Does anyone know of a reliable first-order or pseudo-first-order rate constant (or equivalent half-life time, from which I can get the rate constant) for the kinetic decay of aqueous chlorine in water (without photolysis or other reactions)? I have done a lot of web searching, read lots of research papers (mostly foreign, as the full text is more often provided) and come up with different answers in nearly all. The majority of papers report values over quite a large range, and most of these were related to chlorine residuals over time in water delivery systems. The two values I've seen which may be most reliable were in two different papers I found in the National Institute of Health website. One reported is a half-life time of 114*Ln(-1), which is 358.14 hours (no temperature given, but I'm assuming 25 degrees C). Another from a paper's summary on the NIH which gave a rate of .15 h-, which could mean .15 of the molar concentration loss/hour decay, or it could also mean a rate constant of .15 - totally different. Help?