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There are many parallels between fluid dynamics and electricity. Is there a thing similar to a Bernoulli effect with electricity? For example, would you see a decrease in voltage as the conductor narrows, and an increase as it widens?

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No, I don't think so. Electrons move differently through conductors than fluids move through a given volume, you cannot apply Bernoulli's principle. In fact, a constriction in a conductor leads to an additional spreading resistance and a wider conductor of the same material will have a smaller resistance.

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When a body moves through space filled with air, then higher pressure is created in front of it, while lower pressure/depressure behind it. The higher pressure is plus, the lower pressure is minus. I use to call this a "principle of an arrow" (− >———> +). enter image description here

The greater the velocity of the body is, the stronger is the plus in front of it as well as the minus behind it. This principle can be found in many things, among others also in the so-called “Bernoulli’s principle”.

What is “Bernoulli’s principle” in its basic form? The picture below shows it. The water flows through a wider pipe and then through a narrower pipe. The velocity of the water increases in the narrower pipe. As a result, the water column over it is lower than over the wider pipe. enter image description here

Why is that so? The water-columns over the pipes could be imagined as side-tails of the water-body. Since the velocity of the water is greater in the narrower pipe, a stronger minus (i.e. stronger depressure) appears in its tail than in the tail of the wider pipe, thus the air-pressure from above lowers the water column over the narrower pipe more.

At the same time a stronger plus (i.e. higher pressure) appears at the front part of the narrower pipe. Everyone knows that the water-jet that comes out of a pipe will reach farther if we narrow the pipe. That happens because higher pressure occurs in the front part.

So, higher pressure at the plus-side (the front-side), lower pressure at the minus- side (the back-side).

The principle of an arrow can also be seen with light. The archetype of this pattern (≈ principle) is the flame of a candle or a cigarette lighter. A violet-blue color appears on the back and a yellow-red color on the front of this fire-arrow. (The violet/blue/cyan are minus-colors, the yellow/orange/red are plus-colors. In the past they have been called cold and warm colors, but now I additionally call them minus and plus-colors.)

enter image description here

(image borrowed from www.pixabay.com, the arrow is added by me)

And this pattern (i.e. principle) can be found wherever colors appear. Look at, for example, these colors obtained from a light source (it is in the middle) with the help of a diffraction grating (image borrowed from www.except.nl . The arrows are added by me.). enter image description here

A manifestation of the Bernoulli’s principle can be seen also with another fluid, and that is electricity. If we make a series connection of two wires of same metal, but of different cross-sectional areas, place them on a table in straight south-north direction, under each piece place a compass (the compasses are identical) and then connect this assembly to a battery, we will notice that the deflections of the needles are different. The magnetic needle under the thinner wire makes greater deflection than the needle under the thicker wire (more about this you can find here https://newtheories.info).

enter image description here

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  • $\begingroup$ You explain bernouilli by saying the difference in pressure can be related to the difference in the pressure of the tails of 2 different arrows. Why in the case of bernouilly do you explain using the tails and not the heads of the arrows ? $\endgroup$ – Manu de Hanoi Oct 2 at 6:51
  • $\begingroup$ When the water moves through a pipe like in the image above, you can imagine the water as one water body which has only one head (where the water goes out) and two tails (like an octopus, lol). Since in the narrower part of the pipe the water moves faster, the pressure in this tail is lower. I don't know if I have guessed what you mean in your question, but ask me again if I have not. $\endgroup$ – Mitko Gorgiev Oct 2 at 7:15
  • $\begingroup$ I can see heads and tails everywhere in that analogy. You , however cherry pick the tails to explain the difference in pressure. If you chose the heads the pressure differential would be opposite of reality. $\endgroup$ – Manu de Hanoi Oct 2 at 7:24
  • $\begingroup$ by the way do you have a source for the compass needle deviation being dependent on the wire diameter ? $\endgroup$ – Manu de Hanoi Oct 2 at 7:27
  • $\begingroup$ It is not about cherry-picking, but about a principle. I am looking to find the principle in any fluid, including the light. In this example with the water there is only one "head", so you cannot speak of "heads". I must think how it will look like with many "heads" and many "tails". The source for the deflections of the magnetic needles is my book newtheories.info, where you can find experimental proves and evidence for a completely new explanation of the electric current, including the magnetic deflection. $\endgroup$ – Mitko Gorgiev Oct 2 at 7:38

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