ACID BASE EQUILIBRIA Reference: Jacaranda Chapter 10 Heinemann Chapter 17 Reaction of H2O & H2O O Water will react with itself via a process called self-ionisation. Equilibrium Expression O The equilibrium expression for the self- ionisation of water is given the symbol KW. O In this expression, π»2 π can be considered a constant. Ionisation Constant O The expression for KW can be simplified to O In pure water at 25°C, the value of KW is 10−14 O This relation also holds true for all aqueous solutions. Ionisation Constant O The value of π»3 π+ in pure water is 10−7 O The value of ππ» − in pure water is also 10−7 O At 25°C Acidic Solutions O In acidic solutions, π»3 π + is formed by the reactions of an acid with water, as well as the self-ionisation of water. O This means the π»3 π+ will be greater than 10−7 Basic Solutions O In basic solutions, ππ» − is formed by the reactions of a BASE with water, as well as the self-ionisation of water. O This means the ππ» − will be greater than 10−7 Acidic and Basic Solutions O Regardless of the type of solution, the following expression doesn’t change. O This means that: The pH Scale O The concentration of π»3 π + can range from 100 π‘π 10−14 . O This equates to a range from 1 to a number very very very small. O There must be a better way to describe concentrations. O Hence, the pH Scale was developed. The pH Scale O The pH formula is: O Lets test a few values to see why it is better. The pH Scale O If the concentration of π»3 π + = 10−8 , then this is equivalent to saying that the, π»3 π+ = 0.000000010 O Would it not be better to use the pH scale? Lets see….. O If the concentration of π»3 π + = 10−8 , then this is equivalent to saying that the, O ππ» = − log10 π»3 π+ = − log10 10−8 = 8 The pH Scale O It is preferable to describe the solution using pH = 8, as opposed to π»3 π+ O In this example, the solution is considered basic as the pH = 8. The pH Scale – Neutral Solution O If π»3 π + = 10−7 , then the ππ» = − log10 π»3 π+ = − log10 10−7 = 7 O A pH of 7 indicates that a solution is neutral. The pH Scale – Acidic Solutions O If π»3 π + > 10−7 , e.g. 10−3 ππ» = − log10 π»3 π+ = − log10 10−3 = 3 O A pH < 7 indicates that a solution is acidic. The pH Scale – Basic Solutions O If π»3 π + < 10−7 , e.g. 10−11 ππ» = − log10 π»3 π+ = − log10 10−11 = 11 O A pH > 7 indicates that a solution is basic. The effect of temperature on πΎπ and pH. O The pH of pure water is not always 7. This is only true at 25°C. O This reaction is endothermic. O As temperature increases, more products are made. The effect of temperature on πΎπ and pH. O Using, O More products means the numerator increases and therefore Kw will increase. The effect of temperature on πΎπ and pH. O As the equilibrium shifts to the right and more products are made, the amount of π»3 π+ and ππ» − made is still equal. O Therefore it is still a neutral solution even if Kw and the pH changes. O However, since the π»3 π+ is increasing, the pH must be decreasing. The effect of temperature on πΎπ and pH. O Hence at 50°C, the pH of neutral water is less than 7. O And at 10°C, the pH of neutral water is greater than 7. Questions O Complete Questions Q1-5 on pg 232 from Study On Textbook O Supplementary Work Q1-3 on pg 288 of Heinemann Textbook Weak Acids O Consider the following equation describing the reaction of an acid with water. O Applying the equilibrium law we obtain, Weak Acids O The expression can be rearranged to, O Ka is referred to as the acidity constant or dissociation constant. Weak Acids Weak Bases O Consider the following equation describing the reaction of a base with water. (l) O Applying the equilibrium law we obtain, Weak Bases O The expression can be rearranged to, O Kb is referred to as the basicity constant or dissociation constant. Weak Acids and Bases Polyprotic Acids • Sulphuric Acid is polyprotic. An equilibrium expression can be written for both equations. • The Ka for the second equation can be referred to as the second acidity constant for H2SO4 Strength vs. Concentration O Strength is a measure of how much an acid or base ionises in water. O Concentration refers to how much of a particular substance you have. Buffer Solutions O A buffer solution, or buffer, contains a solution of an acid and one of its salts. O The salt provides the conjugate base. O The purpose of a buffer solution is to maintain a constant pH. Buffer Solutions O Consider the following example. Buffer Solutions - Acids O If a strong acid is added, then initially more π»3 π+ is made. This will cause equation 1 to shift to the left, hence producing more HA. O The net effect is that a strong acid is being converted to a weak acid, and hence the pH is not altered as much as it otherwise would have. Buffer Solutions - Bases O If a strong base is added, then initially more ππ» − is made. This will cause equation 2 to shift to the left, hence producing more π΄− . O The net effect is that a strong base is being converted to a weak base, and hence the pH is not altered as much as it otherwise would have. Questions O Complete Questions Q6-8 on pg 238 from Study On Textbook O Supplementary Work Q4-6 on pg 292 of Heinemann Textbook