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2 - @Origin when you say 'Antimatter has nothing to do with simple harmonic motion' you are wrong.
Quote from: Kartazion on 07/12/2021 00:53:062 - @Origin when you say 'Antimatter has nothing to do with simple harmonic motion' you are wrong.You don't know what you are talking about.
But why don't you answer my question?
Because you can read the paper for yourself.
Once again you are unable to provide an answer.
@Origin when you say 'Antimatter has nothing to do with simple harmonic motion' you are wrong.
In your head, I didn't.Does that not worry you?Have you considered talking to a doctor about this disparity between what is true, and what you think?
@Kartazion, you keep saying this but you cannot actually say how antimatter has anything to do with simply harmonic motion. The reason you can't is because there is no connection.The paper you are referring to discusses how a B meson can oscillate between its own antiparticle and back. This not a surprising thing since the Standard Model predicted this behavior. You make the absurd conjecture that since this oscillation occurs with the B Meson, it is true for electron / positron. Why would you make this claim? The answer is because you have no idea what you are talking about.If you were to graph the oscillations of the meson to antimeson flipping by time you would get a sinusoidal result. If you graph a pendulum swinging you would also get a sinusoidal result. Does that mean simple harmonic motion and antimatter are related? Of course not. Why do you think this means they are related? The answer is because you don't know what you are talking about.
The article talk about of oscillation as of a pendule. I'm right.
I'm not fool as you assert.
You on the other hand have a problem with me.
when you talk about oscillation in quantum mechanics they are necessarily of type simple harmonic motion
@Origin learn to read some sources and try to learn physics.
Then it is clearly wrong.With a pendulum, the bob moves slowly up and down. So half way through the swing, it is about half way up.But an oscillating particle obviously can't do that.It can't be "half way between a particle and an antiparticle", can it?
I can see that you totally ignore the subject
You keep trying to say the "subject" is harmonic motion.I pointed out that the change from particles to antiparticles and back can not be harmonic motion.I also pointed out some other mistakes you made.
...The oscillation is an anharmonic periodic fluctuation between matter and antimatter.
Quote from: Bored chemist on 08/12/2021 20:40:27You keep trying to say the "subject" is harmonic motion.I pointed out that the change from particles to antiparticles and back can not be harmonic motion.I also pointed out some other mistakes you made.What? This is what I said:Quote from: Kartazion on 08/12/2021 12:48:41...The oscillation is an anharmonic periodic fluctuation between matter and antimatter.
when you talk about oscillation in quantum mechanics they are necessarily of type simple harmonic motion.
Quote from: Origin on 30/11/2021 13:24:19My guess:Your gravitational oscillator is like a pendulum in that they both can represent simple harmonic motion. You say electrons oscillate between matter and antimatter (electron - positron) and these oscillation can be represented by simple harmonic motion. Is that a correct assessment of your position?Yes exactly. But down to one detail. This is because the oscillator is anharmonic rather than harmonic. In fact, the speed of the particle varies according to the oscillation cycle. Another point. It is the pendulum. It does not oscillate in the direction of the gravity vector. Either vertically.
My guess:Your gravitational oscillator is like a pendulum in that they both can represent simple harmonic motion. You say electrons oscillate between matter and antimatter (electron - positron) and these oscillation can be represented by simple harmonic motion. Is that a correct assessment of your position?
Hello.The oscillation is indeed harmonic insofar as it is identical by symmetry of its movement. But in our case the particle experiences an acceleration as well as a reduction in its speed during its oscillation. In other words to be able to draw a sinusoid with x(t) the speed of the latter must be constant. This is not the case with the oscillator that I presented, because it implies a variation of its speed. My question is isn't it more an anharmonic rather than a harmonic oscillation? We assume In your example of the earth that the density is constant.Thanks.
In other words to be able to draw a sinusoid with x(t) the speed of the latter must be constant
What do you mean by this statement? Do you think a pendulum moves at a constant speed?
"In other words to be able to draw a sinusoid with x(t) the speed of the latter must be constant. This is not the case with the oscillator that I presented, because it implies a variation of its speed."