18.1 orders, rate equations and rate consta

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Last updated 12:37 PM on 6/20/26
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71 Terms

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How are reaction rates measured?

by observing changes in the quantities of reactants or products over time

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what can happen in different experiments?

different quantities can be measured to calculate the rate of reaction. The units are then those of the quantity measured per unit of time

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rate =?

quantity reacted or produced/ time

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what is conc measured in?

Mol dm-3

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What can time be measured in?

seconds, minutes, etc.

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what is the case since concentration is such a common term?

Chemists use a square bracket as a shorthand for concentration

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showing this: For reactant A:

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Changing the conc often..

Changes the rate of a reaction

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what is the rate of reaction proportional to?

the concentration of a particular reactant raised to a power

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example showing this:or F

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for each reactant…

The power is the order of reaction for that reactant. In a reaction, different reactants can have different orders and each may affect rate in different ways

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what are common orders?

zero order [0], first order [1], second order [2]

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zero order:

when the concentration of a reactant has no effect on the rate, the reaction is zero order with respect to the reactant

<p>when the concentration of a reactant has no effect on the rate, the reaction is zero order with respect to the reactant</p>
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In a zero order reaction:

  • any number raised to the power zero is 1

  • Concentration doesnt influence the rate

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first order:

A reaction is first order with respect to a reactant when the rate depends on its concentration raised to the power of 1

<p>A reaction is first order with respect to a reactant when the rate depends on its concentration raised to the power of 1</p>
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In a first order reaction:

  • if the concentration of A is doubled (x2), the reaction rate increases by a factor of 2^1 =2

  • If the concentration of A is tripled (x3), the reaction rate increases by a factor of 3^1 =3

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Second order:

a reaction is second order with respect to a reactant when the rate depends of its concentration raised to the power of 2

<p>a reaction is second order with respect to a reactant when the rate depends of its concentration raised to the power of 2</p>
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In a second order reaction:

  • if the concentration of A is doubled (x2), the reaction rate increases by a factor of 2² = 4

  • If the concentration of A is tripled (x3), the reaction rate increases by a factor of 3² =9

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what does the rate equation give?

the mathematical relationship between the concentrations of the reactants and the reaction rate

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for 2 reactants, A and B, what is the rate equation

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What is the rate constant, k?

the proportionality constant. It is the number that mathematically converts betweeen the rate of reaction and concentration and orders

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what does the overall order of reaction give?

the overall effect of the concentrations of all reactants on the rate of reaction

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how do you calculate overall order?

Sum of orders with respect to each reactant

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so for the rate equation:

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Worked example: the rate equation and overall order for a reaction:

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What do the units of the rate constant depend upon?

The number of concentration terms in the rate equation

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how can the units of k be determined?

  1. Rearranging the equation to make k the subject

  2. Substitute units into the expression for k

  3. Cancel common units and show the final units on a single line

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3 examples shown, with the principle being the same for any rate equation:

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<p>Worked example: units of the rate constant, k:</p>

Worked example: units of the rate constant, k:

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How must orders of reaction be determined experimentally?

by monitoring how a physical quantity changes over time

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how CANT orders be found?

directly from the chemical equation

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What’s important when comparing the effect of different concentrations of reactants on reaction rates?

that the rate is always measured after the same time, ideally as close to the start of the experiment as possible. The example below shows the initial rate

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What is the initial rate?

the instantaneous rate at the beginning of an experiment when t=0

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what does the example below show?

how the rate equation and rate constant can be determined from experimental results

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<p>worked example: rate constant from experimental results:</p>

worked example: rate constant from experimental results:

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how can cone-time graphs be plotted?

from the continuous measurements taken during the course of a reaction (continuous monitoring)

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what are 2 continuous monitoring methods for reactions that produce a gas?

  • monitoring by gas collection

  • monitoring by mass loss

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what’s a useful property for reactions that don’t produce gases that can be measured over time?

colour change, which can be estimated by eye or by a colorimeter

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what happens in a colorimeter?

the wavelength of light passing through a coloured solution is controlled using a filter. the amount of light absorbed by a solution is measured

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diagram showing colorimeter:

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<p>analysing by colorimetry:</p>

analysing by colorimetry:

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what is the gradient of a conc-time graph?

the rate of the reaction

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what can the order with respect to a reactant be deduced from?

the shape of a conc time graph for zero and first order reactions

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when can the order with respect to a reactant only be obtained?

if all other reactant concs remain effectively constant

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variation of conc with time for a zero order and first order reaction:

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zero order:

  • a zero order produces a straight line with a -gradient

  • the reaction rate doesn’t change at all in the course of the reaction

  • the value of the gradient= the rate constant

  • straight line makes 0 order easy to identify

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first order:

  • produces a downward curve with a decreasing gradient over time

  • as the gradient decreases, the reaction gradually slows down

  • the time for the conc of a reactant to halve is constant (half life)

  • rate constant of a first order reaction can be determined using its value

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second order:

  • also a downward curve, steeper at the start, but tailing off more slowly

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