Louis de Broglie
● In 1923, the idea of a quantum of energy was generally accepted.
● It was already known that light had a dual nature: wave-like and
particle-like (i.e. a photon).
● de Broglie proposed that if a wave could act like a particle, then a particle could act like a wave.
● Hence, an electron should act like a wave
Wave-particle duality
The concept that light exhibits both wave-like and particle-like properties.
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Flashcards covering key terms and concepts related to significant scientists and principles in quantum mechanics.
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Louis de Broglie
● In 1923, the idea of a quantum of energy was generally accepted.
● It was already known that light had a dual nature: wave-like and
particle-like (i.e. a photon).
● de Broglie proposed that if a wave could act like a particle, then a particle could act like a wave.
● Hence, an electron should act like a wave
Wave-particle duality
The concept that light exhibits both wave-like and particle-like properties.
Heisenberg’s Uncertainty Principle
It is impossible to simultaneously know the exact position and speed of a particle.
Probability distributions
3-D representations of where an electron is most likely to be found, derived from the wave equation.
Orbitals
Regions in an atom where there is a high probability of finding electrons; includes s, p, d, and f types.
Wave Equation
Mathematical formula used to describe the wave-like behavior of electrons.
Werner Heisenberg
● It is difficult to visualize a particle, like an electron, as a wave.
● It is even more difficult to measure something that we cannot touch.
● Heisenberg’s Uncertainty Principle – It is impossible to simultaneously know the exact position and speed of a particle.
● We can only specify the probability of finding an electron at a certain location.
Erwin Schroedinger
● Created the physics to describe an electron’s wave-like behaviour --- The Wave Equation.
● The wave equation can be manipulated to produce 3-D probability distributions referred to as orbitals
spdf orbitals
Each orbital can hold either 1 or 2 (max!) electron(s). The orbital represents the most likely location in which to find a particular electron of an atom.