea waves come from two directions: they can meet and create much higher wave peaks momentarily. But the curious thing about that case is, there appear to be no "attenuated" waves from "cancelling". I get the feeling, there is no way to cancel these out beyond a certain point no matter what the phase difference is when they meet. So that may be where the "pond" analogy falls down.
Hi, there are two differences as I have pointed out, the stones created two different frequencies and then colided, the video shows two same frequencies which colide. The same frequencies coliding give a resulting wave of the sum of those frequencies, the rocks gave the same addition plus the difference of the two frequencies, one is a gain and the other is equal.
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