Lecture 9 - Electron Structure

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Flashcards covering key concepts from the lecture on electron structure, including quantum numbers, principles of electron configuration, and characteristics of multi-electron atoms.

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14 Terms

1
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What does the principal quantum number (n) determine in an electron wavefunction?

The energy (size or shell) of the electron wavefunction.

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What does the azimuthal quantum number (l) indicate?

The shape (or subshell) and the number of planar nodes, with possible values of l from 0 to n-1.

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What are the values of l for s, p, and d orbitals?

s has l=0, p has l=1, and d has l=2.

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What does the magnetic quantum number (m1) specify?

The orientation (or orbital) of the electron, with values m1 = -1, 0, +1.

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What is the spin quantum number (ms) and its possible values?

The spin quantum number describes the 'spin' of the electron, with values of ms = +1/2 and -1/2.

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What does the Pauli Exclusion Principle state?

No two electrons in an atom may occupy the same quantum state, meaning they cannot have the same four quantum numbers.

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What does the Aufbau Principle dictate?

Electrons in atoms (and molecules) generally exist in their lowest possible energy state, known as the ground state.

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For helium (2 electrons), what is its ground state electron configuration?

1s2.

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How does electron-electron repulsion affect multi-electron atoms?

Electrons within an orbital repel each other, which alters energy levels.

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What is orbital shielding?

The effect where inner electrons shield outer electrons from nuclear attraction, altering energy levels.

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How does filling electrons into orbitals typically get represented?

Through an orbital diagram that shows the number of electrons and their spins in various atomic orbitals.

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What are valence electrons?

The outermost 'shell' of electrons that determine an atom's reactivity and group in the periodic table.

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What is Hund's Rule?

The lowest energy configuration in orbitals of equal energy is the one with the maximum number of unpaired electrons with parallel spins.

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What experiment demonstrated that individual atoms have quantized magnetic movement?

The Stern-Gerlach experiment, specifically with silver atoms.