CHEM2313 Lecture 5: Molecular Orbital Theory; Functional Groups

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Flashcards covering key vocabulary from CHEM2313 Lecture 5, focusing on Molecular Orbital Theory and Functional Groups.

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23 Terms

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Node

A region in a wave function where ² = 0, meaning there is zero probability of finding an electron, and the phase of the wavefunction always changes across it.

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Constructive Interference

Combination of in-phase waves (atomic orbitals), leading to an increase in electron density between the nuclei and resulting in a bonding molecular orbital.

<p>Combination of in-phase waves (atomic orbitals), leading to an increase in electron density between the nuclei and resulting in a bonding molecular orbital.</p>
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Deconstructive Interference

Combination of out-of-phase waves (atomic orbitals), creating a node (region of zero electron density) between the nuclei and resulting in an antibonding molecular orbital.

<p>Combination of out-of-phase waves (atomic orbitals), creating a node (region of zero electron density) between the nuclei and resulting in an antibonding molecular orbital.</p>
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Bonding Molecular Orbital

A molecular orbital that is lower in energy than the contributing atomic/hybridized orbitals, has no new nodes along the bonding axis, and has high electron density between the nuclei.

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Antibonding Molecular Orbital

A molecular orbital that is higher in energy than the contributing atomic/hybridized orbitals, has a new node along the bonding axis, and has low electron density between the nuclei.

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Sigma (σ) Bonding Molecular Orbital

A bonding molecular orbital formed by the head-on overlap of atomic orbitals, resulting in electron density along the internuclear axis, and lower in energy than its antibonding counterpart.

<p>A bonding molecular orbital formed by the head-on overlap of atomic orbitals, resulting in electron density along the internuclear axis, and lower in energy than its antibonding counterpart.</p>
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Sigma (σ*) Antibonding Molecular Orbital

An antibonding molecular orbital formed from sigma overlap, which is higher in energy than the atomic orbitals and has a node along the bonding axis.

<p>An antibonding molecular orbital formed from sigma overlap, which is higher in energy than the atomic orbitals and has a node along the bonding axis.</p>
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Pi (π) Bonding Molecular Orbital

A bonding molecular orbital formed by the side-to-side overlap of p-orbitals, with electron density above and below the internuclear axis, and generally less stable (higher energy) than sigma bonding MOs.

<p>A bonding molecular orbital formed by the side-to-side overlap of p-orbitals, with electron density above and below the internuclear axis, and generally less stable (higher energy) than sigma bonding MOs.</p>
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Pi (π*) Antibonding Molecular Orbital

An antibonding molecular orbital formed from pi overlap, which is higher in energy than the atomic orbitals and has a new node perpendicular to the bonding axis in addition to the original nodal plane.

<p>An antibonding molecular orbital formed from pi overlap, which is higher in energy than the atomic orbitals and has a new node perpendicular to the bonding axis in addition to the original nodal plane.</p>
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Non-bonding (nb) Hybridized Orbitals

Hybridized orbitals that hold lone pairs and whose energy does not change when considered in a molecular orbital diagram.

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HOMO

Highest Occupied Molecular Orbital; the molecular orbital with the highest energy that contains electrons.

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LUMO

Lowest Unoccupied Molecular Orbital; the molecular orbital with the lowest energy that does not contain electrons.

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Functional Group

Common groupings of atoms within a molecule that have predictable chemical and physical properties.

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Alkenes

Unsaturated hydrocarbon functional groups containing a carbon-carbon double bond, with each pi bond representing one degree of unsaturation.

<p>Unsaturated hydrocarbon functional groups containing a carbon-carbon double bond, with each pi bond representing one degree of unsaturation.</p>
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Alkenes (Cis/Trans Isomers)

Geometric isomers of alkenes that cannot be interconverted by rotation of the pi bond due to its restricted rotation, making them different molecules.

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Alkynes

Unsaturated hydrocarbon functional groups containing a carbon-carbon triple bond, which are linear in geometry and have two degrees of unsaturation.

<p>Unsaturated hydrocarbon functional groups containing a carbon-carbon triple bond, which are linear in geometry and have two degrees of unsaturation.</p>
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Arenes

Unsaturated hydrocarbon functional groups containing a ring of alternating single and double bonds (fully conjugated), often with 6 pi electrons, exhibiting special stability due to resonance and proportionality.

<p>Unsaturated hydrocarbon functional groups containing a ring of alternating single and double bonds (fully conjugated), often with 6 pi electrons, exhibiting special stability due to resonance and proportionality.</p>
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Alkyl Halides

Alkanes substituted with a halogen (F, Cl, Br, I), named using a halo prefix (e.g., fluoro, chloro, bromo, iodo) in IUPAC nomenclature.

<p>Alkanes substituted with a halogen (F, Cl, Br, I), named using a halo prefix (e.g., fluoro, chloro, bromo, iodo) in IUPAC nomenclature.</p>
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Primary (1º) Alkyl Halide

An alkyl halide where the carbon bearing the halogen is bonded to only one other carbon atom.

<p>An alkyl halide where the carbon bearing the halogen is bonded to only one other carbon atom.</p>
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Secondary (2º) Alkyl Halide

An alkyl halide where the carbon bearing the halogen is bonded to two other carbon atoms.

<p>An alkyl halide where the carbon bearing the halogen is bonded to two other carbon atoms.</p>
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Tertiary (3º) Alkyl Halide

An alkyl halide where the carbon bearing the halogen is bonded to three other carbon atoms.

<p>An alkyl halide where the carbon bearing the halogen is bonded to three other carbon atoms.</p>
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WAVEFUNCTION (ψ)

A mathematical description of an orbital, representing the shape of the wave as it vibrates, often depicted with different shading for its two phases (+ or -).

<p>A mathematical description of an orbital, representing the shape of the wave as it vibrates, often depicted with different shading for its two phases (+ or -).</p>
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WAVEFUNCTION SQUARED (ψ²)

Represents the electron density at any given point in an orbital.