The effects of hydrogen ion concentration on the simplest steady-state enzyme systems

Laidler (1955) showed that consideration of the effect of pH on enzymic mechanisms that obey steady-state kinetics leads to the inclusion in the equations of a ;perturbation term' that can introduce curvature into the Lineweaver-Burk plots. He also stated conditions in which this term vanishes. This term can lead to apparent activation by substrate. Further, several cases are shown in which simplification, but not disappearance, of the perturbation term can lead to linearity of Lineweaver-Burk plots. These cases arise when the ionization of groups at the active site either is unaffected or is completely prevented when the enzyme-substrate complex is formed. It is also shown that V((app.)) can vary with pH without a concomitant change in K(m(app.)) in certain cases that obey steady-state kinetics without implying that K(m)=K(s). When the perturbation term is significant, Dixon's (1953) rules for the calculation of pK values will not always apply.     

Factors influencing hydrogen ion concentration in muscle after intense exercise

To assess the importance of factors influencing the resolution of exercise-associated acidosis, measurements of acid-base variables were made in nine healthy subjects after 30 s of maximal exercise on an isokinetic cycle ergometer. Quadriceps muscle biopsies (n = 6) were taken at rest, immediately after exercise, and at 3.5 and 9.5 min of recovery; arterial and femoral venous blood were sampled (n = 3) over the same time. Intracellular and plasma inorganic strong ions were measured by neutron activation and ion-selective electrodes, respectively; lactate concentration ([La-]) was measured enzymatically, and plasma PCO2 and pH were measured by electrodes. Immediately after exercise, intracellular [La-] increased to 47 meq/l, almost fully accounting for a reduction in intracellular strong ion difference ([SID]) from 154 to 106 meq/l. At the same time, femoral venous PCO2 increased to 100 Torr and plasma [La-] to 9.7 meq/l; however, plasma [SID] did not change because of a concomitant increase in inorganic [SID] secondary to increases in [K+], [Na+], and [Ca2+]. During recovery, muscle [La-] fell to 26 meq/l by 9.5 min; [SID] remained low (101 and 114 meq/l at 3.5 and 9.5 min, respectively) due almost equally to the elevated [La-] (30 and 26 meq/l) and reductions in [K+] (from 142 meq/l at rest to 123 and 128 meq/l). Femoral venous PCO2 rose to 106 Torr at 0.5 min postexercise and fell to resting values at 9.5 min.(ABSTRACT TRUNCATED AT 250 WORDS)     

El Nino effects on hydrogen ion concentration of a California reservoir

Hydrogen ion concentration, [H⁺], of discharge water from Pardee reservoir in the central Sierra Nevada, California was greater than expected in years of El Nino occurrence over the period 1954–86. This pattern is in addition to the general increase in [H⁺] over the same period attributed to acidic atmospheric deposition. Monthly means of [H⁺] also show differences between El Nino and non-El Nino years. Total annual runoff does not seem to be a controlling factor; the source and timing of storms are probably more important. Storms are usually from the west or northwest, but during El Nino years tropical-like storms from a more-southerly direction appear to carry acidic pollutants to the central Sierra Nevada.     

The effect of bulk hydrogen ion concentration upon the apparent kinetic parameters of purified pig liver catechol O-methyltransferase

In order to investigate the pH dependence of catechol O-methyltransferase (S-adenosyl-L-methionine:catechol O-methyltransferase, EC 2.1.1.6), kinetic parameters have been determined for the highly purified enzyme from pig liver over the pH range 6.75-8.20 using the substrates S-adenosylmethionine (AdoMet) and 3,4-dihydroxyphenylacetic acid (DOPAC). The Km for AdoMet was found to be invariant with pH while the Km for DOPAC decreased sharply with increasing pH. The group responsible for the latter has a pK of approx. 7.1. The logarithmic (Dixon) plot of Km against pH for both substrates and that of Vmax/Km against pH for DOPAC mirror the kinetic behaviour revealed by linear plots. However, for other parameters, linear graphs indicate peaks too narrow to be explicable by a simple kinetic mechanism, whereas logarithmic plots of these parameters produce graphs apparently not reflecting this behaviour. We conclude that these results are not the products of random error or artefactual data analysis but are too complex to be explicable by a simple model of kinetic behaviour. Possible explanations (adherence of catechol O-methyltransferase to a higher-order mechanism or a dual mode of substrate binding) are advanced.