CI - Orders and rate equations Flashcards

1
Q

What does the rate equation link?

A

Reaction rate to reactant concentrations.

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2
Q

What do rate equations tell you?

A

How the rate is affected by the concentrations of reactants.

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3
Q

For a general reaction: A + B –> C + D, what is the rate equation?

A

Rate = k[A]^m[B]^n

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4
Q

What do the m and n mean in a rate equation?

A

They are the orders of reaction with respect to reactant A and reactant B.

m tells you how the concentration of reactant A affects the rate and n tells you the same for reactant B.

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5
Q

What do square brackets mean?

A

The concentration of whatever’s inside them.

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6
Q

what is ‘k’ in the rate equation?

A

The rate constant.

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7
Q

What does the size of the rate constant ‘k’ tell you about the rate of reaction?

A

The bigger it is, the faster the reaction.

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8
Q

What is important to know about k the rate constant?

A

It is always the same for a certain reaction at a particular temperature.

The units of k vary, so you have to work them out.

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9
Q

What can you do if you know the rate constant and orders?

A

Calculate the rate.

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10
Q

What do orders in a rate equation tell you?

A

How a reactant’s concentration affects the rate.

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11
Q

When will the order of reaction with respect to A be 0?

A

If [A] changes and the rate stays the same.

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12
Q

When will the order of reaction with respect to A be 1?

A

If the rate is proportional to [A].

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13
Q

When will the order of reaction with respect to A be 2?

A

If the rate if proportional to [A]^2.

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14
Q

How do you work out the overall order of reaction?

A

The sum of the orders of all the different reactants.

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15
Q

What is the only place you can find the orders of reaction from?

A

Experiments.

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16
Q

How do you find out the orders of the reactants?

A
  • Think about the general formula: A+B–>C+D
  • Look at how each reactant affects the rate one by one.
  • Use the experimental data by:
    1. Use the initial rates method to construct a rate-concentration graph and examine its shape.
    2. Use the initial rates method to directly compare the initial rate for different concentrations of A.
    3. Continuously monitor the change in concentration of A against time and construct a concentration-time graph. Use the graph to compare successive half-lives for the reaction.
17
Q

What needs to be present to work out the individual orders of the reactants using initial rates methods?

A

You need to have all of the reactants that you’re not investigating present in excess so that the concentration of what you are not investigating won’t change much during the reaction and will pretty much remain constant. Therefore, any change in the rate can only be due to the change in concentration of the reactant you are investigating.

18
Q

Why do you need to have all of the reactants that you’re not investigating present in excess when working out the orders of the reactants?

A

So that the concentration of what you are not investigating won’t change much during the reaction and will pretty much remain constant. Therefore, any change in the rate can only be due to the change in concentration of the reactant you are investigating.

19
Q

What does the shape of a rate-concentration graph tell you?

A

The order for a reactant.

20
Q

How do you use your concentration-time graph to construct a rate-concentration graph?

A

1) Find the gradient, which represents the rate, at various points along the concentration-time graph.
2) On a new graph, plot these rate values against concentration. Join up the points with a line or smooth curve.

21
Q

What can you use to construct a rate-concentration graph to work out the order of reaction for a reactant?

A

Your concentration-time graph.

22
Q

What does a horizontal line on a rate-concentration graph mean?

A

Means that the changing concentration doesn’t change the rate so it is order 0.

23
Q

What does a straight line through the origin on a rate-concentration graph mean?

A

The rate is proportional to [X], and it is order 1.

24
Q

What does a curved line on a rate-concentration graph mean?

A

It is second order as the rate will be proportional to [X]^2.

25
Q

What can you calculate from the order and rate of reaction?

A

Rate constant.