What is Polymerization?
Before understanding the polymerization, let us understand what polymers are.
The word polymers are formed from two Greek words, poly and mirrors, where poly means many and mirrors mean parts). So, polymers mean many parts.
The polymer is a compound of high molecular weight formed by the combination of several molecules. The small units that constitute the repeating units of a polymer are called the monomer units.
So, the process by which these small units (simple molecules or monomers) transform into a polymer is called the process of polymerization or simply polymerization.
Let’s look at a polymerization example of ethylene:
Here, the ethylene molecules are considered monomer units.
Polymers are giant molecules, so they are called the macromolecules.
Let’s understand the types of polymerization:
Types of Polymerization
We generally use two major methods for preparing polymers (methods of polymerization). They are:
Addition polymerization or chain-growth polymerization
Condensation polymerization/ step-growth polymerization
1. Addition Polymerization
The polymers that are formed when the monomeric units can add to each other successively are known as chain-growth polymers.
This process of addition polymerization involves the addition of monomer units of the growing chain by a chain mechanism. That’s why this process is known as a chain-growth mechanism.
The chain-growth process involves the formation of some active intermediate species, which may be free radical, cation or anion. So, the methods of polymerization for these species are:
Radical polymerization
Cationic polymerization
Anionic polymerization
Let’s see polymerization examples for these three types:
a. Free Radical Addition Polymerization
In this process, unsaturated compounds like alkenes or dienes are polymerized.
A radical initiator is added to the alkene (also known as a monomer) to convert it into radical.
The initiator breaks into radicals and adds to the alkene monomer, converting it into a radical.
This alkene radical reacts with another monomer, and this process keeps on propagating the chain, and the chain formation continues endlessly.
a. Cationic Polymerization
In this case, the initiator is an electrophile (BF3 or Al3Cl3) that adds to an alkene causing it to become a cation.
The cation formed in the initiation process reacts with the second monomer forms a new cation, and this process continues forever.
The different stages of polymerization are as follows:
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b. Anionic Polymerization
In this process, the initiator is a nucleophile that reacts with the alkene to form a propagating site, i.e., an anion.
However, the attack of a nucleophile isn’t an easy reaction because alkenes are electron-rich species.
So, we will use an alkene with an electron-withdrawing substituent attached to it, besides considering a strong nucleophile (Sodium Amide or butyllithium) here.
Now, let us see the step-by-step anionic polymerization using butyllithium nucleophile:
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Let’s see another example using Sodium Amide nucleophile:
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Here, R is an electron-withdrawing group.
Some common examples of alkene that undergo anionic polymerization are:
Vinyl Chloride
Acrylonitrile
Methyl Methacrylate
Styrene
Now, let’s discuss the second type of polymerization:
2. Condensation Polymerization
In the condensation or step-growth polymerization, a stepwise intermolecular condensation takes place through a series of independent reactions.
Each reaction involves a condensation process involving the release of a simple molecule like NH3 or H2O, or HCl, etc.
This reaction occurs when monomer molecules have more than one similar or dissimilar functional groups.
Let’s illustrate the step-growth polymerization most simply by taking monomers M and N:
Step 1:
Step 2:
Step 3:
This stepwise process of chain growth goes on infinitely. We can represent the same process in another way. Let’s see:
Step 1:
Step 2:
The condensation polymers like dacron, bakelite, and nylon are formed by this polymerization process.
Molecular Mass of Polymers
During the formation of polymers, different macromolecules have varying degrees of polymerization (different chain lengths). This means molecular masses of the individual macromolecules in a particular polymer are different.
Let’s suppose that a polymer sample has the following:
N1 molecules have molecular mass M1 each
N2 molecules have molecular mass M2 each
N3 molecules have molecular mass M3 each,……and so on.
Then,
The total mass of all N1 molecules = N1M1
The total mass of all N2 molecules = N2M2
The total mass of all N3 molecules = N3M3..., and so on.
Now, the total mass of all the molecules = N1M1 + N2M2 + N3M3 +....
= Σ NiMi
Total number of all the molecules = Σ Ni
Hence, the number-average molecular mass is given by
So, the formula can be re-written as:
FAQs on Polymerization
Q1: Write Applications of Polymers.
Ans: Polymers are used in every vicinity of modern living. Some of the real-life applications are:
Grocery bags
Soda and water bottles
Textile fibers
Computers
Phones
Auto parts
Q2: Describe the Formation of Bakelite by a Condensation Reaction.
Ans:
These polymers are made by the reaction of phenol with formaldehyde in the presence of a basic catalyst OH⁻.
The reaction involves the formation of methylene bridges in ortho, para, or both, as shown below:
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The last product formed in the para-para position is a linear polymer.
Since Bakelite is a cross-linked thermosetting polymer, the reaction between o-hydroxyphenyl polymer and p-hydroxyphenyl occurs in the following manner to form a cross-linked polymer (Bakelite):
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Q3: Why is Polymerization Exothermic?
Ans: In a polymerization process, the addition of a monomer to a growing polymer chain involves the conversion of π to σ-bond with a release of high energy. That’s why polymerization is exothermic.
Q4: In a Particular Sample of Polymer, 300 Molecules have a Molecular Mass 10⁴ Each, 300 Molecules Have Mass 10³ Each, and 200 Molecules Have 10⁵ Each. Calculate the Number-average Molecular Mass.
Solution: Here, N₁ = 300, M₁ = 10⁴ , N₂ = 300, M₂ = 10³, N₃ = 200, M₃ = 10⁵, Mn⁻ = ?
Now using the formula:
Mn⁻ = (NᵢM₁ + N₂M₂ + N₃M₃ +....)/(N₁ + N₂ + N₃ +....) = ((300 x 10⁴) + (300 x 10³) + (200 x 10⁵))/(300 + 300 +200)
On solving, we get,
Mn⁻ = 2.9 x 10⁴ or 29000 |