Auteur(s) : John AS McGuigan, James W Kay, Hugh Y Elder, Daniel LÜthi , Institute of Biomedical and Life Sciences, West Medical Building, University of Glasgow, G12 8QQ, UK, Department of Statistics, Mathematics Building, University of Glasgow, G12 8QW, UK, Institute of Physiology, B±hlplatz 5, 3012 Bern, Switzerland.
Illustrations
Figure 1A) Plot of Kapp for the
binding of Mg2+ to ATP as a function of pHa.
The fit of equation (1) at 25°C was: r = 0.99566.At 37°C the fit
was: r = 0.99767At 25°C the number of experiments at each
pHa was, pHa 5.5, 6; pHa 6.0, 6;
pHa 6.7, 4; pHa 7.2, 13; pHa 7.7,
4; pHa 8.0, 3; pHa 8.5, 3. At 37°C,
pHa 5.36, 3; pHa 5.50, 3; pHa
5.90, 4; pHa 6.7, 3; pHa 7.2, 4;
pHa 7.7; 4; pHa 7.9, 3; pHa 8.2,
2.B) Plot of Kapp as a function of ionic
strength. The number of measurements at an ionic strength of 0.087
M was 3, at 0.156 M, 13 and at 0.3 M, 3. The filled circles are the
mean values at the corresponding ionic strength. The linear
regression line through the points was:Kapp = -10.222 +
800.1209*Γ/2, where Γ/2 is the ionic strength: r = 0.966168.
Figure 2A) Plot of pKapp for
Mg2+ binding to EDTA at 25°C. The measurements have been
fitted using equation : r = 0.999746.The number of
measurements at pHa 5.5 was 2; pHa 6, 2;
pHa 6.7, 5; pHa 7.2, 22; pHa 7.7,
5.B) Change in the ratio RE/T as pKapp
is varied from 1.5 to 10 for pKapp values of
± 0.04, ±0.02 and ±0.01.
Figure 3A) Calculated [Mg2+] in
ATP buffer solutions. Filled circles are the measured
concentrations; a, constants of [13] with K+ binding; b,
constants of [11] with K+ binding; c, program Chelator
[15] no K+ binding; d, [13] no K+ binding; e,
program Maxchelator [16] no K+ binding; f, [11] no
K+ binding.B) Calculated [Mg2+] as the
ionic strength is varied from 0.06 M to 0.3 M. The
[Mg2+] calculated using the data in figure 1B is shown
as the dashed line; a, constants of [13] with K+
binding; b, computer program Maxchelator [16] with K+
binding; c, constants of [11] with K+ binding; d,
constants of [13] no K+ binding; e, computer program
Chelator [15] no K+ binding; f, constants from [11] no
K+ binding; g, computer program Maxchelator [16] no
K+ binding.
Figure 4A) Calculated [Mg2+] in
EDTA buffer solutions. Filled circles are the measured
concentrations; a, computer program Chelator [15]; b, constants
from [11]; c, d, constants from [12] but H+ ion activity
calculated using the Davies equation [18] c or from [16] d; e,
computer program Maxchelator [16].B) Calculated
[Ca2+] in EGTA buffer solutions. Filled circles are the
measured concentrations: a, computer program Chelator [15]; b,
constants from [11]; c, constants from [14]; d, computer program
Maxchelator [16] and computer program from [17] (points overlap);
e, f, constants from [12] but H+ ion activity calculated
using the Davies equation [18] e or from [19] f; g, computer
program from [17] but assuming 100% purity for EGTA.