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Here, Berzelius was describing the experiments he had recently performed on the decomposition of the newly discovered compound hydrogen peroxide, H2O2. One usually has H2O2 in an aqueous solution at low to moderate concentration (such as you buy in drug stores), and these solutions are very stable. The decomposition reaction 2 H2O2 > 2 H2O + O2 is normally slow. (You can learn tons of interesting facts about H2O2 at, believe it or not, www.h2o2.com, operated by the US Peroxide Company.) Several compounds greatly increase the rate of this reaction, however, and you may have encountered one or more of them. For example, if you use a peroxide toothpaste, you may have noted that the toothpaste foams more than most. That's because saliva contains an enzyme, peroxidase, that catalyzes the hydrogen peroxide decomposition. Peroxidase is found in many other places in nature, with horseradish and liver two particularly good sources. In addition to these natural catalysts, many metal ions and inorganic compounds catalyze the H2O2 decomposition. In fact, the commercial manufacture, storage, and shipment of H2O2 requires great care to eliminate these types of inorganic catalysts. Hydrogen peroxide is often shipped and stored in very pure aluminum containers for this reasonaluminum is not a catalyst for decomposition. To see how one of these catalysts works behind the scenes of the net reaction (and thus to see how catalysis works in general), consider the action of the common aqueous metal ion Fe3+. This ion can be reduced to Fe2+, and the reduction is coupled to the H2O2 decomposition (which is itself an oxidation/reduction reaction) as shown schematically below:
Note that the catalytic ions Fe3+ and Fe2+ enter the reaction mechanism steps but are not part of the net reaction. (Add the two mechanism steps; all ions cancel, making H+ a catalyst here as well.) This is the hallmark of a catalyst: participation in mechanism steps that simply do not exist without the catalyst, steps that (1) add together to reproduce the original net reaction and (2) make possible a new pathway to achieve the net reaction at often a significantly greater rate. In general, the new pathway opens a route to the reaction products that has a lower activation energy. It is the strong dependence of the rate constant on activation energy, through the Arrhenius expression, that makes the greater rate possible. See Figure 15.13 on page 722 (Zumdahl) for more details, and note that a catalyst does NOT change a net reaction's equilibrium constant, only its reaction rate law. Biological catalystsenzymesare remarkably good at this, often increasing rates by factors of 1012 or more! We could not live without them. Other catalytic cycles are not so benign, such as the catalytic gas-phase reactions that accelerate the destruction of ozone in the stratosphere. This chemistry is discussed in Section 15.9 (pages 731-732) in the Zumdahl text. |
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