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What happens if one of the electrons is moving? How do the electrons know the position of the other electrons to direct the concave curvature of space?What's the picture for attractive force between a positive charge and a negative charge?
Another testable prediction for this model is that positrons are unstable and will decay without interaction from an electron.
Positrons
Quote from: Spring Theory on 09/07/2022 13:05:01Another testable prediction for this model is that positrons are unstable and will decay without interaction from an electron.So, that's testable.No positron decay has been observed. Positrons are stable.So we know that the idea failed the test.
Incorrect. Never been tested. Positrons find an electron too quickly.
Quote from: Spring Theory on 09/07/2022 13:26:40Incorrect. Never been tested. Positrons find an electron too quickly.You are right; your statement there is incorrect.It has been tested.The positrons in accelerators are stable.https://en.wikipedia.org/wiki/Large_Electron%E2%80%93Positron_ColliderWere you not aware of what is probably one of the best known bits of scientific kit in the world?
Quote from: Bored chemist on 09/07/2022 13:33:09Quote from: Spring Theory on 09/07/2022 13:26:40Incorrect. Never been tested. Positrons find an electron too quickly.You are right; your statement there is incorrect.It has been tested.The positrons in accelerators are stable.https://en.wikipedia.org/wiki/Large_Electron%E2%80%93Positron_ColliderWere you not aware of what is probably one of the best known bits of scientific kit in the world?Pretty useless comment, but I will attempt to penetrate the steel trap...Show me a similar test like the Kamiokande experiment.https://en.wikipedia.org/wiki/Proton_decay
It cannot be composed of mass and charge that are treated as two separate things, since the electron behaves as one thing and has never been broken down into the assumed two things
Is it a problem? It's often required that the positive charges don't and can't spread out despite a Lorentz contraction. The positive charges are the metal atoms and they are locked into a lattice. Even when Lorentz contraction puts them closer together and suggests there should be increased repulsion between them, the metal atoms cannot move apart. However the electrons are not like that, they are free to move around and can spread out.
The electrons move to the right through single wire, and move to the right through double wire. Since the current is the same, average velocity of the electrons through single wire must be twice as the electrons through double wire.
Positronium? particle or cationic species?
Quote from: hamdani yusuf on 09/07/2022 03:30:11The electrons move to the right through single wire, and move to the right through double wire. Since the current is the same, average velocity of the electrons through single wire must be twice as the electrons through double wire.No. The drift velocity is the same but twice as many are moving through any plane perpendicular to the axis of the wire. Imagine a wide road with a rigid speed limit. If you want to move more cars in a given time, you just occupy more lanes.
Here's another video trying to explain electromagnetic force using length contraction. //www.youtube.com/watch?v=UtFLVItKOeIImagine that the wire is replaced by a hose containing electrolytic solution. Positive ions and negative ions move to the opposite direction at the same speed. Will the test particle experience a force?
Magnetic gradients help explain how magnetism works. In this video SuperMagnetMan presents new ways to see the magnetic vortices and understand how magnetic gradients can affect magnetic applications. Many different applications depend on understanding gradients in order to develop the right solution.
Quote from: hamdani yusuf on 15/01/2023 13:30:27Here's another video trying to explain electromagnetic force using length contraction. //www.youtube.com/watch?v=UtFLVItKOeIImagine that the wire is replaced by a hose containing electrolytic solution. Positive ions and negative ions move to the opposite direction at the same speed. Will the test particle experience a force?A problem with the video is it doesn't provide quantitative explanation. How much change in the force if the velocities are changed? If the velocity of the particle is doubled, will the force also double?If the wire also moves, will the formula still give the correct answer?