Bronsted Theory
Acid: A chemical that releases a proton
Base: A Proton acceptor
Lewis acid and Bases
Acid: Electron Pair acceptor
Examples: BeCl2, AlCl3
Base: Electron pair donor
Examples: NH3, OH–
Dissociation constants (Ka/Kb)
The dissociation ratio is a measure of how weak/strong an acid is. As any other equilibrium constant the bigger the number will show that the equilibrium is shifted to the products.
The dissociation constant for an acid is:
The dissociation constant for a base is:
pH
pH = -log[H+]
Example 1: Calculate the pH of the acid when 0.1 moles of HCl are dissolved in 500mL of water.
Find molarity:
0.1moles = 500mL
? = 1000mL
Finding the pH
Example 2: Calculate the moles of acid dissolved in 300mL of solution when the pH of solution is 3.4.
Finding [H+]
Finding the moles on solution
1000mL = 0.000398
300mL = ?
pOH
pOH = -log[OH-]
The calculations for pOH would be the same but instead of using the concentration of the proton, the concentration of the hydroxide is used.
pKw
In a soln. of water at room temperature, the hydroxide concentration multiplied by the hydronium concentration is going to equal 1 x10-14. If you take the negative log of both sides of this equation it shows you that the pH added to the pOH is going to equal 14.
For more information on Kw and pKw click here.
At room temperature pKw is equal to 14, which means that the pH added to the pOH is always equal to 14.
Example 3: Calculate the pH when 0.1M solution of KOH is prepared.
Finding pOH
Finding pH
Indicator
An indicator is a chemical that changes colour depending on the pH of the solution. This is due to the fact that the indicator itself is a weak base, and both the uncharged molecule and the salt have different colours.
Every indicator changes colour at a particular pH, and therefore the right indicator has to be used for the right reactions.
Indicator | pKa | Effective Range | Acid Colour | Base Colour |
Methyl Red | 5.0 | 4.2-6.2 | Red | Yellow |
Bromothymol Blue | 7.1 | 6.0-7.8 | Yellow | Blue |
Phenolphthalein | 9.5 | 8.3-10.0 | Colorless | Red |