Module 5 (chapter 18) orders of reaction Flashcards

1
Q

rate

A

change in concentration/ change in time

measured in moldm-3s-1

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2
Q

order of reaction

A

-changing the concentration often changes the rate of reaction.
-it is proportional to the concentration of a particular reactant raised to a power
rate (fish symbol to show directly proportional) [A] n
-the power is the order of reaction for that reactant
-these can be different for the same reactants in different reactions

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3
Q

zero order

A

-when concentration has no effect on the rate, the reaction is zero order with respect the the reactant
rate (fish) [A] 0
-in a zero order reaction any number raised the power of zero is one and the concentration doesn’t affect rate.

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4
Q

first order

A
  • a reaction is first order with respect to a reactant when the rate depends on its concentration to the power of 1
  • rate (fish) [A] 1
  • if the concentration of A is doubled, the reaction rate increases by a factor of 2 to power of 1 (2)
  • if it is tripled, the reaction rate increases by a factor of 3 to the power of 1 (3)
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5
Q

second order

A
  • a reaction is second order with respect to a reactant when the rate depends on its concentration raised the power of 2
  • rate (fish) [A]2
  • if the concentration of A is doubled, the reaction rate increases by a factor of 2 squared (4)
  • if it is tripled, the reaction rate increases by a factor of 3 squared (9)
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6
Q

what does the rate equation and constant tell us?

A

-gives us the mathematical relationship between the concentrations of reactants and the reaction rate

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7
Q

what is the rate equation?

A

rate = K [A]m [B]n

  • rate constant
  • concentration of A and order of reaction with respect to A
  • concentration of B and order of reaction with respect to B
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8
Q

what is the rate constant?

A

k is the proportionality constant. it mathematically converts between the rate of reaction and concentration of order
-the units of the rate constant spend upon the number of terms in the rate equation

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9
Q

what is the overall order

A
  • the overall effect of concentration of all reactants on the rate of reaction
  • it is the sum of orders with respect to each reactant
    (e. g. when rate = k [A]m [B]n, the overall order is m+n)
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10
Q

calculating orders from experimental results

A
  • determined experimentally
  • important to always measure rate after the same time in comparisons of different reactant concentrations or rates
  • measure as close to the start as possible
  • the initial rate is the instantaneous rate at the beginning of the experiment when t=0
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11
Q

how can you continuously monitor rate?

A

-monitoring by gas collection or mass loss
-you can also monitor with a calorimeter
in a calorimeter, the wavelength of the light passing through a coloured solution is controlled using a filter. the amount of light absorbed by the solution is measured

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12
Q

half life

A

the time for the concentration of the reactant to halve its original value is constant and the first order rate constant can be determined using this value

  • first order reactions have constant half lives with concentrations having every half life. this pattern is called exponential decay.
  • draw tangent and if it shoes successive half lives then the reaction is first order
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13
Q

how do you determine K (rate constant) for first order reactions

A
  • gradient of tangent is calculated giving the rate of reaction
  • rate constant us calculated by rearranging the rate equation and substituting the value of rate (gradient) and the concentration at the position the tangent was drawn
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14
Q

how do you calculate the rate constant from half life

A

K = ln2 / 1/2 t

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15
Q

orders from concentration time graphs

A
  • gradient is the rate of reaction
  • the order with respect to a reactant can also be deduced from the shape of a concentration time graph for zero and first
  • the order can be only be effectively obtained if all other reactant concentrations remain constant
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16
Q

zero order concentration time graphs

A
  • produces a straight line with a negative gradient
  • reaction rates doesn’t change through the course of the reaction
  • the value of the gradient is equal to the rate constant K
17
Q

first order concentration time graphs

A
  • produce a downwards curve with a decreasing gradient overtime
  • as the gradient decreases with time, the reaction gradually slows down
  • the tine for the concentration of the reactant to halve is constant (half life). this can be used to determine the rate constant
18
Q

second order concentration time graphs

A
  • a downwards curve, steeper for the start but tailing off more slowly
  • you won’t be expected to analyse these graphs.
19
Q

determination of K for a first order reaction using the rate equation

A
  • you can draw a tangent to the curve on a concentration time graph at any particular concentration
  • calculate the gradient
  • rate constant is calculated by rearranging the rate equation and substituting the value of rate (the gradient of the tangent) and the concentration where the tangent has been drawn
20
Q

determination of K for a first order reaction from the half life

A

k = ln2 / t(1/2)

-this is much more accurate than drawing a tangent

21
Q

zero order rate concentration graphs

A
  • horizontal straight line with zero gradient
  • rate = k[A]0 so rate = K
  • y intercept gives the rate constant K
  • the reaction rate doesn’t change with increasing concentration
22
Q

first order rate concentration graphs

A
  • produces a straight line graph through the origin
  • rate = k[A]1 so rate = k[A]
  • rate is directly proportional to concentration for a first order relationship
  • the rate constant can be determined by measuring the gradient of the straight line of this graph
23
Q

second order rate concentration graphs

A
  • produces an upward curve with increasing gradient
  • rate = k[A]2
  • as this rate concentration graph is a curve, the rate constant cannot be obtained directly from this graph
  • by plotting the second graph of the rate against the concentration squared, the result is a straight line though the origin. The gradient of this straight line graph is equal to the rate constant K
24
Q

the initial rates method

A
  • the initial rate is the instantaneous rate at the start of the reaction when t=0 (measure gradient using tangent to find out)
  • a clock reaction is more convenient, taking a single measurement (time to create a visual change to be observed often a colour or a precipitate)
  • provided that there is no significant change is rate during this time, it can be assumed that the average RoR will be the same as the initial
  • the initial rate is proportional to 1/t
25
Q

iodine clocks

A
  • common example relies on the formation of iodine
  • aqueous is coloured orange brown
  • the time from the start of the reaction and the appearance of the iodine colour can be measured
  • starch is usually added since it forms a complex with iodine which is an intense dark blue black colour
  • separate experiments are carried out using different concentrations of one of the reactants and all other concentrations are kept constant
  • the colour change is delayed by including a small amount of another chemical (aq sodium thiosulfate) which actually removes off iodine as it forms
26
Q

how accurate are clock reactions

A
  • the shorter the period of time over which an average rate is measured, the less the rate changes over that time period
  • it is an approximation but it is still reasonably accurate provided that less than 15% of the reaction has taken place
27
Q

multi step reactions

A

an overall chemical reaction compares the reactants and products

  • the balancing numbers give the stoichiometry, the relative amounts of the species in the reaction
  • a reaction can only take place when particles collide and it is unlikely that more than two particles will collide together at the same time
  • the series of steps that make up an overall reaction is called the reaction mechanism
28
Q

the rate determining step

A

is the slowest step in the sequence

steps in multi step reactions will take place at different rates

29
Q

predicting reaction mechanisms

A

the rate equation only includes reacting species involved in the rate deterring step
-the orders in the rate equation match the number of species involved in the rate determining step

30
Q

hydrolysis of haloalkanes

A

RBr + OH- –> ROH + Br-

  • by hot aqueous alkali
  • can be determined experimentally to determine the overall order of reaction, the rate equation and a possible mechanism for the reaction