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Integrated Rate Law - the relationship between concentration of reactants or products and time.
K tells us whether a reaction is fast or slow.
The larger value, the faster the reaction.
In an oscillating reaction, each concentration depends on one another. This is also known as a system of coupled differential equations.
Rate=K[IO3][H]
1. Solution A: Prepare 100 mL of 9% H2O2 by diluting 30 mL of 30% H2O2
with 70 mL of deionized H2O.
2. Solution B: Prepare an acidified 0.2 M KIO3 solution by adding 10 mL of
1.0 M H2SO4 to 80 mL of deionized water. Dissolve 4.3 g KIO3 in this
solution and dilute to 100 mL.
3. Solution C: Prepare starch solution by dissolving 0.1 g of soluble starch in
90 mL of boiling deionized water. When cool, add 1.5 g malonic acid, 0.4
g MnSO4•H2O, stir and dilute to 100 mL.
4. Add 50 mL of Solution A to a clean beaker fitted with a stir bar. Next add
50 mL of Solution B and let solutions mix thoroughly. Once complete, add
50 mL of Solution C and let reaction stir. Upon addition of the final
solution, bubbles should appear. The solution will turn yellow then blue,
then colorless. This reaction will oscillate for 5-10 minutes.
When the reactants are mixed, an oscillating reaction will occur, changing the colour of the solution from clear, to yellow, to blue, to clear, repeating itself.
It is a chemical reaction where during an amount of time, the concentration of a chemical species is very low, but rapidly increases at the end of this period of time. This extreme change in concentrating causes interesting effects on the reaction. (color change)
To show the changes of concentration of the ions and molecules in an oscillating reaction
Explanation: Graph represents experiment, demonstrating
the Briggs-Rauscher Reaction
Translated into English