K2CO3 bubbles in vinegar as vigorously as Na2CO3. So, you only have a little amount of carbonate in your mix.
NPK values are based on
N : percentage of mass of N in the mix. E.g. if N = 15, then the fertilizer contains 15 grams of nitrogen atoms per 100 gram of fertilizer
P : percentage of mass of P in the mix as P2O5. E.g. if P = 15, then the fertilizer is said to contain 15 grams of "P2O5-equivalent" per 100 gram of
fertilizer. If you want to know the weight of phosphorus atoms in this mix, then you need to multiply the number 15 by 2*M(P)/M(P2O5) = 0.436, where
M(X) is the molar mass of the compound X.
K : percentage of mass of K in the mix as K2O. E.g. if K = 15, then the fertilizer is said to contain 15 grams of "K2O-equivalent" per 100 gram of
fertilizer. If you want to know the weight of potassium atoms in this mix, then you need to multiply the number 15 by 2*M(K)/M(K2O) = 0.83.
Pure KCl has N-P-K = 0-0-63, so the weight percentage of potassium is 63*0.83.
Some fertilizers also have an S-number, which is expressed as percent by weight of "SO3-equivalent", or an Mg-number, which is expressed as percent by
weight of "MgO-equivalent". Pure metallic Mg or pure metallic K indeed have a higher than 100% Mg-number or K-number.
This weird method of computing concentration has its origin in history, where potassium and phosphorus were measured as anhydride of phosphoric acid
and anhydride of potassium hydroxide. Salts were considered as being combinations of alkaline anhydrides (e.g. K2O) and acidic anhydrides (e.g. P2O5).
Purely mathematically viewed, this seems true for neutral salts of oxoacids (e.g. K3PO4 is 1.5 times K2O + 0.5 times P2O5), but in general this method
of computing becomes really weird for other compounds (e.g. KCl).
[Edited on 5-10-23 by woelen] |