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Today, we're going to explore homonuclear diatomic molecules, which are molecules made up of two identical atoms, like hydrogen. Can anyone tell me what a homonuclear diatomic molecule is?
It’s a molecule that consists of two of the same type of atoms.
Exactly! In a molecule like H2, we have two hydrogen atoms. Can you tell me how they bond together?
I think they bond by sharing electrons.
That's right! This sharing occurs as a result of the overlap of their atomic orbitals. In hydrogen, this is specifically the 1s orbital. This overlap leads to a stable bonding molecular orbital, which lowers the potential energy. Remember, stable configurations correspond to lower energy!
Let's dive deeper into H2. Can anyone tell me what the electronic configuration of hydrogen is when it forms H2?
It should be (σ1s)², since there are two electrons in the bonding molecular orbital.
That’s correct! And what does this tell us about the bond order in H2?
The bond order is 1, which means there is one single covalent bond.
Exactly! And given that there's no unpaired electron in H2, it's also diamagnetic. Let's summarize this: H2 is held by a single bond with a bond dissociation energy of 438 kJ/mol and a bond length of 74 pm. Great job, everyone!
Next, let's look at the helium molecule, He2. Can anyone share the reason why He2 does not actually exist?
Because its bond order is 0, right? It has equal numbers of bonding and antibonding electrons!
Exactly! Now, how about Li2? Who can tell me its successful bond order?
Li2 has a bond order of 1 and is therefore stable. Its configuration is (σ1s)²(σ*1s)²(σ2s)².
Correct! And what about C2? How does its bonding differ from Li2?
C2 has a bond order of 2, which means it has a double bond, with its electrons in two pi orbitals.
Exactly! Therefore, C2 is more stable than Li2, showing how different bonding can impact molecular properties.
Now, let’s turn our attention to O2. What do we know about its electronic configuration?
O2 has the configuration (σ1s)²(σ*1s)²(σ2s)²(σ*2s)²(σ2pz)²(π2px² = π2py²) and it has two unpaired electrons.
Great! Now, considering the unpaired electrons, what can we say about the magnetic properties of O2?
O2 is paramagnetic because of those unpaired electrons!
Exactly! The bond order is 2, indicating that O2 has a double bond and is essential for various biological processes.
To wrap up today’s session, can someone summarize what we learned about bonding in homonuclear diatomic molecules?
We learned about the bonding in H2, He2, Li2, C2, and O2, focusing on their electronic configurations, bond orders, and stability.
And the significance of molecular orbitals was emphasized in determining magnetic properties.
Excellent! Remember the key concepts of bond order, stability, and paramagnetism as we move forward. Great job, everyone!
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The section details the bonding processes in homonuclear diatomic molecules, illustrating how molecular orbitals form and their significance in determining the properties of molecules. It emphasizes the role of bond order in assessing stability, magnetism, and molecular behavior in molecules such as H2, He2, and O2.
This section delves into the bonding in homonuclear diatomic molecules, which consist of two identical atoms. The bonding is explained using the molecular orbital theory, focusing on the formation of molecular orbitals through the linear combination of atomic orbitals (LCAO).
Through the examples discussed, key principles of bond formation, stability, and the role of molecular orbitals in homonuclear diatomic molecules are emphasized.
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In this section we shall discuss bonding in some homonuclear diatomic molecules.
The bond order of H2 molecule can be calculated as given below:
Bond order = ½ (2 - 0) = 1
This means that the two hydrogen atoms are bonded together by a single covalent bond. The bond dissociation energy of hydrogen molecule has been found to be 438 kJ mol⁻¹ and bond length equal to 74 pm. Since no unpaired electron is present in hydrogen molecule, therefore, it is diamagnetic.
The hydrogen molecule (H2) is formed when two hydrogen atoms combine. Each hydrogen atom contributes one electron from its 1s orbital. When they bond, these electrons fill a molecular orbital called σ1s, creating a stable configuration. The bond order is calculated as one bond (since there are two bonding electrons and no antibonding electrons), indicating the strength of the bond. This bond is characterized by a bond dissociation energy of 438 kJ/mol and a bond length of 74 pm. The absence of unpaired electrons in H2 means it's diamagnetic, meaning it won't be attracted to a magnetic field.
Think of a hydrogen molecule like two friends holding hands. Each friend (a hydrogen atom) has one hand (one electron) to hold each other. When they join hands (bond), they create a strong bond (single bond). Just like how friends can stick together (stable bond), two hydrogen atoms stick together to form H2. The energy needed to separate them is like the energy needed for friends to break apart.
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He2: (σ1s)² (σ*1s)²
Bond order of He2 is ½ (2 - 2) = 0. He2 molecule is therefore unstable and does not exist.
The helium molecule (He2) consists of two helium atoms, each with 2 electrons in the 1s orbital. When combined, these electrons fill both the bonding and antibonding molecular orbitals: σ1s and σ*1s. The bond order is calculated as 0 because the number of electrons in the bonding orbital equals the number in the antibonding orbital, indicating that there is no stable bond formed, hence He2 doesn't exist as a molecule.
Imagine helium atoms like two balloons stuck together with one balloon tied to another balloon's string. When you fill both balloons with air (bonding electrons) and then let the air out (antibonding electrons), they deflate and can't hold on to each other anymore—that's why He2 can't exist as a stable molecule.
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Li2: (σ1s)² (σ*1s)² (σ2s)²
The above configuration is also written as KK(σ2s)² where KK represents the closed K shell structure (σ1s)² (σ*1s)².
From the electronic configuration of Li2 molecule it is clear that there are four electrons present in bonding molecular orbitals and two electrons present in antibonding molecular orbitals. Its bond order, therefore, is ½ (4 - 2) = 1. It means that Li2 molecule is stable and since it has no unpaired electrons it should be diamagnetic. Indeed diamagnetic Li2 molecules are known to exist in the vapour phase.
The lithium molecule (Li2) consists of two lithium atoms, with one having a single electron in the outer shell. When lithium atoms bond, they create a configuration where there are four electrons in bonding orbitals (from the 1s and 2s levels) and two electrons in antibonding orbitals (from the 1s level). The bond order of 1 indicates a stable single bond, making Li2 diamagnetic as there are no unpaired electrons.
Think of lithium atoms like two kids sharing a toy. The toy represents the shared bonding electrons. Each kid adds their own hand to hold onto the toy. With one toy firmly in their grasp, they're stable and happy, just like the Li2 molecule. But since the toy is shared, they don’t have any 'loose' hands (unpaired electrons)—thus, they're calm and 'quiet' like a diamagnetic material.
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C2: (σ1s)² (σ*1s)² (σ2s)² (π2p²x = π2p²y)
or KK(σ2s)² (σ*2s)² (π2px² = π2py²).
The bond order of C2 is ½(8 - 4) = 2 and C2 should be diamagnetic. Diamagnetic C2 molecules have indeed been detected in vapour phase. It is important to note that double bond in C2 consists of both pi bonds because of the presence of four electrons in two pi molecular orbitals. In most of the other molecules a double bond is made up of a sigma bond and a pi bond.
The carbon molecule (C2) has two carbon atoms, each contributing its electrons to form two pi bonds in addition to the sigma bonds. The bond order of 2 indicates a stable double bond configuration, consisting of both two pi bonds and a single sigma bond, which makes C2 relatively stable and diamagnetic as it has no unpaired electrons.
Imagine carbon atoms like two friends sharing a strong friendship. Together, they create 4 layers of trust (bonds). Each layer represents a bond type; two pi bonds provide additional strength. Their bond is stable, much like a strong friendship that doesn’t let anyone else in. As they share all their resources (no unpaired electrons), they enjoy a tranquil, diamagnetic existence.
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O2: (σ1s)² (σ1s)² (σ2s)² (σ2s)² (σ2pz)² (π2px² ≡ π2py²) (π2px¹ ≡ π2py¹).
From the electronic configuration of O2 molecule it is clear that ten electrons are present in bonding molecular orbitals and six electrons are present in antibonding molecular orbitals. Its bond order, therefore, is:
Bond order = ½[Nb – Na] = [10 – 6] = 2.
So in oxygen molecule, atoms are held by a double bond. Moreover, it may be noted that it contains two unpaired electrons in π2px and π2py molecular orbitals, therefore, O2 molecule should be paramagnetic, a prediction that corresponds to experimental observation.
The oxygen molecule (O2) is formed when two oxygen atoms combine, leading to a stable double bond configuration due to the filling of both bonding and antibonding molecular orbitals. The calculated bond order of 2 signifies that O2 is stabilized by the presence of both a sigma and two pi bonds while containing unpaired electrons, making it paramagnetic.
Think of oxygen molecules as two dancers (oxygen atoms) twirling together in a ballet (bond). They hold onto each other securely (bonding electrons) while a bit of their energy escapes (unpaired electrons), causing them to dance with a little hover, making them energetic and paramagnetic.
Learn essential terms and foundational ideas that form the basis of the topic.
Key Concepts
Homonuclear diatomic molecules consist of two identical atoms, like H2 or O2.
Bond order represents the number of chemical bonds between a pair of atoms.
Molecular orbitals are formed by the combination of atomic orbitals.
Paramagnetism arises from unpaired electrons in molecules.
See how the concepts apply in real-world scenarios to understand their practical implications.
The formation of H2 from two hydrogen atoms through the overlap of their 1s orbitals.
The non-existence of He2 due to a bond order of 0, indicating instability.
C2 bonds through two pi bonds, demonstrating a bond order of 2.
Use mnemonics, acronyms, or visual cues to help remember key information more easily.
To form a bond and stay aligned, share those electrons, and peace you'll find.
Once upon a time, H and H wanted to stick together, so they held hands and shared an electron to become H2!
Remember: 'Hearts Bond Forever' to recall that bond order corresponds to stability.
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Review the Definitions for terms.
Term: Homonuclear Diatomic Molecule
Definition:
A molecule composed of two identical atoms.
Term: Bond Order
Definition:
The number of bonds between a pair of atoms.
Term: Molecular Orbital
Definition:
A region in a molecule where electrons are likely to be found.
Term: Paramagnetism
Definition:
A property of a molecule that has unpaired electrons, making it attracted to a magnetic field.