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Today we're exploring the effect of lone pairs on molecular geometry. Can anyone tell me what a lone pair is?
A lone pair is a pair of valence electrons that are not involved in bonding.
Exactly! Because they are not shared between atoms, they are localized around the central atom and repel more strongly than bonding pairs. This will affect the shape of the molecule.
How does that change the geometry?
Great question! It compresses the bond angles between the bonded atoms, resulting in different molecular geometries. For example, in water, we see a bent shape due to two lone pairs on oxygen.
So the lone pairs push the bonding pairs closer together?
Correct! We'll dive deeper into specific geometries related to lone pairs in our next session.
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Now, let's talk about bond angles. Does anyone know how lone pairs affect bond angles in different molecular geometries?
I've heard they make the angles smaller than what is expected from the ideal geometry!
Exactly! For instance, in ammonia (NHโ), the ideal tetrahedral angle is 109.5ยฐ, but due to one lone pair, it's around 107ยฐ.
And what about in water (HโO)?
Good catch! In water, with two lone pairs, the bond angle is approximately 104.5ยฐ.
So the more lone pairs we have, the smaller the bond angles become?
Precisely! Now let's look at some specific examples to visualize these changes.
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Let's dive into some visual examples. For SOโ, we have one lone pair and two bonding pairs. What geometry do we expect?
The molecular geometry is bent because of the lone pair!
That's correct! And the approximate bond angle is slightly less than 120ยฐ due to lone pair repulsion.
Can we also discuss the geometry for ClFโ?
Absolutely! ClFโ has three bonding pairs and two lone pairs, resulting in a T-shaped geometry.
And it has bond angles less than 90ยฐ!
Exactly! Great observations, everyone. Remember, each geometry and angle is influenced by the presence of lone pairs.
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As we wrap up, can anyone summarize how lone pairs affect molecular geometry?
They compress bond angles and change the molecular geometry from the expected shapes!
Lone pairs also take up more space than bonding pairs, causing stronger repulsion.
Exactly! Understanding these concepts is crucial for predicting molecular shapes. Is there anything else anyone wants to discuss?
What about lone pairs in larger molecules?
Great point! The principles extend to larger molecules but become progressively complex due to additional factorsโsomething we will cover later.
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The presence of lone pairs in a molecule increases electron density near the central atom, influencing molecular geometry. This section discusses how lone pairs compress bond angles and alter expected geometries, supported by specific examples and visualization of molecular shapes.
In the study of molecular geometry, lone pairs play a crucial role due to their localized electron density, which results in stronger repulsive forces compared to bonding pairs. According to the VSEPR (Valence-Shell Electron-Pair Repulsion) theory, the arrangement of electron domains around a central atom minimizes repulsion, leading to specific molecular shapes. This section outlines various notations such as AXE_n, with 'A' representing the central atom, 'X' the number of bonding pairs, and 'E' the number of lone pairs. Specific geometries such as bent and pyramidal shapes are discussed, alongside examples including SOโ, HโO, and NHโ. These examples illustrate how lone pairs influence bond angles, resulting in variations from the ideal geometries dictated solely by bonding pairs.
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Lone pairs occupy more space than bonding pairs because their electron density is localized closer to the central atom. Consequently, lone pairs repel more strongly, slightly compressing bond angles between bonded atoms.
Lone pairs are pairs of valence electrons that are not involved in bonding. They are located closer to the nucleus of the central atom compared to bonding pairs. This localized electron density causes lone pairs to take up more space, leading to a stronger repulsion against bonding pairs. As a result, the bond angles between the atoms bonded to the central atom become smaller than they would be without the presence of the lone pairs.
Think of the lone pairs as being like a heavy backpack that a person carries while trying to stand in a circle with friends. The person with the heavy backpack (lone pair) will take up more space and, as a result, will slightly push the friends (bonding pairs) closer together, affecting how far apart they can stand.
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VSEPR Electron-domain geometry notation: AX(cid:0)E_m. A = central atom, X(cid:0) = number of bonding domains (ligands) around A, E_m = number of lone pairs on A.
VSEPR stands for Valence-Shell Electron-Pair Repulsion theory. The notation AXE helps us visualize the position and number of atoms and lone pairs around a central atom. Here, โAโ represents the central atom, โXโ denotes the number of atoms bonded to โAโ, and โEโ indicates lone pairs of electrons attached to โAโ. The total number of electron domains, which includes both bonding and lone pairs, determines the geometry of the molecule.
Imagine you are organizing a seating arrangement at a dinner table. The central atom represents the table, the guests (bonding pairs) are the people you want to seat, and the empty chairs (lone pairs) are the spaces taken up by things that arenโt guests. The more guests you have, the more cramped the table arrangement becomes, affecting how everyone sits comfortably.
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Examples of molecular geometries with lone pairs affecting bond angles include: AXโEโ (Trigonal planar, Bent < 120ยฐ for SOโ), AXโEโ (Tetrahedral, Bent โ 104.5ยฐ for HโO), AXโEโ (Tetrahedral, Trigonal pyramidal < 109.5ยฐ for NHโ).
The presence of lone pairs leads to specific shapes of molecules determined by the arrangement of bonding pairs. For example, in sulfur dioxide (SOโ), the molecule is bent due to one lone pair pushing down on the bonded oxygen atoms, compressing the angle from the ideal 120ยฐ. In water (HโO), two lone pairs create a bent structure and decrease the bond angle to about 104.5ยฐ. For ammonia (NHโ), the lone pair results in a trigonal pyramidal geometry with bond angles slightly less than 109.5ยฐ.
Think of a flexible straw as the moleculeโs shape. When you add balloons (lone pairs) inside the straw, the space within the straw changes, affecting how you bend it. The balloons push against the sides (bonding pairs), altering the ideal angles and shape of the straw.
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Key Concepts
Lone pairs have stronger repulsive effects compared to bonding pairs.
The presence of lone pairs can compress bond angles, leading to various molecular shapes.
VSEPR theory is used to predict molecular shapes based on electron domains.
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Ammonia (NHโ) has one lone pair and exhibits a trigonal pyramidal shape with bond angles around 107ยฐ.
Water (HโO) has two lone pairs, resulting in a bent geometry with bond angles around 104.5ยฐ.
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Lone pairs in the air, pushing angles with their flair.
Imagine two friends standing too close together because their shy friend is blocking the space, making them uncomfortable, representing how lone pairs push bonded atoms closer.
BLOC (Bonding pairs, Lone pairs, Occupied space, Compress angles) to remember how lone pairs affect geometry.
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Review the Definitions for terms.
Term: Lone Pair
Definition:
A pair of valence electrons that are not shared with another atom.
Term: Molecular Geometry
Definition:
The three-dimensional arrangement of the atoms in a molecule.
Term: VSEPR Theory
Definition:
A model used to predict the shape of individual molecules based on the extent of electron-pair electrostatic repulsion.
Term: Bond Angle
Definition:
The angle formed between three atoms across at least two bonds.
Term: Electron Domain
Definition:
A region of space around a central atom where electrons are likely to be found; includes bonds and lone pairs.