Book: Ch. 11 Flashcards

1
Q

Define: valence bond (VB) theory

A

Basic principle says a covalent bond forms when orbitals of two atoms overlap and a pair of electrons occupy the overlap region.

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2
Q

Define: hybridization

A

The process of orbital mixing

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3
Q

Define: hybrid orbitals

A

Atomic orbitals resulting from hybridization.

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4
Q

Define: sp hybrid orbitals

A

One s and one p mix to form two equivalent sp hybrid orbitals that are orientated 180º apart.

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5
Q

Define: sp² hybrid orbitals

A

Mixing one s and two p orbitals gives three sp² hybrid orbitals. This results in the trigonal planar electron-group arrangement, which gives rise to bent and trigonal planar molecular shape.

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6
Q

Define: sp³ hybrid orbitals

A

Result from mixing one s and three p orbitals. Gives rise to the tetrahedral arrangement.

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7
Q

Define: sp³d hybrid orbitals

A

Mix of one 3s, three 3p, and one of the five 3d orbitals gives five sp³d hybrid orbitals. These point to the corners of a trigonal bipyramid.

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8
Q

Define: sp³d² hybrid orbitals

A

Mixing one 3s, three 3p, and two 3d orbitals gives six sp³d² hybrid orbitals, which point to the corners of an octahedron.

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9
Q

Define: sigma (σ) bond

A

Formed by the end-to-end overlap of orbitals, a sigma bond has its highest electron density along the bond axis and is shaped like an ellipse rotated about its long axis. All single bonds are σ bonds.

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10
Q

Define: pi (π) bond

A

Formed by side to side overlap of orbitals, a pi bond has two regions (lobes) of electron density, one above and one below the σ-bond axis. The two electrons in one π bond occupy both lobes. A double bond consists of one σ bond and one π bond.

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11
Q

Define: molecular orbital (MO) theory

A

Treatment of molecules that posits that just as an atom has atomic orbitals of given energies and shapes that are occupied by the atom’s electrons, a molecule has molecular orbitals (MOs) of given energies and shapes occupied by the molecule’s electrons.

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12
Q

Define: molecular orbitals (MOs)

A

Orbitals of given energies and shapes occupied by the electrons of a molecule.

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13
Q

Define: bonding MO

A

Combination of wave functions of overlapping atomic orbitals gives bonding MOs, which have a region of high electron density between the nuclei.

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14
Q

Define: anti-bonding MO

A

When wave functions subtract from each other, anti-bonding MOs form, which have nodes, regions of zero electron density between the nuclei.

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15
Q

Define: sigma (σ) MOs

A

Cylindrically symmetric bonds about an imaginary line between the nuclei—the bonding and antibonding MOs of H₂ are an example.

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16
Q

Define: molecular orbital (MO) diagram

A

Shows the relative energy and number of electrons for each MO, as well as for the AOs from which they are formed.

17
Q

Define: MO bond order

A

Bond order = 1/2 no. of e- in bonding MOs - 1/2 no. of e- in antibonding MOs

18
Q

Define: homonuclear diatomic molecules

A

Comprised of two identical atoms.

19
Q

Define: pi (π) MOs

A

Side-to-side combination of p orbitals gives a pair of π MOs, π_2p and π_2p*.

20
Q

Define: nonbonding MOs

A

MOs not involved in bonding. These have the same energy as the isolated AOs.