@beerwright/core
    Preparing search index...

    Function residualAlkalinityPpm

    • Residual alkalinity (Kolbach 1953), ppm as CaCO₃.

      RA = Alkalinity − (calcium hardness / 3.5) − (magnesium hardness / 7)
      

      Watch the units. Kolbach's /3.5 and /7 divide the hardness, which is Ca and Mg expressed as CaCO₃ (or as mEq/L). They don't divide the elemental ppm printed on a water report. Plugging elemental ppm in directly (Alk − Ca_ppm/3.5 − Mg_ppm/7) understates the mineral offset by 2.5× and is a common transcription error. In elemental ppm the same formula is:

      RA = Alkalinity − Ca_ppm / 1.4 − Mg_ppm / 1.7
      

      because 2.497 / 3.5 = 1 / 1.402 and 4.118 / 7 = 1 / 1.700. The expression below is equivalent to both, and the tests check it against the published RA of Dublin (≈175) and Pilsen (≈6).

      Parameters

      Returns number