Chain Initiation
Step 1 Cl–Cl 2 Cl• ∆H° = + 243 kJ mol–1
(∆H° = 243)
Chain Propagation
Step 2 CH 3 –H + •Cl CH 3 • + H–Cl ∆H° = + 4 kJ mol–1
(∆H° = 435) (∆H° = 431)
Step 3 CH 3 • + Cl–Cl CH 3 –Cl + •Cl ∆H° = – 106 kJ mol–1
(∆H° = 243) (∆H° = 349)
Chain Termination
CH 3 • + •Cl CH 3 –Cl ∆H° = – 349 kJ mol–1
(∆H° = 349)
CH 3 • + CH 3 • CH 3 –CH 3 ∆H° = – 368 kJ mol–1
(∆H° = 368)
•Cl + •Cl Cl–Cl ∆H° = – 243 kJ mol–1
(∆H° = 243)
- In the chain-initiating step only the bond between two chlorine atoms is broken,
and no bonds are formed.
- The heat of reaction is simply the bond dissociation energy for a chlorine
molecule, and it is highly endothermic.
- In the chain-terminating steps bonds are formed, but no bonds are borken.
- All of the chain-terminating steps are highly exothermic.
- In the chain-propagating steps, requires the breaking of one bond and the
formation of another.- The value of ∆H° for each of these steps is the difference between the bond
dissociation energy of the bond that is broken and the bond dissociation energy
for the bond that is formed.
- The value of ∆H° for each of these steps is the difference between the bond
- The addition of chain-propagating steps yields the overall equation for the
chlorination of methane:
CH 3 –H + •Cl CH 3 • + H–Cl ∆H° = + 4 kJ mol–1