As you might expect, a triple bond such as the one that’s present in hydrogen
cyanide (HCN) is represented by a triple line. Take a look:
H – C ≡ N;
Using Bond Energies to Predict ∆H
Naturally, different bonds have different strengths. For instance, the bond
between a carbon atom and an oxygen atom is stronger than the bond between
two chlorine atoms. When a bond is relatively strong, we say its bond energy is
high. Bond energy refers to the amount of energy it takes to break a bond. Since
a C–O bond is harder to break than a Cl–Cl bond, the C–O bond has higher bond
energy than the Cl–Cl bond.
ΔH
Remember that ΔH is the
change in enthalpy that
occurs in the course of a
reaction. A positive ΔH
indicates a net absorbance
of energy.
Chemical reactions involve the breaking of bonds in the reactants (which
requires energy) and the formation of new bonds to make products (which
releases energy). If we know which bonds are to be made and which are to be
broken, and we know their respective bond energies, we can estimate ∆H for the
reaction.
Suppose we need to estimate ∆H for the reaction H 2 + Br 2 → 2HBr, given the
following bond energies:
H–H bond: 436 kJ/mol
Br–Br bond: 193 kJ/mol
H–Br bond: 366 kJ/mol
In converting H 2 and Br 2 to products, we must break 1 mole of H–H bonds and 1
mole of Br–Br bonds. This will require (1 mole) (436 kJ/mol) + (1 mole) (193
kJ/mol) = 629 kJ of energy. Since we form 2 moles of H–Br bonds, this releases
(2 moles) (366 kJ/mol) = 732 kJ of energy. The enthalpy change for the reaction,
∆H, is equal to the net energy change, which is 629 kJ − 732 kJ = −103 kJ. If 1
mole of H 2 and 1 mole of Br 2 react to form 2 moles of HBr, the reaction should