at the local pH of the microenvironment created by the kalk (high pH due to concentration of (OH-) ion from Ca(OH)2). the hydroxyl ion reacts with the dissolved CO2 as carbonic acid
Carbonic acid is a carbon-containing acid with the formula H2CO3, the name usually associated with solutions of carbon dioxide in water, which contain small amounts of H2CO3. The salts of carbonic acids are called bicarbonates (or hydrogencarbonates) and carbonates, and in ASW or NSW are responsible for the establishment of the bicarbonate/carbonate buffer system.
Carbon dioxide dissolved in water is in equilibrium with carbonic acid:
CO2 + H2O <---> H2CO3
The equilibrium constant at 25°C is 1.70×10^−3: hence, the majority of the carbon dioxide is not converted into carbonic acid and stays as CO2 molecules. In the absence of a catalyst, the equilibrium is reached quite slowly, with forward rate constants at 0.039 s^−1 for the forward reaction
CO2 + H2O ---> H2CO3
...and 23 s^−1 for the reverse reaction
H2CO3 → CO2 + H2O
The equilibrium between carbon dioxide and carbonic acid is very important for controlling the rate of change for the pH of the SW water column. Corals use an enzyme, carbonic anhydrase at the calcioblastic endothelium which catalyzes the conversion between the two compounds, increasing the reaction rate by a factor of nearly 109.
Carbonic acid has two acidic hydrogens and so two dissociation constants:
H2CO3 --->HCO3− + H+
Ka1 = 2.5×10−4 mol/L
pKa1 = 3.60. ***
HCO3− --> CO32− + H+
Ka2 = 5.61×10−11 mol/L
pKa2 = 10.25.
***
Care must be taken when quoting and using this first dissociation constant of carbonic acid. The value quoted above is correct for the H2CO3 molecule, and shows that it is a stronger acid than acetic acid or formic acid: this might be expected from the influence of the electronegative oxygen substituent. However, carbonic acid only ever exists in solution in equilibrium with carbon dioxide, and so the concentration of H2CO3 is much lower than the concentration of CO2, reducing the measured acidity. The equation may be rewritten as follows (c.f. sulfurous acid):
CO2 + H2O <---> HCO3− + H+
Ka = 4.30×10−7 mol/L; pKa = 6.36.
This figure is often quoted as the dissociation constant of carbonic acid, although this is somewhat ambiguous, it might better be referred to as the acidity constant of carbon dioxide, as it is particularly useful for calculating the pH of CO2 solutions. For our purposes here, this is useful in establishing how reactive the ionic specie will be with the hydroxyl, and the rate constant will determine how quickly the bicarbonate/carbonate system can develop in seawater, as it is the far left end of this equilibrium. It is the reason we see kalkwasser develope increased buffering due to the presence of the hydroxyl ion
It is usually not possible to obtain pure hydrogen bicarbonate as the presence of even a single molecule of water causes the carbonic acid to revert to carbon dioxide and water fairly quickly. However, pure carbonic acid has been found to be quite stable in the absence of water, with a calculated half-life of 180,000 years. There is a hypothetical acid orthocarbonic acid which is even more hydrated, being H4CO4.
However, the slow conversion of Carbonic acid to hydrocarbonate is enhanced at higher pH due to the pKa of this compound, so that the microenvironment of a kalkwasser drop provides the ideal environment for the formation of calcium hydrocarbonate, allowing for an initial supersaturation, followed by rapid dissolution as the ions in this mix are quiuckly diluted down to the system's values for these substances. This is the main reason to slowly drip kalk into your system into rapidly moving areas of water. The concentration of kalk-sourced hydroxyl in relation to most systems' CO2 content is such that the delivery rate of calcium and hydroxyl ions is easily matched by the ability of CO2 to rapidly dissolve from the atmosphere into the water column to replace the utilized supply of CO2 for this reaction. So long as the atmosphere above the aquarium has good circulation with the open atmosphere, and there is good surface turbulance for the surface, CO2 supply will not be a limiting factor in the production of in-tank alkalinity by a kalk drip. This is especially true in systems with excess dissolved CO2 from improperly adjusted Ca reactors.
HTH clarify the issue.