What is the reaction between ammonia and bleach that makes it unsafe to mix the two?
I think bleach has strong base in it, and I know ammonia can either be an acid or a base, but I don't really have much of an idea of what the reaction between the two is. Does it form some gas?
I think bleach has strong base in it, and I know ammonia can either be an acid or a base, but I don't really have much of an idea of what the reaction between the two is. Does it form some gas?
1 Answer
The most likely reaction is to form chloramine:
"NH"_3(aq) + "NaOCl"(aq) -> "NH"_2"Cl"(g) + "NaOH"(aq)NH3(aq)+NaOCl(aq)→NH2Cl(g)+NaOH(aq)
It does look rather awkward, as we might see this and think, "but we tried to react weak base with weak base, didn't we?". [Ammonia is typically a base, and
However, this reputable source states that the above is a "well-known process" for when
Note that chloramine,
Based on that source, we can estimate the thermodynamic likelihood of this being a possible reaction. The remaining
"NH"_2"Cl": DeltaH_f^@ ~~ "13.74 kcal/mol" = "57.49 kJ/mol"
"OH"^(-)(aq) ,DeltaH_f^@ = -"229.994 kJ/mol"
"OCl"^(-)(aq) ,DeltaH_f^@ = -"118.34 kJ/mol"
"NH"_3(g) ,DeltaH_f^@ = -"45.90 kJ/mol"
So this is for the reaction:
"NH"_3(aq) + "OCl"^(-)(aq)-> "NH"_2"Cl"(g) + "OH"^(-)(aq)
This gives:
DeltaH_(rxn)^@ = ["57.49 kJ/mol" + (-"229.994 kJ/mol")] - [-"45.90 kJ/mol" + (-"118.34 kJ/mol")]
= -"8.26 kJ/mol"
This reaction forms a gas from aqueous reactants, so the entropy change must be positive.
Hence, the change in Gibbs' free energy is:
DeltaG_(rxn)^@ = DeltaH_(rxn)^@ - TDeltaS_(rxn)^@
= (-) - (+)(+)
= (-)
and this reaction is therefore spontaneous at