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    Kremser Equation Calculator

    Absorbing a solute from 5 % to 0.5 % into pure solvent with m = 1.2 and L/V = 1.8 (A = 1.5) needs 3.41902 ideal stages.

    Number of ideal stages N =

    3.41902258270291

    Full answer, then cut to fewer decimals (not rounded):

    • 3.41902258270291
    • 3.4190225827029
    • 3.419022582702
    • 3.41902258270
    • 3.4190225827
    • 3.419022582
    • 3.41902258
    • 3.4190225
    • 3.419022
    • 3.41902
    • 3.4190
    • 3.419
    • 3.41
    • 3.4
    Absorption factor A = L/(mV)
    1.5
    Fraction absorbed
    0.9
    Step-by-step solution
    1. A = L/(mV) = 1.8 ÷ 1.2 = 1.5
    2. N = ln[((y_N+1 − mx₀)/(y₁ − mx₀))(1 − 1/A) + 1/A] / ln A = 3.419022583

    Kremser Equation Formula

    N = ln[((y_N+1 − mx₀)/(y₁ − mx₀))(1 − 1/A) + 1/A] / ln A

    A = L/(mV); N = (y_N+1 − y₁)/(y₁ − mx₀) when A = 1

    Worked Example

    Absorbing a gas from 5 % to 0.5 % with pure solvent, m = 1.2 and L/V = 1.8:

    1. A = L/(mV) = 1.8 ÷ 1.2 = 1.5
    2. N = ln[((y_N+1 − mx₀)/(y₁ − mx₀))(1 − 1/A) + 1/A] / ln A = 3.419022583

    Fraction absorbed: 0.9

    GATE tip

    Kremser assumes dilute solutions with straight operating and equilibrium lines; use mole ratios for concentrated gases.

    More Mass Transfer Calculators

    Frequently asked questions

    What absorption factor is economical?

    Usually A = 1.2 to 2: below 1, full recovery is impossible however many stages are used.

    Does Kremser work for stripping?

    Yes, with the stripping factor S = mV/L in place of A and the liquid compositions.

    Sources

    Last reviewed: . Factors are stored exactly and computed with 50-digit decimal arithmetic. See how we verify conversion factors.

    Cite this page

    APA

    Scientific Converters. (2026, October 15). Kremser Equation Calculator. Retrieved October 29, 2026, from https://scientificconverters.com/calculators/kremser-equation-calculator/

    IEEE

    Scientific Converters, "Kremser Equation Calculator," scientificconverters.com. Accessed: Oct. 29, 2026. [Online]. Available: https://scientificconverters.com/calculators/kremser-equation-calculator/

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