If you used a conductivity meter on the water and got 2,000 ppm in NaCl setting, then you can convert that to total moles, but 2,000 ppm in NaCl is about 2,900 ppm in the “442” standard “TDS” Setting.
So, you can get an estimate of the total number of moles in solution and then try to balance that against the total number of moles of all constituent ions.
The only significant missing measurements are probably magnesium and sulfate.
In any case, the estimate of 1 part calcium carbonate, 1 part calcium chloride and 6 parts sodium chloride for the TDS (Total Dissolved Solids) in the fill water is probably pretty close.
2,000 NaCl is 2 grams per liter.
For 80,000 liters, that is 160,000 grams (160 kilograms) of sodium chloride.
Sodium chloride has a Molar mass of 58.44 g/mol
So, you have 2,737.85 moles of sodium and 2,737.85 moles of chloride in the water for a total of 5,475.7 moles of dissolved ions.
You have 1,916.5 moles of chloride, 519.5 moles of calcium ions, 239.8 moles of carbonate ions,
Based on the balanced equation, the total number of moles of sodium should be 1,439.
So, the total moles are 1,439 + 1,916.5 + 519.5 + 239.8 = 4,114.8
5,475.7 - 4,114.8 = 1,360.9 moles missing.
However, if we count the calcium and carbonate twice since they have double charge, the equation is
So, the total moles are 1,439 + 1,916.5 + (519.5 X 2) + (239.8 X 2) = 4874.1
5,475.7 - 4,874.1 = 601.6 moles.
So, this would suggest a total number of about 600 moles of unaccounted for dissolved solids like maybe sulfate, magnesium etc.
However, this is only a very rough guide and measuring the sulfate and magnesium would give you a better result.
Click here to download this bulletin as a PDF All Myron L® handheld instruments are factory calibrated with NIST traceable Standard Solutions having
www.myronl.com
