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What does quantum model mean?

Updated: 8/11/2023
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12y ago

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A "quantum" is a measure of energy that can "kick" an electron up one complete energy level within an atom. Applying, for instance, heat (thermal energy) to a substance will excite electrons to go "up" an energy level at a time.

You may note that heated things often glow or give off visible light. They also give off other forms of light (other wavelengths along the Electromagnetic Spectrum) such as infrared light.

How does a substance give off light anyway? This is an integral part of understanding what quanta are.

Energy is "invested" into electrons in "chunks" or quanta of energy. However many quanta of energy are applied to an electron to raise it up in energy level will be released when that electron drops back to its "ground state". This energy is given off in the form of photons. Photons are like "packages" of light.

In summary, a quantum is the amount of energy it takes to bring an electron from one energy level to the next higher energy level.

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Quantum mechanics basically states that, when we examine our Universe for objects the smaller than atoms, we find the "rules" we are used to no longer apply. No matter what we do, no matter how hard we try, we can no longer predict exactly what will happen when we set up an experiment. An atom, for instance, might decay to a lower energy state in one second or two seconds; but it is fundamentally impossible to know which will happen -- we can only speak of the PROBABILITY of one event versus another.

This is NOT because we lack the instruments or the cleverness to do so. It is NOT because the atom "knows" what will happen but "hides" this fact from us. It is because (in our Universe, at least) it is FUNDAMENTALLY IMPOSSIBLE to know with absolute uncertainty.

Let's compare a classical world with a quantum world, using (for this example) a Basketball game.

In a classical, "normal" world, a scientist could, if she had enough information, determine with absolute certainty if a shot was going to go through the basket once it left the player's hands. She might have to know a lot of things -- the initial velocity and angle of the shot, the spin of the basketball, how well the hoop bounces, etc -- but she COULD, in theory, make the calculation; and determine, with exact precision, whether or not the basketball would go through the hoop.

In a quantum world, she could NOT do so, no matter HOW MUCH information she collected. She could determine the PROBABILITY of the ball going through the hoop, and that probability might be so high (or so low) that the result would be the same as in a classical world. Or it MIGHT be that she determines that the probability is exactly 50% of it going through -- and that would be the ABSOLUTE BEST that she could do, no matter how much information she was given.

Einstein hated this concept, comparing it to a game of cards. "It seems hard to sneak a look at God's cards. But that He plays dice and uses "telepathic" methods ... is something that I cannot believe for a single moment" is how he described his disgust.

An apocryphal reply from Neils Bohr is "Don't tell God how he should manage His universe."

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the modern description, primarily mathematical, of the behavior of electrons in atoms

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The quantum medanical model is called the?

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