If I make 2 solutions:
Will they both form the same (Fe(CN)6)-3 complex? Will they both have the same lambda max? Same absorbance?
Thank you.
Pete Williamsen
When you create two solutions, one with 7.5 x 10^-4 M K3Fe(CN)6 aqueous and the other with 7.5 x 10^-4 M FeCl3 + 4.5 x 10^-3 M KCN aqueous, both contain the components necessary to form the (Fe(CN)6)^-3 complex, but they have different starting materials.
In the first solution (K3Fe(CN)6), you already have the potassium hexacyanoferrate(III) complex dissolved in water. In the second solution (FeCl3 + KCN), you have ferric chloride (FeCl3) and potassium cyanide (KCN), which can react to form the same complex in situ.
Both solutions are expected to form the (Fe(CN)6)^-3 complex, as long as the reaction between FeCl3 and KCN proceeds as expected, converting Fe(III) into Fe(CN)6^-3.
However, the exact concentration of the complex formed might differ in the two solutions due to potential differences in reaction kinetics and conditions. Consequently, the absorbance and lambda max may not be exactly the same in both solutions. Lambda max, the wavelength at which the complex exhibits maximum absorbance, can be influenced by factors like concentration and reaction conditions.
To determine if they have the same lambda max and absorbance, you would need to measure the absorbance spectra of both solutions across a range of wavelengths and compare the resulting spectra. This experimental data would provide a more precise answer to your question.
Thank you for your response. I have an additional question. The Formation Constant formula in the literature is:
Is there a way to calculate the Free Cyanide, [CN-], concentration? Assuming its the [7.5E-4] Potassium Ferricyanide solution. I would eventually like to predict the Free Cyanide concentration based on the the iron concentration.
Thank you
to calculate the Free Cyanide, [CN-], concentration? in a Potassium Ferricyanide solution
It is important to write the chemical equations,
first for the dissociation of Potassium Ferricyanide, complete reaction,
then for the equilibrium of the complex. This equation can be written in the direction of formation of the complex, corresponding to the expression given for the Kf.
Balance equations.
Since the Kf is very (VERY!) high, the complex is very stable and only a minor part will dissociate into Fe3+ and CN-.
So, the equilibrium concentration of the complex can be considered the "initial" concentration, 7.5E-4 M.
The equilibrium concentrations of free Fe3+ and free CN- will be "x" and "6x".
We can expect very (VERY!) low concentrations of these ions.