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Biomedical subjects

R L Veech

Publications and source records attributed to R L Veech.

At least 145 records · Page 8Linked to original sources
PubMed1972

Control of the redox state of the nicotinamide-adenine dinucleotide couple in rat liver cytoplasm.

1. A study has been made of the ability of rat liver in vivo to maintain equilibrium in the combined glyceraldehyde 3-phosphate dehydrogenase, 3-phosphoglycerate kinase and lactate dehydrogenase reactions, i.e. in the system: [Formula: see text] Attempts were made to upset equilibrium. The [lactate]/[pyruvate] ratio was rapidly changed by injection of ethanol or crotyl alcohol, and the value of [ATP]/[ADP][HPO(4) (2-)] was rapidly changed by injection of ethionine or carbonyl cyanide p-trifluoromethoxy-phenylhydrazone. 2. The concentrations of the metabolites occurring in the above equation were measured in freeze-clamped liver. 3. Although the injected agents caused large changes in the concentrations of the individual components, near-equilibrium in the system was maintained, as indicated by the fact that the value of [ATP]/[ADP][HPO(4) (2-)], referred to as the phosphorylation state of the adenine nucleotides, measured directly agreed with the value calculated for equilibrium conditions from the above equation. 4. The results are discussed and taken to confirm that the order of magnitude of the value of the redox state of the cytoplasmic NAD couple in rat liver is controlled by the phosphorylation state of the adenine nucleotide system.

Alcohols↗
PubMed1972

The time-course of the effects of ethanol on the redox and phosphorylation states of rat liver.

1. The time-course of the effects of ethanol administration on the metabolite concentrations, redox states and phosphorylation state was studied in the freeze-clamped liver of starved rats. The response was found to vary with the time after ethanol administration. 2. Administration of ethanol caused an immediate decrease in the [NAD(+)]/[NADH] ratio of both cytoplasm and mitochondria, which persisted over the 30min studied. 3. The free cytoplasmic [NADP(+)]/[NADPH] ratio in liver decreases immediately after ethanol administration but returns nearly to control values after 15min. 4. The cytoplasmic [ATP]/[ADP][HPO(4) (2-)] ratio is elevated 15min after ethanol administration in the starved rat. 5. The rapid and large changes in most metabolite concentrations measured appeared to result from the maintenance of near-equilibrium in a wide interlinked network. 6. Differences between fed and starved rats 15min after ethanol administration were slight.

Adenosine Diphosphate↗
PubMed1972

The effects of acute and chronic morphine treatment and of morphine withdrawal on rat brain in vivo.

1. The effects of morphine, nalorphine, acetazolamide, and 10% CO(2) on brain metabolite concentrations of 24h-starved rats were studied. 2. A single dose of morphine (20mg/kg body wt.) caused an increase in brain glucose concentration (42%) and decreased concentrations of lactate (24%), pyruvate (29%), citrate (20%), alpha-oxoglutarate (16%), malate (14%) and creatine phosphate (10%) after 30min. No changes were found in adenine nucleotide concentrations. 3. The same dose of morphine increased arterial CO(2) from 5.07 to 7.60 kN/m(2) (38 to 57 Torr), decreased the pH from 7.41 to 7.31 and decreased O(2) from 14.1 to 10.8kN/m(2) (106 to 81 Torr) at 30min. 4. Rats injected with morphine three times daily (20mg/kg body wt.) for 2 weeks had no changes in brain metabolite concentrations or in blood gases 30min after their last injection. 5. Nalorphine (an antagonist of morphine) caused essentially no changes in brain metabolite concentrations in normal rats. When nalorphine (20mg/kg) was administered to rats previously treated with morphine three times daily for 2 weeks, there was an increase in brain glucose (100%), lactate (23%), pyruvate (18%) and citrate (10%) concentrations. 6. Acetazolamide (an inhibitor of carbonic anhydrase) and 10% CO(2) increased the arterial CO(2) from 4.79 to 6.78kN/m(2) (36 to 51 Torr) and from 5.32 to 10.8kN/m(2) (40 to 81 Torr) respectively. 7. Both acetazolamide and 10% CO(2) caused changes in brain metabolite concentrations similar to those for acutely administered morphine. Thus 10% CO(2) caused increased brain glucose concentration (123%) and decreased brain lactate (46%), pyruvate (34%), citrate (26%), alpha-oxoglutarate (33%), malate (45%) and creatine phosphate (7%) concentrations. No changes in adenine nucleotide concentrations were found. 8. The results indicate that the effect of morphine on brain metabolite concentrations may be accounted for by the increased [CO(2)]. 9. These findings constitute a consistent pattern of metabolic changes after acute morphine administration, morphine addiction, and withdrawal from morphine addiction.

Acetazolamide↗
PubMed1970

Equilibrium relations between the cytoplasmic adenine nucleotide system and nicotinamide-adenine nucleotide system in rat liver.

1. The ratio [ATP]/[ADP][P(i)], as measured by direct determination of the three components in rat liver, was found in various nutritional states to have approximately the same value as the ratio [ATP]/[ADP][P(i)] calculated from the concentrations of lactate, pyruvate, glyceraldehyde phosphate and 3-phosphoglycerate on the assumption that lactate dehydrogenase, glyceraldehyde phosphate dehydrogenase and 3-phosphoglycerate kinase are at near-equilibrium in the liver. This implies that the redox state of the NAD couple in the cytoplasm is linked to, and partially controlled by, the phosphorylation state of the adenine nucleotides. 2. The combined equilibrium constant of the glyceraldehyde 3-phosphate dehydrogenase and 3-phosphoglycerate kinase reactions at 38 degrees C and I0.25, was found to be 5.9x10(-6). 3. The fall of the [NAD(+)]/[NADH] ratio in starvation and other situations is taken to be the consequence of a primary fall of the [ATP]/[ADP][HPO(4) (2-)] ratio.

Adenine Nucleotides↗
PubMed1969

The redox state of free nicotinamide-adenine dinucleotide phosphate in the cytoplasm of rat liver.

1. The concentrations of the oxidized and reduced substrates of the ;malic' enzyme (EC 1.1.1.40) and isocitrate dehydrogenase (EC 1.1.1.42) were measured in freeze-clamped rat livers. By assuming that the reactants of these dehydrogenase systems are at equilibrium in the cytoplasm the [free NADP(+)]/[free NADPH] ratio was calculated. The justification of the assumption is discussed. 2. The values of this ratio obtained under different nutritional conditions (well-fed, 48hr.-starved, fed with a low-carbohydrate diet, fed with a high-sucrose diet) were all of the same order of magnitude although characteristic changes occurred on varying the diet. The value of the ratio fell on starvation and on feeding with the low-carbohydrate diet and rose slightly on feeding with the high-sucrose diet. 3. The mean values of the ratio were calculated to be between 0.001 and 0.015, which is about 100000 times lower than the values of the cytoplasmic [free NAD(+)]/[free NADH] ratio. 4. The differences in the redox state of the two nicotinamide-adenine dinucleotide couples can be explained on a simple physicochemical basis. The differences are the result of equilibria that are determined by the equilibrium constants of a number of highly active readily reversible dehydrogenases and transaminases and the concentrations of the substrates and products of these enzymes. 5. The decisive feature is the fact that the NAD and NADP couples share substrates. This sharing provides a link between the redox states of the two couples. 6. The application of the method of calculation to data published by Kraupp, Adler-Kastner, Niessner & Plank (1967), Goldberg, Passonneau & Lowry (1966) and Kauffman, Brown, Passonneau & Lowry (1968) shows that the redox states of the NAD and NADP couples in cardiac-muscle cytoplasm and in mouse-brain cytoplasm are of the same order as those in rat liver. 7. The determination of the equilibrium constant at 38 degrees , pH7.0 and I 0.25 (required for the calculation of the [free NADP(+)]/[free NADPH] ratio), gave a value of 3.44x10(-2)m for the ;malic' enzyme (with CO(2) rather than HCO(3) (-) as the reactant) and a value of 1.98x10(-2)m(-1) for glutathione reductase.

Animals↗
PubMed1969

Disequilibrium in the triose phosphate isomerase system in rat liver.

1. The equilibrium constant at 38 degrees and I 0.25 of the triose phosphate isomerase reaction was found to be 22.0 and that of the aldolase reaction, 0.99x10(-4)m. The [dihydroxyacetone phosphate]/[glyceraldehyde phosphate] ratio was found to be 9.3 in rat liver. The causes of the apparent deviation of the triose phosphate isomerase system from equilibrium in vivo have been investigated. 2. The equilibria of the triose phosphate isomerase and aldolase reactions were studied with relatively large concentrations of crystalline enzymes and small concentrations of substrates, approximating to those found in rat liver and muscle. There was significant binding of fructose diphosphate by aldolase under these conditions. There was no evidence that binding of glyceraldehyde phosphate by either enzyme affected the equilibria. 3. The deviation from equilibrium of the triose phosphate isomerase system in rat liver can be accounted for by the low activity of the enzyme, in relation to the flux, at low physiological concentrations of glyceraldehyde phosphate (about 3mum). It has been calculated that a flux of 1.8mumoles/min./g. wet weight of liver would be expected to cause the measured degree of disequilibrium found in vivo. 4. The conclusion that the triose phosphate isomerase is not at equilibrium is in accordance with the situation postulated by Rose, Kellermeyer, Stjernholm & Wood (1962) on the basis of isotope-distribution data. 5. The triose phosphate isomerase system is closer to equilibrium in resting muscle probably because of a very low flux and a high enzyme concentration. 6. The aldolase system deviated from equilibrium in rat liver by a factor of about 10 and by a much greater factor in resting muscle. 7. The measurement of total dihydroxyacetone phosphate and glyceraldehyde phosphate content indicates the concentrations of the free metabolites in the tissue. This may not hold for fructose diphosphate, a significant proportion of which may be bound to aldolase.

Acetone↗
PubMed1967

Formation of protoporphyrin from haemoglobin in vitro.

1. The formation of protoporphyrin from red blood cells or purified haemoglobin in aqueous perchloric acid media without the prior isolation of haemin is described. The reaction is carried out in the absence of oxygen and in red light. Even traces of oxygen inhibit the reaction by oxidative destruction of protoporphyrin and by the oxidation of haem to haematin. 2. Perchloric acid releases iron and protoporphyrin from haemoglobin at similar rates, but the amount of protoporphyrin in the filtrate varies with the solubility of protoporphyrin in the concentration of perchloric acid used. The yield of protoporphyrin may reach 50-60%. Less than 5mug. of haemoglobin/ml. can be detected by measuring the fluorescence of the porphyrin released. 3. A porphyrin other than protoporphyrin is obtained in small amounts. Its possible identity is discussed. 4. If sodium sulphite is present as a reducing agent the exclusion of oxygen is not required, but the porphyrin formed is more polar and more soluble in water than protoporphyrin. The presence of oxygen appears to be necessary for the formation of this polar porphyrin.

Journal Article↗
PubMedDate not supplied

31P NMR and enzymatic analysis of cytosolic phosphocreatine, ATP, Pi and intracellular pH in the isolated working perfused rat heart.

Hearts from fed male Wistar rats (200-350 g) were perfused at low and high workloads with Pi-free Krebs-Henseleit medium containing either 10 mM glucose or 10 mM glucose plus 15 mU/mL insulin. The intracellular pH by 31P NMR ranged between 6.99 and 7.02 and agreed to within 0.1 pH unit of estimates calculated using enzymatically determined total tissue HCO3-/CO2 contents. At high work, where the tissue contents of phosphocreatine (PCr) and ATP were determined on the same heart as NMR areas (n = 16), the proportionality factors, defined as the 31P NMR area units divided by the total enzymatically determined tissue content (area units/mumol/g dry wt), were 112 +/- 8 for PCr, 99 +/- 4 for gamma-ATP, 138 +/- 9 for alpha-ATP and 100 +/- 4 for beta-ATP. These values were normalized by taking beta-ATP as 100 area units/mumol/g dry wt. Since the proportionality factor for PCr and gamma- and beta-ATP were not statistically different (p less than 0.05), it was concluded that each was equally visible by 31P NMR and that no significant breakdown of PCr occurred during freezing or tissue acid extraction procedures. The cytosolic Pi estimated from NMR in glucose plus insulin perfused hearts at low and high work was 4.92 +/- 0.67 and 6.33 +/- 0.42 mumol/g dry wt. Using the near-equilibrium expression of KCK/KG + G and the metabolite levels in heart extracts, the calculated cytosolic Pi was 13.08 +/- 1.83 and 16.17 +/- 3.08 mumol/g dry wt, respectively.(ABSTRACT TRUNCATED AT 250 WORDS)

Adenosine Triphosphate↗
PubMedDate not supplied

Neurocardiac toxicity of racemic D,L-lactate fluids.

Racemic D,L-lactate has long been used in burn therapy as Ringer's lactate and in peritoneal dialysis fluid for treatment of renal failure. The D-lactate component of this racemic mixture is known to cause two forms of neurological toxicity in patients: encephalopathy and, in a subset of the population, panic reaction. Here we demonstrate that coma, similar in degree to that produced by blood levels of 75 mM ethanol was induced in rats by the intraperitoneal infusion of sodium D-lactate sufficient to raise serum D-lactate concentration to 25 mM, whereas infusion of equal quantities of sodium L-lactate produced no observable neurological effect. We further demonstrate that the intravenous infusion of racemic D,L-lactic acid into 48-hour fasted rats produced serious disturbances of cardiac rate and rhythm leading to death. When serum D-lactate concentration had reached 1-2 mM there was bradycardia, at 2-3 mM prolongation of QT interval, at 6-7 mM AV block with ectopic escape rhythms, and at 11 mM death in ventricular standstill or fibrillation. In contrast, intravenous infusion of L-lactic acid to blood levels of 25 mM failed to produce any change in cardiac rhythm. On the other hand, the isolated working heart, free of influence from the central nervous system, displayed no change of cardiac rhythm or physiological function when perfused with 25 mM sodium D,L-lactate.

Adult↗
PubMedDate not supplied

The resting membrane potential of cells are measures of electrical work, not of ionic currents.

Living cells create electric potential force, E, between their various phases by at least three distinct mechanisms. Charge separation, F = [equation: see text] (Eqn 1) creates the potential, E = [equation: see text] of -120 to -145 mV between cytoplasmic and mitochondrial phases by unbalanced proton expulsion powered by the redox energy of the respiratory chain. Electrically unbalanced flow of Na+ through voltage gated Na+ channels raises the potential of nerve from -85 to +30 mV. The so-called resting potential of cells, which varies from -85 mV in heart to -4.5 mV in red cell, does not appear to result from the unbalanced flow of ions between phases, but rather to be a measure of the work required to move ions between phases. Movement of an ion between phases entails three types of energy. Concentration work is that required to move an ion between phases containing different concentrations of ions: [equation: see text] Electrical work is that work required to move an ion from phases with differing electric potentials: [equation: see text] The Nernst potential of an ion existing at different concentrations in two phases is: [equation: see text] The osmotic work term is small and can generally be ignored. In heart the measured resting potential between extra- and intracellular phases, EN is approximately -85 mV. The calculated Nernst potential of K+, E [K+]out/in, is -85 mV (Eqn 4). This means that in heart, K+ distributes itself between the two phases as if it moved through an open ion channel. Its concentration work (Eqn 2) is equal in magnitude but opposite in sign to its electrical work (Eqn 3). This makes net K+ current flow, I, equal 0, indicating that this potential cannot be a diffusion potential. In liver the resting potential ranges from -28 to -40 mV, and is equivalent to the E[Cl-]out/in, while in red cell the resting potential is about -4.5 mV, which is equivalent to the potential of all nine major inorganic ion species except Na+, K+ and Ca2+. Therefore the resting potential between extra- and intracellular phases of cells should be thought of, not as a diffusion potential but rather as a measure of the electrical work: [equation: see text] required to transport the most permeant ions in a Gibbs-Donnan near-equilibrium system, either K+ or Cl- or both, between the phases of an aqueous system during the flow of current required to measure potentials with intracellular KCl electrodes or during ion movements brought about during normal cellular activity. The resting electrical potential results from the existence of a mono-ionic Gibbs-Donnan near-equilibrium system between the extra- and intracellular phases of cell wherein the activity of free H2O within all phases of the system is equal and the energy of the gradients of the nine major inorganic ions, delta G[ionz]out/in, are in near-equilibrium with one another, with the potential between the phases, EN, and with the energy of ATP hydrolysis. delta GATP Hydrolysis. ranges from a low of -55 to slightly over -60 kJ/mole in all cell types.(ABSTRACT TRUNCATED AT 400 WORDS)

Animals↗
PubMedDate not supplied

The measurement of 2,3-butanediol and 1,2-propanediol in "flushing" and "non-flushing" Japanese.

Seven Japanese medical students, three "flushers" and four "non-flushers," were given 0.5 g ethanol/kg body weight PO in an attempt to assess whether elevated body acetaldehyde can account for 2,3-butanediol production in humans. Blood was taken from the anticubital vein immediately prior to, 30, 60, 90, and 120 min after ingestion of ethanol. No difference in the two groups was observed in 2,3-butanediol or in 1,2-propanediol. Measured 1,2-propanediol was in the normal range in both groups. No 2,3-butanediol was detected in any of the subjects.

Adult↗