Gems Chemistry BLog
Saturday, June 11, 2011
7.2.3- 7.2.5
A system remains at equilibrium as long as the rate of the forward reaction equals the rate of the backward reaction. As soon as this balance is disrupted by any change in conditions such as temperature pressure and concentration, the position and the value of equilibrium will change. Le Chatelier’s principle states that a ststem at equilibrium when subjected to a change will respond in such a way as to minimize the effect of the change. This means that the system will respond in the opposite way. If we add something, the system will react to remove it. Similarly if we remove something, the system will react to replace it.
1) Change in concentration could shift the equilibrium point but not the value (magnitude of Kc). For example, if we increase the concentration of the reactants, the system will reduce this concentration by favouring the forward reaction (shifting the equilibrium to the right). Similarly, if we decrease the concentration of the products (e.g. removing it) the system will respond by increasing the concentration of product so shifting the equilibrium to the right. To shift the equilibrium to the left, we could either increase in concentration of product or a decrease in concentration of reactant.
2) Change in pressure only affects gases and if the reaction involves a change in the number of molecules. (equilibrium could shift but not the value of Kc) There is a direct relationship between the number of molecules and the pressure exterd by a gas in a fixed volume, so if we increase the pressure, the system will respond to decrease this pressure by favouring the side with the smaller number of molecules.
For example, consider the reaction used in the production of methanol:
CO(g) + 2H2(g) <-> CH3OH(g)
There are 3 molecules of gas on the left side and one on the right. So here high pressure will shift the equilibrium to the right, in favour of the smaller number of molecules, so increasing the production of methanol.
3) Change in temperature will change the value of Kc. However, in order to preduct how it will change we must look at the enthalpy change of the forward and backward reactions (exothermic releases heat, endothermic absorbs heat). Think that heat as a product in an exothermic reaction and as a reactant in an endothermic reaction. Note that the enthalpy changes of the forward and backward reactions are equal and opposite of each other.
Consider the reaction:
2NO2(g) <-> N2O4(g) ∆H = -24kJ mol-1
The negative sign of ∆H tells that the forward reaction is exothermic and so releases heat. If this reaction at equilibrium is subjected to a decrease in temperature, the system will respond by producing heat and favouring the exothermic reaction. This will shift the equilibrium to the right, as more product is formed, Kc will also increase. We can see that the reaction will give a higher yield of product at a lower temperature. However, at low temperature the reaction will proceed more slowly although a higher yield.
4) Addition of a catalyst will speed up the rate of a reaction by lowering its activation energy so increases the number of particles that have sufficient energy to react. However, by adding a catalyst this will speed up the forward as much as the backward so the value of Kc and the position of equilibrium remain unchanged however it will let it meet Kc earlier.
Industrial applications
In reactions involving the manufacture of a chemical, it is obviously a goal to obtain as high a yield of product as possible. Apply Le Chaterlier’s principle to the reactions involve enables us to maximize the yield by choosing conditions that will cause the equilibrium to shift to the right. However, the yield of a reaction in only part of the consideration as the rate is also clearly a great significant. For example, if we can get 95% yield of product, but takes several years t achieve this, it will not be worth it. They need to take consider the cost or production too because very high pressure is very expensive so they have to choose the best combinations.
The Haber process (Ammonia production): N2(g) + 3H2(g) <-> 2NH3(g) ∆H= -93kJ mol-1
Uses: fertilizers, plastics (nylon), refrigerants and powerful explosives
Note that there are 4 gas molecule on the left and 2 on the right. The forward reaction is exothermic and so releases heat. Using Le Chatelier’s principle, we can say that if we remove the product, increase the pressure and lower the temperature, this will all shift the equilibrium to the right and increase yield. However, it low temperature will slow down the reaction so we might want to add a catalyst.
Conditions: 450 Degrees Celsius, 200 atmospheres.
Contact process (Sulphuric acid production) :
i) Combustion of sulfur S(s) + O2(g) -> SO2(g)
ii) Oxidation of sulfur dioxide 2SO2(g) + O2(g) <-> 2SO3(g)
iii) Addition of water SO2(g) + H2SO4(l) -> H2S2O7 (l) + H2O(l) -> 2H2SO4(l)
Uses: fertilizers, detergents, dyes, explosives, drugs and plastics.
The overall rate of the process depends on step ii. So applying Le Chatelier’s principle to this, we can predict the condition that will most favour the formation of product. Forward reaction involves reduction I the number of molecules of gas (3 on left, 2 on right) so high pressure will favour product. Forward reaction is exothermic, so low temperature will increase the yield but decrease rate.
2SO2(g) + O2(g) <-> 2SO3(g) ∆H=-196kJ mol-1
Conditions: 450 Degrees Celsius, 2 Atmosphere, catalyst- Vanadium (V) oxide.
Monday, May 23, 2011
"7.2.2 I can deduce the extent of a reaction from the magnitude of Kc"
Blog Tasks
1. What does the word magnitude mean?
The size or amount
2. Explain why the three reactions above do not have units for Kc
The moles of the reactants equals the product so there is no units for K
Note: [units Kc]n
3. Deduce the extent of the reaction if Kc is
a. significantly larger than 1 – this means that there are more product produced compared the the reactants input. The (C+D) must be huge compared to (A+B). We can deduce that the reaction has taken place and almost go to completion
b. between 0.01 and 100- this means that there are There will be significant concentration of both the concentration and product. Normal reaction.
c. extremely – this means that there are less product produced compared to the reactants input. The (A+B) must be huge compared to (C+D). We can deduce that the reaction hardly proceeds.
7.2.1 I can deduce the equilibrium constant Kc for homogenous reactions
a. What can change the value of K
TEMPERATURE
b. The reaction must be at EQUILIRBIUM for the value of Kc to be calculated
c. Define the term homogeneous. WHEN THE REACTANTS AND PRODUCTS ARE IN THE SAME STATE. i.e. all gases, or liquid, or solid, or aqueous.
d. What is the rule to determine the units for Kc?
aA+bB = cC+dD
Kc= [C]cx[D]d
[A]ax[B]b
If the number of moles of the reactants equals the number of moles of the product then there is no unit. (c+d) - (a+b) = no units
If the no.moles of product > no.moles of reactant
(c+d) – (a+b) = 1 then Kc=moldm-3
If the no.moles of product < no.moles of reactant
(c+d) – (a+b) = -1 then Kc=mol-1dm3 because its 1/-1
Sunday, May 22, 2011
Kinetics (topic6) test - mistakes
Multiple choice number 5-
Ammonia decomposes on a tungsten catalyst according to the equation:
2NH3 (g) --> N2 (g) + 3H2O (g).
If the rate of dissapearance of NH3 is 0.030moldm-3s-1, what is the rate of appearance of H2 (in moldm-3s-1)?
A.0.020
B.0.030
C.0.045
D.0.068
rate of dissapearnace = rate of appearance.
2 ratio of NH3 while 3 ratio of H20.
0.030/2 = 0.015 per ratio
0.015X3 = 0.045 (3 ratio of H2O)
14a) when writing the numbers in the table, the numbers should have the same decimal point. i.e. if its 2 decimal, all of it needs to be 2dp including 0 (0.00).
14c) relate back to the mol per unit time
Ammonia decomposes on a tungsten catalyst according to the equation:
2NH3 (g) --> N2 (g) + 3H2O (g).
If the rate of dissapearance of NH3 is 0.030moldm-3s-1, what is the rate of appearance of H2 (in moldm-3s-1)?
A.0.020
B.0.030
C.0.045
D.0.068
rate of dissapearnace = rate of appearance.
2 ratio of NH3 while 3 ratio of H20.
0.030/2 = 0.015 per ratio
0.015X3 = 0.045 (3 ratio of H2O)
14a) when writing the numbers in the table, the numbers should have the same decimal point. i.e. if its 2 decimal, all of it needs to be 2dp including 0 (0.00).
14c) relate back to the mol per unit time
Tuesday, May 10, 2011
topic 6 pretest
1) B x D you can also measure rate of reaction by pH
2) A
3) D
4) D x B II is right, but I is wrong- same mass of magnesium (reactant) will have the same amount of product
5) C
6) B
7) C
11a) they could measure the gas of carbon dioxide produce over time and plot on a graph- collect using gas syringe/inverted measuring cylinder and stopwatch. They could also measure the mass of the beaker and the content as carbon dioxide will escape so the weight will decrease. Using a top pan balance and stopwatch.
b) The rate of this reaction could increase by using more concentrated acid=more particles within the same volume so the chance of successful collision increases, increase the surface area of magnesium carbonate (decrease size) reactions occur on the surface so by increasing surface area there will be more reaction going on= speeds up the reaction, it could increase temperature because it will increase the kinetic energy which more of if will exceed the activation energy/ increase collision frequency.
ci) It would stay the same as lumps of magnesium carbonate is already in excess
cii) The volume would stay the same as the temperature only increases the rate of reaction. You haven’t change anything else. Same quantities used.
2) A
3) D
4) D x B II is right, but I is wrong- same mass of magnesium (reactant) will have the same amount of product
5) C
6) B
7) C
11a) they could measure the gas of carbon dioxide produce over time and plot on a graph- collect using gas syringe/inverted measuring cylinder and stopwatch. They could also measure the mass of the beaker and the content as carbon dioxide will escape so the weight will decrease. Using a top pan balance and stopwatch.
b) The rate of this reaction could increase by using more concentrated acid=more particles within the same volume so the chance of successful collision increases, increase the surface area of magnesium carbonate (decrease size) reactions occur on the surface so by increasing surface area there will be more reaction going on= speeds up the reaction, it could increase temperature because it will increase the kinetic energy which more of if will exceed the activation energy/ increase collision frequency.
ci) It would stay the same as lumps of magnesium carbonate is already in excess
cii) The volume would stay the same as the temperature only increases the rate of reaction. You haven’t change anything else. Same quantities used.
Friday, May 6, 2011
6.2.5 - 6.2.7
6.2.5 Sketch and explain qualitatively the Maxwell-Boltzmann energy distribution curve for a fixed amount of gas at different temperatures and its consequences for changes in reaction rate.
The moving particles in a gas or liquid do not travel with the same velocity; some faster, some slower. The faster they move, the more kinetic energy they have. The distribution is shown by a Maxwell-Boltzmann curve.
This shows how activation energy distinguishes between particles that have greater or lesser values of kinetic energy. So at lower temperature (black) there are fewer particles that exceed the activation energy. When temperature rises, the curve broadens and at the same Ea (red vertical line) there will be more particles reacting as the area is bigger. The average kinetic energy is the peak of each line, which is also the mean. Change in temperature will basically change the position of the average KE.
The area under the curve shows the number of particles so it never changes. So as the temperature increases, the area under the curve does not change.
6.2.6 Describe the effect of a catalyst on a chemical reaction
A catalyst is a substance that increases the rate of reaction without itself undergoing permanent change. It never changes chemically but it could change physically. The catalyst is ‘recycled’. The catalyst brings the reactive parts of the reactant particles into close contact therefore lowers the Ea.
A catalyst provides an alternative route for the reaction which as a lower activation energy (Ea). Note that it is a completely different reaction.
As you can see, the reactants and the product remain the same but the activation energy required without a catalyst is higher.
This means that without increasing the temperature, a larger number of particles will now have kinetic energy over the Ea therefore more successful collisions.
6.2.7 Sketch and explain Maxwell-Boltzmann curves for reactions with and without catalyst.
As said earlier, a catalyst lowers the activation energy which can be shown by a leftward shift on a Maxwell-Boltzmann curve.
You can see that the area when catalyzed is bigger so this means that more particles are able to react.
The moving particles in a gas or liquid do not travel with the same velocity; some faster, some slower. The faster they move, the more kinetic energy they have. The distribution is shown by a Maxwell-Boltzmann curve.
This shows how activation energy distinguishes between particles that have greater or lesser values of kinetic energy. So at lower temperature (black) there are fewer particles that exceed the activation energy. When temperature rises, the curve broadens and at the same Ea (red vertical line) there will be more particles reacting as the area is bigger. The average kinetic energy is the peak of each line, which is also the mean. Change in temperature will basically change the position of the average KE.
The area under the curve shows the number of particles so it never changes. So as the temperature increases, the area under the curve does not change.
6.2.6 Describe the effect of a catalyst on a chemical reaction
A catalyst is a substance that increases the rate of reaction without itself undergoing permanent change. It never changes chemically but it could change physically. The catalyst is ‘recycled’. The catalyst brings the reactive parts of the reactant particles into close contact therefore lowers the Ea.
A catalyst provides an alternative route for the reaction which as a lower activation energy (Ea). Note that it is a completely different reaction.
As you can see, the reactants and the product remain the same but the activation energy required without a catalyst is higher.
This means that without increasing the temperature, a larger number of particles will now have kinetic energy over the Ea therefore more successful collisions.
6.2.7 Sketch and explain Maxwell-Boltzmann curves for reactions with and without catalyst.
As said earlier, a catalyst lowers the activation energy which can be shown by a leftward shift on a Maxwell-Boltzmann curve.
You can see that the area when catalyzed is bigger so this means that more particles are able to react.
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