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Untitled - Kelly Walsh High School

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Kinetics 191<br />

Don’t Forget!<br />

constant) and the rate doubled. Therefore, the reaction is first order with<br />

respect to O 2 and the rate equation is:<br />

Rate k[NO] 2 [O 2]<br />

The rate constant can be determined by substituting the values of the concentrations<br />

of NO and O 2 from any of the experiments into the rate equation above<br />

and solving for k.<br />

Using experiment 1: 0.05 M/s k[0.01 M] 2 [0.01 M]<br />

k 0.05 M/s/[0.01 M] 2 [0.01 M]<br />

k 5 104 /M2s However, sometimes because of the complexity of the numbers, you must manipulate<br />

the equations mathematically. We use the ratio of the rate expressions of<br />

two experiments to determine the reaction orders. We choose the equations so<br />

that the concentration of only one reactant has changed while the others remain<br />

constant. In the example above, we will use the ratio of experiments 1 and 2 to<br />

determine the effect of a change of the concentration of NO on the rate. Then we<br />

will use experiments 1 and 3 to determine the effect of O 2. We cannot use experiments<br />

2 and 3 since both chemical species have changed concentration.<br />

In choosing experiments to compare, choose two in which the concentration of<br />

only one reactant changes while the others remain constant.<br />

Comparing experiments 1 and 2:<br />

Canceling the rate constants and the [0.01] n 0.05M/s k[0.01]<br />

and simplifying gives:<br />

m [0.01] n<br />

0.20M/s k[0.02] m [0.01] n<br />

1<br />

Q1<br />

4 2 Rm<br />

Thus, m 2 (you can use logarithms to solve for m)<br />

Comparing experiments 1 and 3: 0.05M/s k[0.01]m [0.01] n<br />

0.10M/s k[0.01] m [0.02] n

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