By transferring or sharing electrons, a bond is formed between the atoms. The covalent bond plays a vital role in the formation of many organic molecules. A covalent bond is formed with the sharing of electrons between two atoms; it is mainly σ-bond and π- bond.
A sigma bond is formed with end-to-end overlap of orbitals.
A π bond is formed with a partial or a side-wise overlap of orbitals.
Hybridisation is defined as the “hypothetical intermixing of nearly the same energy [of] atomic orbitals to give [an] entirely new identical equal energy orbitals”.
It is also defined as,
“Combining of atomic orbitals have different energies or nearly the same energy and the formation of a new set of orbitals with equivalent energy and shape”. They are known as hybrid orbital and the phenomenon is known as hybridisation.
In hybridisation, only orbitals combine; electrons do not combine. The number of hybrid orbitals formed is exactly equal to the number of atomic orbitals that participated in hybridisation. Only similar energy orbitals can combine and form a hybrid orbital. The formed hybrid orbitals are equivalent in energy and shape. Hybrid orbitals can form strong bonds that lead to the formation of more stable molecules. They are directed in space so as to have minimum repulsion between electron pairs.
The orbitals undergoing hybridisation should have comparable/nearly the same level of energy. The promotion of an electron is not an essential condition prior to hybridisation. Half-filled or completely filled orbitals can participate in the process.
There are various types of hybridisation that occur between s, p and d orbitals. Depending on the type of atomic orbitals involved in the process, there are sp, sp2, sp3, sp3d and sp3d2 hybridisation. The shape and bond angles of the molecule depend on the type of hybridisation.
Combining one s and one p orbital and the formation of two equivalent sp hybrid orbitals is known as sp hybridisation. Each sp hybrid orbital has 50% s character and 50% p character. With sp hybridisation, the molecule possesses linear geometry.
sp hybridisation is also known as diagonal hybridisation. The two sp hybrid orbitals point in the opposite direction along the axis with projecting positive lobes and very small negative lobes which provide more effective overlapping, resulting in the formation of stronger bonds.
Example: Formation of beryllium chloride (BeCl2)
Beryllium: ground state electronic configuration – 1s2 2s2
Excited state electronic configuration – 1s2 2s1 2p1
One 2s and one 2p orbitals of beryllium combine to form two equal sp hybrid orbitals. These two sp hybrid orbitals are oriented in the opposite direction, forming an angle of 180°. Each sp hybrid orbital overlaps with the 3p orbital of chlorine axially and forms two Be — Cl sigma bonds. The shape of this molecule is linear, and the bond angle is 180°.
Combining one s and two p orbitals and the formation of three equivalent sp2 hybrid orbitals is known as sp2 hybridisation. Each sp2 hybrid orbitals has 33.3% s character and 66.6% p character. With sp2 hybridisation, the molecule possesses trigonal planar geometry. The bond angle between each sp2 hybrid orbital is 120°C.
Example: Formation of boron chloride (BCl3)
Boron – ground state electronic configuration – 1s2 2s2 2p1
Excited state electronic configuration – 1s2 2s1 2px1 2py1 2pz0
One 2s and two 2p orbitals of boron combine to form three equal sp2 hybrid orbitals.
Combining one s and three p orbitals and the formation of four equivalent sp3 hybrid orbitals is known as sp3 hybridisation. Each sp3 hybrid orbital has 25% s character and 75% p character. With sp3 hybridisation, the molecule possesses tetrahedron geometry. The bond angle between each sp3 hybrid orbital is 109°281.
Example: CH4, NH3, H2O.
Carbon – ground state electronic configuration – 1s2 2s2 2px1 2py1 2pz0
Excited state electronic configuration – 1s2 2s1 2px1 2py1 2pz1
In NH3 and H2O, the molecules are involved in sp3 hybridisation. However, they cannot exhibit tetrahedral structure and the bond angle also varies.
Nitrogen – ground state electronic configuration – 1s2 2s2 2px1 2py1 2pz1
In ground state, nitrogen undergoes sp3 hybridisation with one 2s orbital containing two electrons and three 2p orbitals containing one electron each. In these four sp3 hybrid orbitals, three hybrid orbitals have unpaired electrons and one hybrid orbital has a lone pair of electrons on the central metal atom. By these lone pair electrons, repulsion occurs between the lone pair and the bond pair. Due to this repulsion, the geometry of the molecule changes from tetrahedral to pyramidal structure, and the bond angle also varies from 109° 281 to 107° 51.
Oxygen–ground state electronic configuration – 1s2 2s2 2px2 2py1 2pz1
In ground state, oxygen undergoes sp3 hybridisation with one 2s orbital containing two electrons and three 2p orbitals; among three p orbitals, one contains a lone pair and another two contain one electron each. In these four sp3 hybrid orbitals, two hybrid orbitals have unpaired electrons and two hybrid orbital have a lone pair of electrons on the central atom. In these lone pair of electrons, repulsion occurs between the lone pair and the bond pair. Due to this repulsion, the geometry of the molecule changes from tetrahedral to a v-shaped structure, and the bond angle also varies from 109° 281 to 104°.
In addition to s and p orbitals, the elements present in the third period contain the d orbital. The energy of 3d orbitals is comparable to the energy of the 3s, 3p and 4s, 4p orbital. Therefore, hybridisation may involve 3s, 3p and 3d or 4s, 3d and 4p. Due to energy differences, there is no possibility of hybridisation involving 4s, 3d and 3p.
Combining one s, three p and one d orbital and the formation of five equivalent sp3d hybrid orbitals is known as sp3d hybridisation. With sp3d hybridisation, the molecule possesses trigonal bipyramidal geometry. The bond angles are 90° and 120°.
Example: PF5, PCl5.
Phosphorous – ground state electronic configuration – 1s2 2s2 2p6 3s2 3px1 3py1 3pz1 3d0
Excited state outer shell electronic configuration – 3s1 3px1 3py1 3pz1 3d1
Combining one s, three p and two d orbital and the formation of six equivalent sp3d2 hybrid orbitals is known as sp3d2 hybridisation. With sp3d2 hybridisation, the molecule possesses a square pyramidal (BF6) and octahedral (SF6) geometry.
Sulphur – ground state electronic configuration – 1s2 2s2 2p6 3s2 3px2 3py1 3pz1 3d0
Excited state outer shell electronic configuration – 3s1 3px1 3py1 3pz1 3d 2
Its geometry is octahedral and the bond angle is 90°.
Combining one d, one s and two p orbitals and the formation of four equivalent dsp2 hybrid orbitals is known as dsp2 hybridisation. With dsp2 hybridisation, the molecule possesses a square planar geometry.
Example: [Ni(CN)4]−2, [Pt(Cl)4]−2
The reaction of organic compounds essentially involves changes in the existing covalent bond present in their molecules. These changes may involve “electronic displacement in the bonds, breaking of bonds, energy changes accompanying the cleavage and formation of new bonds”.
To clearly understand the mechanism of various reactions, it is essential to know electron displacement in covalent bonds, cleavage of covalent bonds and the nature of attacking reagents.
The electronic displacement in covalent bonds may occur due to the atoms, functional groups or under the influence of attacking reagents. Due to these electron displacements, the center of different electron densities are created and there is a chance of attack by the reagent.
The factors which create the center of different electron densities in the substrate is mainly due to the following:
In a covalent bond between two dissimilar atoms, the electron pair does not remain in the centre but is attracted towards the more electronegative atoms. Due to unequal sharing of the electron pair, the bond becomes polar.
It is defined as follows: “The polarity produced in the molecule as a result of higher electronegativity of one atom compared to other is termed as inductive effect”.
It is important to note that the electron pair, although permanently displaced or simply shifted, remains in the same valence shell. The inductive effect is always transmitted along a chain of carbon atoms.
Example: Whenever electron-withdrawing groups are attached to the end of carbon chain, the sigma electrons of the C—X bond are slightly displaced towards the more electronegative atom. However, the intensity decreases as distance from the source atoms increases.
It is a permanent effect in the molecule and can be observed practically in the form of dipole moment. This type of electron displacement along a carbon chain due to the presence of a source is called “inductive effect or transmission effect”. This effect is represented by an arrow head in the middle of a covalent bond pointing to the direction of electron displacement.
There are two types of inductive effects. They are –I effect and +I effect. The carbon and the hydrogen bond are used as a standard for comparing the tendency of electron attraction and repulsion.
–I Effect
The atom or group which has more power to attract the electron in comparison to hydrogen is said to be –I effect.
The atoms or groups in the decreasing order are as follows:
+I Effect
The atom or group which has less power to attract electrons than hydrogen are said to have +I effect. The σ electrons are displaced away from the substituents ‘I’.
The first group is referred to as attracting or electron withdrawing, while the second group is referred to as the electron repelling or the electron releasing group.
Groups in the decreasing order are as follows:
Salient Features of Inductive Effect
The salient features of inductive effect are as follows:
The effect involving the complete transfer of a shared pair of electron to one atom of a compound which is joined by a multiple bond (double (or) triple) at the requirement of attacking reagent is known as electrometric effect. It is indicated by E and is represented by a curved arrow () showing an electron pair. It is a temporary effect.
When the groups linked to multiple bonds are similar, the shift can occur to either direction. For example, in ethylene, the shift can occur in any one of the carbon atom.
When dissimilar groups are linked on two ends of a double bond, the shift is decided by the direction of the inductive effect.
Example:
Due to the electron repelling nature of methyl group, the electron shift occurs according to equation (1) and not equation (2) path.
The +I effect of —CH2CH3 is larger than that of —CH3 due to transfer of π-electron from C3 to C2.
In case of the carbonyl group, the shift is always towards oxygen, that is, more electronegative atom.
This effect is common during the addition of polar reagents on >C==C< and >C==O bonds.
There are two types of electrometric effects—+E effect and –E effect
Example: Addition of acids to alkene.
Example:
If a molecule has alternate double bonds, it is said to be a conjugated molecule. In such compounds, the π electrons are delocalised and polarity will develop in the molecule. The same happens when an atom or a group with a lone pair of electron is in conjugation with a conjugated double bond.
“The development of polarity in a molecule as a result of interaction between two π-bonds or a π-bond and atom or a group with a lone pair of electrons is known as mesomeric effect or resonance”.
In a carbonyl group, the oxygen atom is more electronegative than the carbon atom. The π- electrons of the double bond get displaced towards the oxygen atom. The shifting of the electron is shown by a curved arrow . This will give an ionic structure. The actual structure seems to lie in between structures (i) and (ii) which can be best represented as structure (iii) which is π-electrons drawn preferentially towards oxygen.
Like inductive effect mesomeric effect also +M and –M effect.
+M Effect
Electrons transfer away from the atoms or a group. A group which has the capacity to increase the electron density of the rest of the molecules is said to be +M effect or groups which donate the electron to the double or triple bond of the conjugate system are said to be +M effect.
+M effect groups are —Cl, —Br, —I, —NH2, —NHR, —NR2, —OH, —OR, —SR, —SH, —OCH3, etc. The +M effect of a halogen atom in vinyl and allyl halides explains their low reactivity. The +M effect activates benzene nucleus for electrophilic substitution reaction that occurs at ortho and para position.
–M Effect
The transfer of electrons is directed towards atoms or groups; the group which decreases the electron density of the rest of the molecules is said to have –M effect or the group which can withdraw electrons from the double bond or from a conjugated system towards itself due to resonance is said to have –M effect.
With –M effect, electrophile attacks at the M-position (e.g., benzene). –M effect deactivates for electrophilic substitution reactions but activates nucleophilic substitution reactions.
The salient features of mesomeric effect are as follows:
The kind of delocalisation involving sigma bond orbital is called hyperconjugation.
There should at least one H-atom at α-carbon with respect to sp2 hybrid carbon; greater the number of C—H bonds at α-carbon to the unsaturated system, greater will be the electron release and thus, greater the hyperconjugation effect.
Short-lived and highly reactive fragments are called reaction intermediate; with the result of reaction intermediate, either homolytic or heterolytic bond fission occurs. The important reactive intermediates are free radicals, carbonians, carbanions, carbenes, nitrenes and benzynes.
A free radical may be defined as an atom or a group of atoms having odd or unpaired electrons. These results occur due to homolytic fission of a bond and are denoted by putting a dot (.), against the symbol of atom or a group of atom.
Example: Cl•(chlorine free radical), H•(hydrogen free radical) and CH3•(methyl free radical).
The formation of free radical is initiated by heat, light or catalyst; the chemical reaction which takes place through free radical is known as free radical reaction. Free radicals are highly unstable, generally neutral and paramagnetic in nature. They are short-lived and highly reactive due to the presence of odd electron.
The three types of free radical reactions that are observed are as follows.
The carbon atom of alkyl-free radicals is sp2 hybridised and bonded to only three atoms or groups of atoms. Hence, free radicals have a planar structure with odd electrons situated in the unused p-orbital at right angle to the plane of hybrid orbital.
In a covalent bond, carbon is linked to a more electronegative atom or a group, breaks up by a heterolytic fission. The more an electronegative atom takes the electron pair from carbon; hence carbon loses its electron and thus acquires a positive charge; known as carbonium ion.
Organic substance carrying a positive charge on carbon atom are known as “carbocation” or “carbonium ion”,
Carbocation only differs from free radicals which have an odd electron. Carbocation is very reactive due to a carbon atom having a vacant p-orbital. A positively charged carbon atom tries to complete its octet and hence, these ions react readily with those species which can release two electrons for the formation of fourth bond. They react with the nucleophilic reagent.
Carbocations are named by adding the words carbocation to the parent alkyl group. These are also termed primary, secondary and tertiary, depending upon the nature of the carbon atom bearing a positive charge.
Some important reactions that take place as a result of carbocation are as follows:
A carbon atom carrying positive charge has six electrons in its valance shell, i.e., two electrons less than an octet. The positively charged carbon atom in the carbocation is in sp2 hybridisation and has a planar structure.
The order of reactivity of carbocation is:
Primary (1°) > Secondary (2°) > Tertiary (3°)
The stability of alkyl carbocation is influenced by resonance, hyperconjugation and inductive effects. The stability decreases as +I effect decreases and molecular mass decreases.
If α-hydrogen with respect to carbocation, that is, carbon has one or more than one lone pair of electrons, then the lone pair of electrons strongly stabilise carbocation due to delocalisation.
When a covalent bond in which carbon is attached to a lesser electronegative atom breaks up by heterolysis, the atom leaves without taking away the bonding pair of electrons and thus the carbon atom acquires negative charge due to an extra electron.
Organic ions which contain a negatively charged carbon atom are called carbanions.
Some important reactions via carbanion formation are as follows:
Stability increases with increase of S-character:
Groups such as —NO2, —CN, —COOC2H5, > C==O, halogen and C6H5 increase the stability of carbanions.
Carbenes are highly reactive, short-lived, diagonal in geometry and neutral species in which a carbon atom has six electrons in the outer shell, out of which two constitute a lone pair and two are shared. Therefore, they are divalent carbon species of carbon containing two unpaired electrons and possess no charge.
Carbenes are sp2 as well as sp hybridised, neutral, transitory reaction intermediates containing a carbon atom with two bonds and two electrons.
sp2 hybrid carbene are two types singlet and triplet.
Carbenes undergo several important reactions as follows:
Nitrenes are electron-deficient species in which has a sextet of electron. These are similar to carbenes and the neutral univalent nitrogen intermediate can exist in singlet and triplet forms.
Nitrenes are formed in the following manner:
Some important reactions in nitrene formation are as follows:
The reactions are discussed here.
Alkenes react with nitrenes to form the corresponding cyclic amine.
Acetyl nitrene reacts with isobutane to form acetyl tertiary butyl amine.
Photolysis of phenyl nitrene forms azobenzene.
Benzyne is neutral, highly reactive intermediate; it has a formal C≡C bond and can be represented as follows:
Benzynes are also known as didehydro benzenes.
Except for the two hydrogen atoms which are linked a through a ≡ bond, the remaining C-atoms are sp2–hybridised. The C-atoms linked through the ≡ bond are sp hybridised. Due to these two sp hybridised c-atoms, the intermediate is highly strained and is highly reactive. However, the presence of sp hybridisation does not change its aromatic character. Hence, the intermediate still consists of aromatic sextet.
There are three possible ground sates of benzyne.
Example:
By Aryl Halides
By heating Aryl halides with amines benzynes are formed.
By Ortho Amino Benzoic Acid
Ortho amino benzoic acid is treated with dilute nitrous acid by losing nitrogen and carbon dioxide gives benzyne.
The structure of benzyne can be represented as follows:
Benzyne is stabilised by resonance between structures (i) and (ii); hence, benzyne can be represented by structure (iii). The extra π bond (iv) is localised and orthogonal to the other π bond by making up the aromatic ring. Benzyne can also be drawn as diradical; here, the π bond (v) splits homolytically, leaving one electron on each of the two atoms that are formally part of that bond. It can be extremely reactive species due to the nature of its (≡) triple bond. In benzyne, the p-orbitals are distorted to accommodate the ‘≡’ bond with the ring system, reducing their effective overlapping. A suitable chemical trap for benzyne is a cyclopentadiene.
There are three possible di radical di de hydro benzynes as 1,2 di de hydro benzyne, 1,3 di de hydro benzyne and 1,4 di de hydro benzyne.
Cyclo Addition
[2 + 2] cyclo addition
[2 + 3] cyclo addition
Dimerisation and Trimerisation
Dimerisation of benzyne is a 2+2 cyclo addition reaction, it occurs via a concerted mechanism and the product is biphenylene. Trimerisation of benzyne is a 2+2 cyclo addition reaction that occurs via concerted reaction mechanism and the product is triphenylene.
Reaction with Nucleophile
Benzyne reacts with nucleophilic reagent to form different organic compounds.
The reactions of organic compounds can be classified into four main types.
Which an atom or a group attached to a carbon atom in a substrate molecule is replaced by another atom or a group of atoms, no change occur in the carbon skeleton is observed during the reaction.
Depending on the mechanism, the substitution reactions are further classified into three types as follows.
Example:
An attacking reagent adds up to the substrate molecule without elimination of any atom or group. Such reactions are given by those compounds which possess double or triple bonds. In this process, the triple bond is converted into a double bond or a single bond and a double bond is converted into a single bond. For each σ bond of the molecule two σ bonds are formed and the hybridisation state of carbon atom changes from sp to sp2 and sp2 to sp.
Addition reactions are also three types.
Example:
In these reactions, generally, atoms or groups from two adjacent carbon atoms (α, β) in the substrate molecule are removed and a multiple bond is formed. In the process, two sigma bonds are lost and a new π-bond is formed, that is, a state of hybridisation of the carbon atom changes from sp3 to sp2 and sp2 to sp.
This reaction is also known as β-elimination.
Example:
Some important elimination reactions are as follows:
The reaction which involves the migration of an atom or a group from one site to another within the molecule, resulting in a new molecular structure is known rearrangement reaction.
Example: Fries rearrangement
The molecular orbital (MO) theory was proposed by Hund, Jones and Mullikan. This theory treats a molecule in the same way as an atom. The difference is that in an atom, the electrons rotate around only one nucleus, whereas in a molecule, the electrons rotate around more than one nuclei, that is, the molecular orbitals are polycentric.
The MO theory has the following rules:
The molecular orbital theory describes electrons as delocalised moieties over adjacent atoms; it is powerful and has extensive approaches that extend beyond the limitations of the valence shell electron pair repulsion (VSEPR) and the valence bond theory (VBT). The VSEPR and the VBT accurately predict bond properties, but they fail to explain structure and magnetic properties of some molecules. The MO theory incorporates the wave character of electrons in developing the MO diagram; these predict physical and chemical properties of a molecule such as structure, bond energy, bond length and bond angle. They also provide information in predicting a molecule’s electronic spectra and para magnetism.
Atomic Orbital
The atomic orbital is the region of space around the nucleus of an atom where an electron is likely to be found or the electron density is more.
Molecular Orbital
The molecular Orbital is a combination of atomic orbitals where the region of electron density is most likely to be found in a molecule.
Homo Nuclear Di Atomic Molecules
Molecules consisting of two identical atoms are said to be homo nuclear diatomic.
Example: H2, N2, O2, etc.
Hetero Nuclear Di Atomic Molecules
Molecules consisting of two non-identical atoms are said to be hetero nuclear diatomic.
Example: CO, NO, HF, LiF, etc.
Orbitals that are out of phase with each other are called “anti-bonding” orbitals because regions with dense electron probabilities do not merge and may destabilise the molecule.
Bonding orbitals are less energetic than anti-bonding atomic orbitals and are in-phase as shown in Figure 15.1.
Figure 15.1 Bonding molecular orbitals
Depends on their wave “up” or “down” displacements, phases are designated as (+) or (-). A node occurs if the phase signs change from (+) to (-) or vice versa. It is important to notice that the phase signs do not symbolise charges. Nodes are regions where the probability of finding an electron is zero.
A sigma-bond is formed as an “end-to-end” overlap of symmetric atomic orbitals.
A pi-bond is formed as a “sideways” overlap of atomic orbitals.
Some important points on molecular orbital diagrams are as follows:
The following are common steps to derive simple homo nuclear and hetero nuclear MOs to construct more complicated, polyatomic diagrams.
The five basic rules of the MO theory are as follows:
Atoms or molecules in which electrons are paired are diamagnetically repelled by both poles of a magnet. Those that have one or more unpaired electrons are paramagnetically attracted to a magnetic field.
According to Hund and Mullikan, a covalent bond is formed when two half-filled atomic orbitals (AO) of two atoms come nearer and then overlap each other to form a new bigger orbital known as a molecular orbital.
The two nuclei may approach each other along a line. When the nuclei come close, the two atomic orbitals of the two atoms combine to form two molecular orbitals. One is bonding and the other is the anti-bonding orbital.
Anti-bonding Orbital
The molecular orbital with higher energy gives rise to a repulsive state called anti-bonding orbital.
Bonding Orbital
The molecular orbital with lower energy gives rise to an attractive state called bonding orbital.
Non-bonding Orbital
These do not participate in a chemical bond. They are inner shell orbitals.
The forming of bonding and anti-bonding orbitals may be explained in terms of wave functions.
Let the wave functions of two atoms A and B be ψA and ψB respectively. These two atomic orbitals may combine in two ways.
From the spectroscopic measurement, the increasing order of energies of molecular orbitals is decided in the following order.
σ1s < σ*1s < σ2s < σ*2s < σ2px < π 2py = π 2pz < π*2py = π*2pz < σ*2px (For homo nuclear atoms; atomic number more than seven and hetero nuclear atoms)
σ1s < σ*1s < σ2s < σ*2s < π 2py = π 2pz < σ2px < π*2py = π*2pz< σ*2px (For homo nuclear atoms; atomic number less than seven)
Hydrogen Molecule
Atomic number = 1
Electronic configuration = 1s1
Total number of electrons = 1 + 1 = 2
Total number of orbitals = 2(σ1sσ*1s)
Molecular electronic configuration = σ1s2
Energy Level Diagram of Hydrogen Molecule
Bond Order
Number of bonding electrons = 2
Number of anti-bonding electrons = 0
In hydrogen molecule, single bond exists between two atoms.
Magnetic Property
Here, there are no unpaired electrons. Hence, it shows diamagnetic property.
Atomic number = 2
Electronic configuration = 1s2
Total number of electrons = 2 + 2 = 4
Total number of orbitals = 2(σ1s and σ*1s)
Molecular electronic configuration =σ1s2σ*1s2
Energy Level Diagram of Helium Molecule
Bond Order
Number of bonding electrons = 2
Number of anti-bonding electrons = 2
So, Helium molecule does not exist and it is mono atomic.
Magnetic Property
Here, there is no unpaired electron and it is also diamagnetic.
Atomic number = 5
Electronic configuration = 1s22s22p1
Total number of electrons = 5 + 5 = 10
Total number of atomic orbitals = 5 + 5 = 10
The MO diagram for diboron requires the explanation of the p orbital overlap; three dumbbell-shaped p-orbitals have equal energy and are oriented mutually perpendicularly or orthogonally. The p-orbitals oriented in the x-direction (px) can overlap end-on end σ bonding (symmetrical) and an anti-bonding σ* molecular orbital. In contrast to the sigma 1s MOs, the σ 2p has some non-bonding electron density at either side of the nuclei and the σ* 2p has some electron density between the nuclei.
The other two p-orbitals, py and pz, can overlap sideways; the resulting bonding orbital has its electron density above and below the plane of the molecule. The orbital is not symmetric around the molecular axis and is therefore a σ orbital. The anti-bonding σ orbital asymmetrical has four lobes pointing away from the nuclei. Both py and pz orbitals form a pair of σ orbitals equal in energy (degenerate) and can have higher or lower energies than that of the sigma orbital.
There are 10 electrons and 10 orbitals; out of 10 electrons, four electrons occupy σ1s and σ*1s. These two are non-bonding orbitals. The next four electrons occupy σ 2s and σ*2s orbitals. Now, the 2p electrons are to be admitted into the molecular orbitals. According to the order of molecular orbital energies, the 2p electrons should occupy σ2px. If it is so, the molecule should be diamagnetic. However, boron is actually paramagnetic. To explain this, it is suggested that σ2py and σ2pz have to be occupied with single electrons. Hence, the molecular electronic configuration of boron is σ1s2 σ*1s2 σ2s2 σ*2s2 π 2 π 2
Energy Level Diagram of Boron
Bond Order
Number of bonding electrons = 6
Number of anti-bonding electrons = 4
In boron molecule, in between two atoms, a single bond exists.
Magnetic Property
Here, there are two unpaired electrons. Hence, it shows paramagnetic property.
Bond length = 1.59Å, bond dissociation energy = 289 KJ/mole.
Atomic number = 6
Electronic configuration = 1s2 2s2 2p2
Total number of electrons = 12
Total number of orbitals = 10
Molecular orbital electronic configuration
Energy Level Diagram of Carbon
Bond Order
Number of bonding electrons = 8
Number of anti-bonding electrons = 4
In a carbon molecule, in between two atoms, a double bond exists.
Magnetic Property
Here, there are no un-paired electrons. Hence, it shows diamagnetism.
Bond length = 1.31Å, Bond dissociation energy = 627.9 KJ/mole
Atomic number = 7
Electronic configuration = 1s2 2s2 2p3
Total number of electrons = 14
Total number of orbitals = 10
The molecular electronic configuration is as follows:
The three σ*2px, σ*2py, σ*2pz anti-bonding orbitals are vacant. Hence, the molecule is highly stable.
Energy Level Diagram of Nitrogen Molecule
Bond Order
Number of bonding orbitals = 10
Number of anti-bonding orbitals = 4
Hence, triple bond exists in nitrogen molecule.
Magnetic Property
There are no unpaired electrons. Hence, it shows diamagnetism.
Bond length = 1.1Å, bond dissociation energy = 945.6 KJ/mole.
Atomic number = 8
Electronic configuration = 1s2 2s2 2p4
Total number of electrons = 16
Total number of orbitals = 10
Molecular electronic configuration
The MO energy level diagram of dioxygen is different from that of the previous diatomic molecules because the p σ MO is lower in energy than the 2π orbitals; this is due to the interaction between the 2s MO and the 2pz MO. Distributing eight electrons over six molecular orbitals leaves the last two electrons as a degenerate pair in the 2pp* anti-bonding orbitals, and the resulting bond order is 2.
Energy Level Diagram of Oxygen Molecule
Bond Order
Number of bonding electrons = 10
Number of anti-bonding electrons = 6
Hence, the oxygen molecule has double bond.
Magnetic Property
With two unpaired electrons, the oxygen molecule shows para magnetism.
Bond length = 1.21Å, bond dissociation energy = 494.6 KJ/mole
Atomic number = 9
Electronic configuration is 1s2 2s2 2p5
Total number of electrons = 18
Total number of orbitals = 10
Molecular electronic configuration
Energy Level Diagram of Fluorine Molecule
Bond Order
Number of bonding electrons = 10
Number of anti-bonding electrons = 8
Thus, fluorine molecule contains one covalent single bond.
Magnetic Property
As there are no unpaired electrons, the molecule is diamagnetic.
Bond length = 1.42Å, bond dissociation energy = 155 KJ/mole.
Atomic number of carbon = 6 (1s2 2s2 2p2)
Atomic number of oxygen = 8 (1s2 2s2 2p4)
Total number of electrons = 14
Total number of orbitals = 10
Molecular orbital configuration is
Energy Level Diagram of Carbon Monoxide Molecule
Bond Order
Number of bonding electrons = 10
Number of anti-bonding electrons = 4
In the CO molecule, triple bond is present.
Magnetic Property
No unpaired electrons are available; hence, it is diamagnetic.
Atomic number of carbon = 6 (1s2 2s2 2p2)
Atomic number of nitrogen = 7 (1s2 2s2 2p3)
Total number of electrons = 6 + 7 + 1 = 14 (1 is subtracted when there is a +ve charge; 1 is added when there is a –ve charge.)
Total number of orbitals = 10
Molecular electronic configuration is
Energy Level Diagram of Cyanide Ion
Bond Order
Number of bonding electrons = 10
Number of anti-bonding electrons = 4
∴ Triple bond exists in cyanide ion.
Magnetic Property
There are no unpaired electrons; hence, it shows diamagnetism.
Atomic number of nitrogen = 7
Electronic configuration = 1s2 2s2 2p3
Atomic number of oxygen = 8
Electronic configuration is 1s2 2s2 2p4
∴ Total number of electrons = 7 + 8 = 15
Total number of orbitals = 10
Molecular electronic configuration is
Energy Level Diagram of Nitric Oxide Molecule
Bond Order
Number of bonding electrons = 10
Number of anti-bonding electrons = 5
In nitric oxide molecule, two bonds—σ bond and σ bond exist.
Magnetic Property
Here, there are unpaired electrons; hence, it is paramagnetic.
Atomic number of nitrogen = 7
Electronic configuration is 1s2 2s2 2p3
Atomic number of oxygen = 8
Electronic configuration is 1s2 2s2 2p4
Total number of electron = 7 + 8 + 1 = 16
Molecular electronic configuration is
Bond Order
Number of bonding electrons = 10
Number of anti-bonding electrons = 6
∴ Nitric oxide ion has a double bond.
Magnetic Property
Here, there are two unpaired electrons. Hence, NO− molecules show para magnetism.
[Ans.: sp2]
[Ans.: 180°]
[Ans.: Tetrahedral]
[Ans.: Pyramidal, sp3]
[Ans.: sp3d2, octahedral]
[Ans.: sp3]
[Ans.: inductive]
[Ans.: positive inductive]
[Ans.: Resonance]
[Ans.: nitrene]
[Ans.: ]
[Ans.: sp3]
[Ans.: double or triple bonds]
[Ans.: d]
[Ans.: b]
[Ans.: d]
[Ans.: c]
[Ans.: a]
[Ans.: a]
[Ans.: b]
[Ans.: b]
[Ans.: a]
[Ans.: a]
[Ans.: c]
Ans.: The hypothetical intermixing of nearly the same energy atomic orbitals to give an entirely new identical equal energy orbitals is termed hybridisation. The combining of atomic orbitals which have different energy or nearly the same energy and the formation of new set of orbitals with equivalent energy and shape is known as hybrid orbital and this phenomenon is known as hybridisation.
Ans.: 1. SP–linear
2. Sp2 hybridisation–trigonal planar
3. Sp3–tetrahedral
4. Sp3d2–octahedral or square pyramidal
5. dsp2–square planar
Ans.: The polarisation of one bond caused by the polarisation of an adjacent atom is called inductive effect. It is two types:
Ans.: The effect involving the complete transfer of a shared pair of electron to one atom of a compound which is joined by a multiple bond (double (or) triple) at the requirement of attacking reagent is known as electrometric effect. It is indicated by E and js represented by a curved arrow showing the electron pair. It is a temporary effect.
It is two types:
Ans.: The development of polarity in a molecule as a result of interaction between two p-bonds or a p-bond and an atom or a group with a lone pair electrons is known as mesomeric effect or resonance.
Ans.: Short-lived and highly reactive fragments are called reactive intermediate. They are of the following types:
Ans.: 1. Wurtz reaction
2. Anti-Markovnikov’s addition
3. Kolbe electrolysis
4. Substitution
Ans.:
By Heterolysis process:
By protonation of alkenes or alcohol:
By decomposition of diazo compounds:
Ans.: The types of reactions are as follows:
Ans.: When an atom or a group attached to a carbon atom in substrate molecule is replaced by another atom or a group of atoms during the reaction and there is no change occur in carbon skeleton, it is called substation. It is of three types:
Ans.: In these reactions, generally, atoms or groups from two adjacent carbon atoms (α, β) in the substrate molecule are removed and a multiple bond is formed. This is called elimination reaction.
Ans.: Based on the involving reactive intermediates, the addition reaction is classified into three types.
Ans.: Anti-bonding orbital: The molecular orbital with higher energy gives rise to a repulsive state called anti-bonding orbital.
Bonding orbital: The molecular orbital with lower energy gives rise to an attractive state called bonding orbital.
Ans.: σ1s < σ*1s < σ2s < σ*2s < σ2px < π 2py = π 2pz < π*2py = π *2pz < σ*2px (For homo nuclear atoms; the atomic number is more than seven)
σ1s < σ*1s < σ2s < σ*2s < π 2py = π 2pz < σ2px < π *2py = π *2pz < σ*2px (For homo nuclear atoms; the atomic number is less than seven)
Ans.: Boron molecule (B2) - 1
Carbon molecule (C2) -2
Nitrogen molecule (N2) -3
Q.1 Give a detailed note on hybridisation and its salient features, important conditions and types.
Q.2 Explain the inductive effect with suitable examples.
Q.3 Describe electrometric effect and resonance effect with suitable examples.
Q.4 Describe the reactive intermediate in detail.
Q.5 Write a note on the types of reactions. Explain all reactions with examples.
Q.6 Give a brief note on molecular orbital theory and its importance.
Q.7 Explain molecular orbital diagrams of N2 and O2 molecules. What is the difference in their molecular energy levels?
Q.8 Explain the molecular energy diagrams of CO and NO.
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