- #1
fonkem
- 1
- 0
How can quantum physics applied in our daily life?
Last edited by a moderator:
fonkem said:How can quantum physics applied in our daily life?
fonkem said:How can quantum physics applied in our daily life?
vanesch said:If you mean: in what way do we really need quantum physics in order to do something practical in the real world, which wouldn't be accessible otherwise (like purely empirically) ? Well, I don't know. Of course, many high-tech applications are directly INSPIRED by ideas from quantum theory. Many phenomena used daily are only entirely understandable in the frame of quantum theory. But technology doesn't always need understanding (something I learned quite late in my career !). One can have a totally wrong picture of what goes on, but nevertheless have quite useful phenomenological models, tuned to empirical data.
I'm thinking, for instance, about transistors. Of course, the electrical behaviour of a set of layers of semiconductors needs ideas from quantum mechanics: the very ideas of conduction band, valence band, doping, impurities etc... need quantum theory. However, one can get quite far in describing the functioning of transistors by using the "semiclassical model" (you know: the density of "holes" and "electrons", their "mobilities", their diffusion equation etc...). So, to do actual modeling of transistors, I'm not sure you really practically use the full machinery of quantum theory. Maybe for some advanced structures one has to, I don't know.
Another application: lasers. Again, although lasers are a typical quantum-optical phenomenon, the semi-classical theory of lasers is quite satisfying, and I'm not sure that genuine laser builders go through the whole quantum optics machinery to optimise their stuff - I guess they rather do it empirically.
So I'm also interested in knowing in what areas of technology one really NEEDS the entire machinery of quantum mechanics in order to ACTUALLY DESIGN stuff. Mind you: I'm not talking about the toy model which enables one to understand essentially how the thing is supposed to be working, but which is not really used in the practical design. I'm talking about using the wavefunction stuff in order to say: |ok, this layer must then be 102.5 nanometers thick", and this 102.5 comes out of a formal quantum-mechanical calculation, and not about some empirically fitted model. I'm also not talking about, say, scientific spectroscopy or the like. I'm talking about where genuine formal quantum theory is used, with its full wavefunction machinery, in order to do some technological design. I have the impression that these occasions are, though I'm sure they exist, pretty rare, and I'd like to know something about it.
ZapperZ said:But there is a difference between using it NOW, versus how these things came into being in the first place. Bardeen had to use quite a significant amount of his theoretical expertise to be able to calculate and help design the first transistor that was made. So it didn't come about out of trial and error without knowing any quantum mechanics. But once the physics is well-established, then subsequent use and production need not be acutely aware of the underlying physics. The same could be said about lasers, etc.
When we start dealing with more exotic semiconductors, or when we try to make even more complex structures, we inevitably have to go back to the theoretical description. We are seeing this more now with these mutilayered structures and with nanotechnology. This clearly shows that yes, these theoretical foundations are very much required whenever we want to try something new.
Sojourner01 said:Well, I know (that is, have heard) that microelectronics are now getting so small that they're beginning to confine the individual electron wavefunctions and causing very weird effects, limiting the minimum size of transistors and such. Just a quick example.
vanesch said:I'm comparing this to, say, thermodynamics or continuum mechanics, or in electronics, where people use, for practical day-to-day purposes, software packages which use finite-element techniques which are solutions to the basic equations of continuum mechanics, or for heat transport or of the Maxwell equations or things of that kind. I'm not aware of such uses for the quantum formalism (unless in the chemical industry, one does a lot of quantum chemistry, but I'm not aware of that).
Maybe there ARE such fields of technology. It might be (but I'm not sure) that certain parts of the semiconductor industry do this. I'm simply not aware of it.
Again, I'm talking of the day-to-day "engineering" approach. Not the scientist who demonstrates a potential new application in his national lab.
Quantum physics is a branch of physics that studies the behavior and interactions of particles at the subatomic level. It is important because it helps us understand the fundamental laws of nature and has led to groundbreaking technologies such as computers and lasers.
Yes, quantum physics has many practical applications in our daily lives. For example, GPS technology wouldn't work without the precise timing provided by atomic clocks, which use the principles of quantum physics.
Quantum entanglement is a phenomenon where two or more particles become connected in such a way that the state of one particle affects the state of the other, even when they are separated by large distances. The exact mechanism of how it works is still not fully understood, but it has been observed in experiments.
No, time travel is not possible with current understanding of quantum physics. While some theories suggest the existence of parallel universes or alternate timelines, there is no evidence to support the idea of physically traveling through time.
Quantum physics challenges our classical understanding of reality by introducing concepts such as superposition, where particles can exist in multiple states at the same time, and wave-particle duality, where particles can exhibit both wave-like and particle-like behavior. These ideas challenge our traditional notions of cause and effect and our ability to make precise predictions in the quantum world.