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Interference is the result of superposition of two or more wavefronts producing maxima and minima with a spatial distribution related to the distribution of the sources.
What you call a "conceptual difference" is what scientists (and parents) call "giving different names to different things".
I wrote that interference and diffraction are distinct phenomena, but both are effects of superposition.
In my video, I mentioned color mixing, beat, and superposition of two light waves with perpendicular polarizations as some examples of superposition that doesn't produce interference
- Superposition derives from quantum theory, and cannot be described by classical physics.- You don't need superposition to describe radio waves
2. In those models, especially Huygens principle, it is quite common that diffraction and interference do appear to have similar explanations and could be due to the same underlying principles of physics.3. Is it important to distinguish between interference and diffraction because there is some very different underlying physics you (especially Hamdani Yusuf) are trying to present? Answer: No.
When monochromatic light passes through a single slit and produces a pattern on a screen. What do you call that pattern on the screen?
you can't ignore the fact that diffraction requires only a single source and interference requires at least two sources.
Can you have interference with one source of light? Yes you can and you do @alancalverd whenever that light passes through an aperture
If the slit is wide, most of what you see is the unobstructed primary beam with some interference...
So you fundamentally admit and you are aware that there can be interference when there was only one source of light.
Quote from: hamdani yusuf on 28/12/2022 08:54:34I wrote that interference and diffraction are distinct phenomena, but both are effects of superposition.Which is wrong. Superposition requires two sources, by definition. There is only one in diffraction.
Quote from: hamdani yusuf on 28/12/2022 10:25:49In my video, I mentioned color mixing, beat, and superposition of two light waves with perpendicular polarizations as some examples of superposition that doesn't produce interferenceColor mixing is due to physiology, not physics! If you illuminate a surface with two light beams of different frequencies, the eye may perceive one different color but a spectrometer will show the original frequencies only. This is different from true frequency modulation or mixing in a nonlinear medium. "Beat" is true superposition. When one frequency is much higher than the other, it is called "amplitude modulation".
1. We do not know exactly what the underlying process for diffraction or interference is. There are some models.
2. In those models, especially Huygens principle, it is quite common that diffraction and interference do appear to have similar explanations and could be due to the same underlying principles of physics.
If you think that single slit interference pattern is produced by the space between edges of the slit which act as wave sources, you’ll be in trouble explaining the same pattern produced by a thin wire.
3. Is it important to distinguish between interference and diffraction because there is some very different underlying physics you (especially Hamdani Yusuf) are trying to present? Answer: No.
My view: Sure, in some areas of work there will have to be some very precise use of terminology. In more general science there is also some benefit in recognising that some apparently disparate things are actually closely related and the same underlying principles could apply. For example, Beta particles are not the same as high velocity electrons. Beta particles can ONLY be produced by changes that take place in the nucleus of an atom. However, it is much more useful just to recognise that they behave so much like high velocity electrons that they almost certainly are high velocity electrons.
How many oscillating electrically charged particles in a diffracting obstacle?
Quote from: hamdani yusuf on 29/12/2022 02:29:49How many oscillating electrically charged particles in a diffracting obstacle?According to Huygens, none. According to your microwave experiments, lots and lots of free electrons or none at all.