Quantum Mechanics

Overview

Quantum mechanics is the mathematical foundation of quantum physics, the branch of science that describes the behavior of systems at atomic and subatomic scales. While Newton's laws form the basis of classical mechanics—which explains how bridges, planes, and other everyday objects work—quantum mechanics abandons the precise results of those laws for a system based on probability.

This feature arose from attempts to resolve the prediction from classical mechanics that any object at a nonzero temperature should radiate an infinite amount of energy. The solution—quantization—set discrete minimum thresholds for energy and other properties that objects could have. Unable to reach those thresholds, quantization predicted a lower, finite amount of radiated energy that matched observations.

Applying quantization to experiments involving light led to the wave-particle duality, in which light could be modeled as either discrete particles or electromagnetic waves. After electrons in atoms were identified as existing in discrete (quantized) energy levels, all matter began to be mathematically modeled as both extended waves and localized particles.

Although this "fuzziness" introduced uncertainty into experimental outcomes—scientists can only predict the probability of outcomes rather than determine definitive results—quantum mechanics has been thoroughly experimentally verified, accurately modeling atoms and predicting the existence of antimatter four years before its discovery.

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