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Using and Controlling Reactions 1
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Most chemical reactions don’t go to completion. Instead with the right conditions they will reach a balance between reactants and products. This is called Equilibrium 2
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Forward reaction: Reactants Products Back reaction: Products Reactants Overall: Reactants Products Not a static state, but a dynamic (moving) state (forward and back reactions are occurring) Rate of forward reaction = Rate of back reaction 3
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Concentration of reactants and products is constant No changes in macroscopic properties (colour intensity, pressure, pH) CONDITIONS FOR EQUILIBRIUM Closed system. No gain or loss of reactants or products to or from the surroundings eg. Solutions, Sealed containers Constant Temperature 4
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Initially the rate of forward reaction is high because the concentration of reactants is high. Rate decreases as [reactants] decreases Rate of back reaction is zero until some products form. Rate increases as [products] increases Until at equilibrium rate of forward reaction = rate of back reaction 6
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If reactants A and B reacted to form products C and D this could be represented by the following reaction. ( a, b, c and d refer to mole ratio in which they react) aA + bB cC + dD At equilibrium the concentrations of these species are constant and can be used to calculate the equilibrium constant for the reaction. 7
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8 K c has no units Constant value at constant temperature [A] [B] etc represent concentrations in molL -1
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The size of K c indicates the yield of the products relative to the amount of reactants at equilibrium. High K c values > 10 indicate a high yield of products while K c values < 0.1 indicate a low yield of products. K c is only affected by temperature changes not changes in pressure or concentrations. 9
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Henry Le Châtelier was a French chemist. Observed in 1888 how concentration changes, pressure changes and heat changes altered the position of the equilibrium. 10
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If the conditions of equilibrium are changed then the system will respond in such a way as to counteract the introduced changes, if that is possible. “Reaction proceeds to partially oppose the change” 11
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Conditions: Constant volume, Constant temperature If a reactant or product is added or removed, then the reaction will proceed in the direction to decrease/ increase the species that was altered. 12
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Reactants Products [Reactant] equilibrium moves to the right [Product] equilibrium moves to the left [Reactant] equilibrium moves to left [Product] equilibrium moves to right 13
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14 N 2 O 4 2NO 2 ΔH= +58kJmol -1
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Pressure is to the total number of molecules in the gas phase. Reduction in the total number of molecules lowers the internal pressure. Increase in the total number of molecules raises the internal pressure. The pressure of an equilibrium system can be changed by changing the volume of the system. 15
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INCREASE PRESSURE Decrease volume. Concentration of all species increases. Reaction proceeds to decrease pressure. Moves to reduce moles. DECREASE PRESSURE Increase volume. Concentration of all species decreases. Reaction proceeds to increase pressure. Moves to increase moles. 16
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17 N 2 O 4 2NO 2 ΔH= +58kJmol -1
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If there are equal number of molecules on both sides then an equilibrium can not adjust to pressure changes. 18
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Quoted H value always refers to the forward reaction. If the forward reaction of an equilibrium system is exothermic, then the back reaction is endothermic (same value). 19
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Temperature increase causes equilibrium to shift in endothermic direction to absorb heat. Temperature decrease causes equilibrium to shift in exothermic direction to release heat. 20
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21 N 2 O 4 2NO 2 ΔH= +58kJmol -1
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Temperature changes do affect K c EXOTHERMIC (Forward reaction) If Temp increases K c decreases If Temp decreases K c increases ENDOTHERMIC (Forward reaction) If Temp increases K c increases If Temp decreases K c decreases This means that calculated K c values are specific for a given temperature.
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Increase the rate of both forward and back reactions. Equilibrium is reached more quickly. Do not affect the position of the equilibrium. 23
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For the reaction at 273 o C; CO2(g) + H2(g) H2O(g) + CO(g) 0.750 moles of H2 and 1.20 moles of CO2 were allowed to come to equilibrium in a 2.00L flask. At equilibrium 0.600 moles of CO was present. Calculate Kc 24
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A 2.50L reaction flask containing 2.95 moles of nitrogen and 4.16 moles of hydrogen was allowed to come to equilibrium according to: N2(g) + 3H2(g) 2NH3(g) At equilibrium 0.240 moles of ammonia was present. Verify that the equilibrium constant is 0.00232 (3 sf) under these conditions. 25
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