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1                                              Formation constants and calculated interaction energies
2 pported by experimentally determined complex formation constants and excellent fits of response curve
3 ique for the estimation of effective complex formation constants and selectivity coefficients for dif
4 l data, we have determined the T-Hg-T bridge formation constant at 25 degrees C, K(1) = 8.92 +/- 0.42
5                     It results from the high formation constants between phosphates and iron ions.
6  can be explained in light of changes in the formation constants between the ions and ionophores with
7               The respective M(II)(TPPS)(NO) formation constants calculated from k(on)/k(off) ratios
8                                The resulting formation constants correspond well to literature values
9 text] where (CO(3))beta(1) is the PbCO(3)(0) formation constant, e(i) are molar absorptivity ratios,
10 f Fe2+ (1026 s(-1)) corresponded well to the formation constant for the Fe3+-tyrosinate complex (920
11                                              Formation constants for 1:1 and 1:2 complexes were deter
12 rane) decrease as [PVC] increases, while the formation constants for the complex of the solute with i
13 aracterize the stoichiometry and the complex formation constants for this ionophore.
14            Speciation modeling that includes formation constants for U ternary complexes reveals that
15                                          The formation constants for Zn(II)-GGG with a Cys4, Cys3His1
16 thymines, generating a T-Hg-T complex with a formation constant higher than that one of the coupling
17 rins, ii) the determination of the inclusion formation constant, iii) the most used methods to prepar
18  in the visual cycle after all-trans-retinal formation; constant illumination of eyecups produced a b
19                A lower-limit estimate of the formation constant in our standard buffer (40 mm Tris (p
20 an be conveniently used to calculate complex formation constants in situ.
21 metric method to determine ionophore complex formation constants in solvent polymeric membrane phases
22               The calculation of the complex formation constants in the polymeric membrane with creat
23                              The conditional formation constants (in the presence of 50 mM Tris) of P
24  quenching showed a single binding mode with formation constant K(a) 1.02 x 10(6) M(-1).
25 ulky lysine side chains, bind more strongly (formation constants K(f) approximately tens of M(-1)) th
26 he formation of inclusion complexes as lower formation constants (K(f)) and complexation efficiencies
27 ties may be observed if the stepwise complex formation constant, K(ILn), is not sufficiently large an
28                                              Formation constants, K(M)(1), and K(M)(1)red, and rate c
29 ia the adduct [(tpfc)MnIII(ArINTs)], 3, with formation constant K3 = (10 +/- 2) x 10(3) L mol-1.
30 ) allowed calculation of the ternary complex formation constant (Ka').
31 th independent measurement of the Eu(DPA)(+) formation constant (Ka) allowed calculation of the terna
32 tion with the metal-ligand (citrate) complex formation constant (Kf).
33                                              Formation constants (Kf) proved the formation of stable
34                                          The formation constant (KML = [ML]/[M][L]) of In(III)--6SS i
35 lexes were small; the differences in complex formation constants lead to a larger rate of reaction fo
36 form hypercoordinated Si complexes, although formation constants may be orders of magnitude higher if
37 eadily observed in ESI-MS, even though their formation constants may be several orders of magnitude l
38 +) is consistent with the pattern of complex formation constants observed in the mixed solvent 80% me
39 arkably high thermodynamic stability, with a formation constant of 10(54).
40 e to determine the stoichiometry and overall formation constant of an ion-ionophore complex.
41 ids in each IL, estimated by the equilibrium formation constant of each acid with 4-nitroaniline.
42 stic kinetic model, except that the apparent formation constant of Fe(II)-SRFA complexes is substanti
43 nding with nitrosonium/nitric oxide with the formation constant of K(B) approximately 10(8) M(-)(1) a
44    The stoichiometry, solution behavior, and formation constant of the (228)Ac(3+)-lanmodulin complex
45 titrations have determined the thermodynamic formation constant of the [In(octapa)](-) complex to be
46 erization leading to dimers and trimers with formation constants of 1.61 x 10(3) and 6.61 x 10(3) M(-
47 artition coefficients and receptor-substrate formation constants of a target species, phenobarbital,
48                                          The formation constants of both complexes are determined fro
49  real-time using five ligands with differing formation constants of Cu(II) complexation.
50 ocycles bind Fe(II) in aqueous solution with formation constants of log K = 13.5 and 19.2, respective
51                                    Values of formation constants of the T1Cu(II)T2Cu(II)-SO(2)(.-) an
52 nhibition may not be seen because of the low formation constants of the vanadate-hydroxamic acid comp
53 he fluorophilic crown ether, with cumulative formation constants of up to 10(15.0) and 10(21.0) for o
54      On the basis of this, we report refined formation constants (+/-SE) for the three aqueous Hg(II)
55 ble metal cyanide complexes possess a higher formation constant than cyanoaurate.
56 ium wherein methoxide leads to a much larger formation constant than isopropoxide.
57 rnary Mn(2+) (Pi) (DP1) complex with greater formation-constant than Pi alone (K(a)(app) ~ 670 M(-1))
58 exation stoichiometry is needed to yield the formation constants that are consistent with those deter
59 equilibria involving DPP and metal ions gave formation constants that show that DPP has a higher affi
60                         We find the ion-pair formation constants to be highest in chloroform, slightl
61  the UV-vis-NIR titration shows the stepwise formation constants to be K(1) = 8.9 x 10(8) M(-1) and K
62                                  The overall formation constants were calculated: log beta(110) = 39.
63                                              Formation constants were determined for PuO(2)(HcitH)(aq
64 ellent agreement; for example, netropsin/DNA formation constants were determined to be K = 1.7x10(8)
65 , and thus increases in the overall reaction formation constants, were observed for all noncovalent i