This Crop File discusses the concept of “base saturation” and its relationship with cation exchange capacity (CEC) and soil pH. Other Crop Files have background information on this topic and use of base saturation in nutrient management,
CEC by summation is calculated estimate based on routine soil test levels.
Exchangeable K, Ca, Mg, and Na typically determined from ammonium acetate or Mechlich-3 extraction.H+ concentration is estimated by buffer pH value to estimate concentration of acidic cations
Exchangeable ammonium (NH4+) and aluminum (Al3+) not often analyzed. ii. NH4+ concentrations usually quite low, so not routinely included in summation CEC
Base Saturation (%) = (base cations ÷ CEC) x 100
Convert base cation concentrations from “ppm” to “mEq/100g”.
Divide each cation by appropriate equivalent weights.
K = 390
Ca = 200
Mg = 120
Na = 230
Calculate acid cation concentration as “mEq/100g” using buffer pH value
H mEq/100g = (7 – buffer_pH) x 12
Add base cation and acid cation concentrations as mEq/100g to calculate “CEC by summation”
Add base cation concentrations as mEq/100g, divide sum by CEC value, and multiply by 100 to calculate base saturation percentage (see Table 1). i. Soil #1: pH = 5.0, 53% base saturation ii. Soil #2, pH = 7.7, 100% base saturation (no acidity)
Cation saturation (%) = (individual cation ÷ CEC) x 100
Divide individual cation concentrations (as mEq/100g) by CEC value, then multiply by 100 to calculate individual cation saturation percentages (see Table 1).
Soil #1: Ca = 1471 ppm ÷ 200 = 7.4 mEq/100g
(7.4 ÷ 20.4) x 100 = 36% Ca saturation
Soil #2: Ca = 4639 ppm ÷ 200 = 23.2 mEq/100g
(23.2 ÷ 29.0) x 100 = 80% Ca saturation
Calculating cation ratios
Ratios are calculated on charge equivalent basis.
Convert base cation concentrations from “ppm” to “mEq/100g”.
Divide each cation by appropriate equivalent weight
Divide first cation concentration (as mEq/100g) by second cation concentration (as mEq/100g), then add “:1: to result (see Table 2)
Soil #1: Ca ÷ Mg = 7.4 ÷ 2.3 = Ca/Mg 5.2:1
Soil #2: Ca ÷ Mg = 23.2 ÷ 1.0 = Ca/Mg 23.1
¶ Table 1. Example Calculations, Base Saturation Percentage and Individual Cation Saturation Percentages