detremining the rate equation

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Mahdi messaoudani

The determination of a rate equation

Aim

The aim of this experiment is to plan an experimental procedure leading to a graphical method to determine how the concentration or the volume of the components affects the rate of the reaction whose equation is given below:

2HCl(aq)  +  Na2S2O3(aq)                         →          2NaCl(aq)  +  SO2(g)   +   S(s)   +   H2O(l)     

Introduction

In this experiment in order for the reaction to take place the reactant particles must collide, and only some of those colliding particles lead to a chemical change. The rate of reaction is defined as the amount of in moles of a reactant which is used up in a given time, in this case it’s the amount of sulphur formed in a given time. To work out the rate equation I will conduct two methods. In order to relate the rate of reaction with the concentration of the components involved I will have to obtain results to help me determine the rate of expression of the reaction. There are two methods used to determine the rate expression. This is done by measuring the concentration over time. The concentration has to be measured throughout the reaction. From the results obtained graphs are drawn and from that the order of the reaction is determined. The reason I’m not using this method is I don’t have the right equipment to do that. The concentrations will be constantly changing and therefore making it harder to keep track of and record. Therefore I’m going to use the other method. The method I will use to determine the order of the reaction is initial-rate method. This method is used when the initial concentrations of the reactants that are going to be mixed together in the reaction flask, from this the initial rate of the reaction can be found. From my experiment I will obtain the time taken for the reaction to take place, from that I will work out the rate of the reaction and plot graphs of rate against concentration. For the zero order I will get a straight line ( horizontally) as it is known anything to the power of zero is 1, this means altering the concentration for the zero order will not change the rate of reaction. And for the second order I will obtain a straight graph but this one will have a gradient. The concentration and the rate are directly proportional. The gradient of this graph is k. and for the second order the graph will be curved because the concentration is to the power of 2.

 

I will also construct a flow chart to help me determine the order of the reaction.

Revise A2 chemistry by Heinemann

To work out the orders to which HCl and Na2S2O3 are raised and construct a rate expression, I will conduct a number of reactions at different concentrations and time how long it takes for the reaction to take place this will help me determine the rate of the reaction. This will be done by dividing 1 over the time taken and this will give the rate of the reaction. From my results I will plot 2 separate graphs for rate against concentration. One is for when I vary the concentration of Na2S2O3 and the other is when I will be varying the concentration of HCl. and from the shape of the graphs I will determine the order of the reaction. The rate of equation will take this form: Rate = k [HCl]x  [Na2S2O3]z. by finding out the value for x and z I will then work out the rate constant k.

As I stated before what rate of reaction is. The rate of reaction is affected by some factors which I will be try to keep there affect minimal. These factors are:

Concentration

An increase in concentration will result in an increase in the rate of the reaction and the reason behind this is there will be more particles present for the reaction to take place and therefore more fruitful collisions. Therefore in my experiment I will decrease the concentrations. This will increase the time taken for the reaction to complete and therefore decrease the errors in timing.

Temperature

An increase in temperature will increase the rate of reaction. This gives the colliding particles more kinetic energy and therefore increases the chance of collision.

Surface area

An increase in the surface area will increase the rate of reaction. This will not be a major factor as I am using liquids in this experiment.

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Volume of Na2S2O3 and HCl

When changing the concentrations the volume will all so change. I will fill the rest of the volume with water to keep a constant overall volume to avoid a presence of another variable.

Variables for method 1

Dependent variable – will be the time taken in seconds for the cross, under the conical flask, to disappear completely.

Independent Variable – the independent variable for this method will be the concentration of the Na2S2O3 .  I will vary the concentration by diluting it with water. I will have five different concentrations. ...

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