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2
0
the use of the following equation:
Abs = Abs
0
+
+
(Abs
ꢀ Abs )/2C
{C + C + 1/K ꢀ [(C + C
max
2
0
1
1
Aꢀ
1
Aꢀ
1/2
1/K) ꢀ 4C
1
C
Aꢀ
]
}, while the experiments with dihydro-
2003, 19, 55–62.
genphosphate and iodide were fitted by means of the
2
0
1
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equation Abs = (Abs
these equations, Abs is the absorbance value after each
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+ Absmax KCAꢀ)/(1 + KCAꢀ). In
0
without anion added, Absmax is the maximal absorbance
1
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Aꢀ
in each addition and K is the binding constant. The values
2
ꢀ5
ꢀ
ꢀ5
ꢀ
1
of v for the plots were 5 · 10 (F ), 7 · 10 ðH2PO Þ,
4
ꢀ5
ꢀ
and 1 · 10
(I ). A discussion on the use of these
equations, as well their deductions, can be found in Ref.
20.
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1
1
6. Karl–Fischer measurements revealed that the chloroform
employed contained water in
3
a
concentration of
.56 · 10 mol dm , which was sufficient to interact
with the CO and, consequently, to acidify the medium.
7. The experiments were performed as follows: a stock
ꢀ
3
ꢀ3
23. Zhou, G.; Cheng, Y.; Wang, L.; Jing, X.; Wang, F.
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2
1
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ꢀ5
ꢀ3
solution of 1 (1.7 · 10 mol dm ) was prepared in
anhydrous chloroform. After that, CO was bubbled into
2
this solution with a syringe in order to protonate the dye.
This colorless solution was then used to prepare the stock
solution of the anion. Titration experiments were per-
formed by adding small amounts of this solution with a