The pH Scale
- The pH scale is a numerical scale that shows how acidic or alkaline a solution is
- The values on the pH scale go from 1-14 (extremely acidic substances have values of below 1)
- All acids have pH values below 7
- All alkalis have pH values above 7
- The lower the pH, the more acidic the solution is
- The higher the pH, the more alkaline the solution is
The pH scale
The pH scale shows the acidity, neutrality and alkalinity of chemicals
pH of water
- An equilibrium exists in water where few water molecules dissociate into proton and hydroxide ions:
H2O (l) ⇌ H+ (aq) + OH– (aq)
- The equilibrium constant expression for this reaction is:
Kc =
- The equilibrium constant expression can be rearranged to:
Kc x [H2O] = [H+] [OH–]
- Since the concentration of the H+ and OH- ions is very small, the concentration of water is considered to be a constant
- So, the expression can be rewritten as:
Kw = [H+] [OH–]
- Where Kw (ionic product of water) = Kc x [H2O] = 10-14 mol2 dm-3 at 298K
- Water at 298K has equal amounts of OH- and H+ ions with concentrations of 10-7 mol dm-3
- To calculate the pH of water, the following formula should be used:
pH = –log [H+ (aq)]
- Where [H+ (aq)] is the concentration of H+ / H3O+ ions
- So, the calculation is:
- pH = -log (10-7) = 7
- Thus, water has a pH of 7
pH of acids
- Acidic solutions (strong or weak) always have more H+ than OH- ions
- Since the concentration of H+ is always greater than the concentration of OH- ions, [H+] is always greater than 10-7 mol dm-3
- Using the pH formula, this means that the pH of acidic solutions is always below 7
- The higher the [H+] of the acid, the lower the pH
pH of bases
- Basic solutions (strong or weak) always have more OH- than H+ ions
- Since the concentration of OH- is always greater than the concentration of H+ ions, [H+] is always smaller than 10-7 mol dm-3
- Using the pH formula, this means that the pH of basic solutions is always above 7
- The higher the [OH-] of the base, the higher the pH