Gene/Protein Disease Symptom Drug Enzyme Compound
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Query: UMLS:C0019829 (Hodgkin's disease)
 30,247 document(s) hit in 31,850,051 MEDLINE articles (0.00 seconds)

In describing the Na+ channel-gating kinetics, it is generally believed the Hodgkin-Huxley model is inadequate and other types of Markovian models are more appropriate. In this paper, we perform detailed kinetic analyses to find out whether the Hodgkin-Huxley model is really unacceptable. Specifically, we consider two models for the analyses: A five-state Markovian model that allows inactivation to take place before opening and a Hodgkin-Huxley eight-state model. The criteria used to check the goodness of the two models are (a) Akaike's information criterion; (b) chi 2 tests on the waiting-time, open-time, and closed-time distributions, and the number of openings per record; and (c) comparison between all latency distributions and the probability of the open state predicted from the two models. In order to do this, we first develop a method of constructing probability density histograms of a specified event (e.g., waiting time, closed time, open time, number of openings per patch) from the multichannel patch-clamp recordings. The goodness of our method is checked by simulating multichannel patch recordings using a multinomial random number generator. Our kinetic analysis on the single Na+ channel recordings from the cardiac cells revealed that (a) on the basis of Akaike's information criterion, the Hodgkin-Huxley model is definitely a better model than the five-state model, but (b) on the basis of chi 2 tests on the probability density functions, the latter model is slightly better than the former. We find no evidence that the Hodgkin-Huxley model is inferior to the five-state model for this cell type.
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PMID:The Hodgkin-Huxley Na+ channel model versus the five-state Markovian model. 166 3

1. The effects of amiloride on the membrane potential of frog skeletal muscle fibres were investigated with a single intracellular microelectrode. Two microelectrode current- and voltage-clamp experiments were also performed to determine the effects of amiloride on the electrical constants and membrane current near the resting potential. 2. Amiloride reversibly hyperpolarized muscle fibres up to ca 12 mV in 2.5 mM-K+, in a concentration-dependent manner, with a half-maximum effect at 0.2 mM. Amiloride (0.4 mM) also significantly increased the membrane resistance of muscle fibres. 3. The effects of amiloride were consistent with the classical theory of the resting potential and could be described by assuming that it removes the Na+ permeability factor in the Goldman-Hodgkin-Katz equation for [K+]o > or = 2.5 mM. 4. Replacement of [Na+]o by N-methyl-glucamine, choline or Mg2+ produced smaller effects on the resting potential and on membrane resistance than those induced by amiloride. 5. It is concluded that an amiloride-sensitive poorly selective conductance continuously depolarizes the cellular membrane thus playing a role in the resting potential of frog skeletal muscle.
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PMID:The effect of amiloride on the resting potential and the electrical constants of frog skeletal muscle fibres. 166 56

1. The putative neurotransmitter FMRFa (Phe-Met-Arg-Phe-amide) caused an inhibitory modulation of the voltage-gated sodium current (INa) in central neurones, the peptidergic caudo dorsal cells (CDCs) of the mollusc Lymnaea stagnalis. FMRFa reduced INa at all command potentials tested (ranging from -35 to +20 mV), but the amplitude of the effect of FMRFa was voltage dependent, inhibition being stronger at more negative potentials (50 +/- 5% reduction at half-maximal INa activation versus 25 +/- 8% at the peak of the I-V curve). 2. INa current traces were well fitted by a Hodgkin & Huxley based model, using m3 activation kinetics and two time constants for inactivation. 3. The steady-state inactivation curve of INa was characterized by half-maximal inactivation at -42.5 +/- 1.81 mV and a slope factor of 4.6 +/- 0.28 mV. The fastest time constant of inactivation ran from 100 +/- 5 to 0.8 +/- 0.32 ms and the slower time constant from 505 +/- 45 to 4.8 +/- 1.40 ms in the range -40 to -5 mV. 4. FMRFa had no significant effect on either component of inactivation, nor on the voltage dependence of steady-state inactivation, nor on the maximal conductance. 5. FMRFa affected the activation of INa. The activation time constant was increased, ranging from 0.75 +/- 0.050 to 0.22 +/- 0.017 ms under control and from 0.91 +/- 0.043 to 0.31 +/- 0.038 ms with FMRFa in the voltage range -25 to +5 mV. The steady-state activation curve was shifted to less negative potentials: half-maximal activation occurred at -26.5 +/- 1.2 mV under control and at 23.6 +/- 1.4 mV with FMRFa; the slope factor (4.6 +/- 1.4 mV in control experiments) was not affected. The combination of slower activation kinetics and a shift in the voltage dependence of activation in the Hodgkin & Huxley based model, adequately explained the reduction of INa by FMRFa. 6. The physiological consequence is that the spiking threshold is increased, causing an arrest of on-going firing activity and a decrease in excitability.
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PMID:Inhibitory modulation by FMRFamide of the voltage-gated sodium current in identified neurones in Lymnaea stagnalis. 168 48

Activation kinetics of the sodium and potassium conductances were re-examined in fresh axons of Loligo forbesi exhibiting very little if any potassium accumulation and a very small leak conductance, special attention being paid to the initial lag phase which precedes the turning-on of the conductances. The axons were kept intact and voltage-clamped at 2-3 degrees C. In all cases, the rising phase of the currents could be fitted with very good accuracy using the Hodgkin-Huxley (1952) equations although, in most cases, the turning-on of the conductance did not coincide with the beginning of the depolarizing test pulse. The delay which separates the change in potential and the turning-on of current (the activation delay) was analyzed quantitatively for different prepulse and pulse potentials. The measured activation delay differed significantly from the delay predicted by the original HH equations. This difference (the 'non-HH delay') varied with prepulse and pulse potentials. For the potassium current, the relationship between the non-HH delay and pulse potential for a constant prepulse was bell shaped, the maximum value (0.7 ms for a prepulse to -80 mV) being reached for about 0 mV. For this same current, the relationship between the non-HH delay and the prepulse potential for a constant pulse potential was sigmoidal, starting from a minimum value of around 0.5 ms at -100 mV and rising to 5 ms at -15 mV. Essentially similar results were obtained for the sodium current although the non-HH delay was three to five times smaller and the dependency upon prepulse potential not significant.(ABSTRACT TRUNCATED AT 250 WORDS)
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PMID:Quantitative analysis of sodium and potassium activation delays in fresh axons of the squid: Loligo forbesi. 169 Oct 86

1. Ionic selectivity and affinity for monovalent cations of channels activated by guanosine 3',5'-cyclic monophosphate (cyclic GMP) were studied in excised inside-out patches of plasma membrane from retinal rods of the tiger salamander. Channels were activated by addition of cyclic GMP to the medium bathing the cytoplasmic side of the membrane. The ionic solution at the cytoplasmic side was rapidly changed using the method of Nunn (1987 a). 2. Permeability ratios were calculated with the Goldman-Hodgkin-Katz potential equation from reversal potential measurements for alkali monovalent cations in bi-ionic conditions. The permeability sequence was: Li+:Na+:K+:Rb+:Cs+ = 1.14:1:0.98:0.84:0.58. 3. The selectivity sequence obtained from macroscopic current measurements in bi-ionic conditions at +100 mV was: Na+:K+:Rb+:Li+:Cs+ = 1:1:0.67:0.36:0.25. 4. The organic cations tetramethylammonium (TMA+), choline and tetraethylammonium (TEA+) were not permeant through the cyclic GMP-activated channels and caused a reduction of the Na+ inward current. At -100 mV the current ratio for inward current was 1:0.75:0.58:0.2 in the presence, at the cytoplasmic side, of 110 mM-Na+, TMA+, choline or TEA+ respectively. 5. The concentration dependence of the macroscopic current and the reversal potential was studied by changing the internal concentration of Na+ or K+ or Li+ from 5 mM to 500 mM. The permeability ratios were nearly constant regardless of the permeant ion concentration. 6. The current as a function of internal ion activity could be described by a Michaelis-Menten relation with a half-saturating activity, Km, at +90 mV equal to 249, 203 and 160 mM for Na+, K+ and Li+ respectively. The ratio of the extrapolated saturating current Imax at +90 mV was 1:0.86:0.26 for Na+, K+ and Li+ respectively. 7. The outward currents and the reversal potentials measured in different mixtures of Na+ and Li+ were monotonic function of the mole fraction. 8. These results can be explained by assuming that, at least in a narrow region, the cyclic GMP-activated channel is a one-ion channel, possibly with other poorly voltage-dependent binding sites in a large inner vestibule.
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PMID:Currents carried by monovalent cations through cyclic GMP-activated channels in excised patches from salamander rods. 169 43

Depolarization of an excitable membrane has a dual effect; excitatory in that it causes rapid opening of calcium and/or sodium channels but inhibitory in that it also causes those channels to inactivate. We considered whether apparently paradoxical or dual behavior might be exhibited by excitatory and inhibitory synaptic inputs. We used the classic Hodgkin-Huxley model for voltage-gated channels plus leakage channels of appropriate selectivity for ligand-gated postsynaptic channels. We summarize a model cell's behavior by calculating elicited firing frequency as a function of reversal potential and conductance of summed synaptic inputs, using stability theory and direct simulations. Dual behavior is elicited in the model with reasonable densities of ligand-gated channels. Thus a particular synaptic input to a neuron may be either excitatory or inhibitory depending on simultaneous activity of other synaptic inputs to the cell. This input-output map may give rise to biologically realistic and rich behaviors as an element of computed neural networks, and still be computationally tractable.
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PMID:Possible dual effect of synapses that are putatively purely excitatory or purely inhibitory: bases in stability theory and implications for neural network behavior. 171 90

A knowledge of the relationship between ion flow, both passive and active, ionic concentration, and membrane potential is essential to the understanding of cellular function. The problem has been analyzed on the basis of elementary physical and biophysical principles, providing a theoretical model of current flow and resting potential of cells, including those in epithelia. The model assumes that the permeability of the ion channels is not voltage dependent, but applies to gated channels when the gates are open. Two sources of nonlinearity of the current-voltage relationship are included in the analysis: ionic depletion and accumulation at the channels' mouths, and channel saturation at higher concentrations. The predictions of the model have been quantitative, validated by comparison with experiment, which has been limited to the only two cases in which adequate data was found. Application of the theory to the scala media of the mammalian cochlea has explained the source of its high positive potential and provided estimates of the Na+ and K+ permeabilities of the membranes of its marginal cells. This analysis provides a theoretically sound alternative to the widely used Goldman equation, the limited validity of which was emphasized by Goldman (D.E. Goldman, 1943, J. Gen. Physiol, 27:37-60), as well as its derivatives, including the Goldman-Hodgkin-Katz equation for resting potentials.
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PMID:Ion flow through membranes and the resting potential of cells. 172 Jan 77

The usefulness of ATP-depleted rat hepatocytes in transport studies was examined. ATP-depleted hepatocytes were prepared by incubating cell suspensions with 30 microM rotenone. In ATP-depleted hepatocytes, plasma membrane permeability was increased and mitochondrial membrane potential decreased, while both intracellular volume and pH remained normal. Furthermore, in the presence of valinomycin, the initial uptake rates of 3H-tetraphenyl phosphonium (TPP+) with varied medium concentrations of potassium were predicted according to the Goldman-Hodgkin-Katz equation, which demonstrated that a potassium diffusion potential could be produced in this system. Using the thus-characterized ATP-depleted cells, the uptake mechanism of taurocholate was investigated. In the presence of an inwardly directed Na gradient, the taurocholate uptake was markedly stimulated and bile acid was transiently accumulated at a concentration 3-times higher than at equilibrium ('overshoot') in ATP-depleted cells. No overshoot was observed in viable cells, however, which suggests that in ATP-depleted cells the Na gradient, a driving force for taurocholate uptake, decreased with time. In both viable and ATP-depleted cells, the relationship between medium concentrations of Na and the Na-dependent initial uptake rate were sigmoidal, and the Hill coefficients were close to 2. The Na-dependent initial uptake rate of taurocholate was stimulated by a valinomycin-induced inside negative potassium-diffusion potential in ATP-depleted cells, and the movement of a 'one plus' (as a net) charge was revealed by fitting the data to the Goldman-Hodgkin-Katz equation. These results support the hypothesis that sodium-coupled hepatic uptake of taurocholate occuthrough an electrogenic process with the stoichiometry of 2 Na: 1 taurocholate, although this issue is controversial. In the presence of an outwardly directed sodium gradient, efflux of taurocholate from ATP-depleted cells was not stimulated. Consequently, the physiological transport vector of taurocholate from blood to cell is not only due to the direction of the sodium gradient (blood to cell) but also to membraneous orientation of transport carriers. In conclusion, kinetic analysis using ATP-depleted hepatocytes allowed the formulation of a new approach to clarify the as yet unresolved issues concerning transport stoichiometry and the mechanism for vectorial transport of taurocholate.
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PMID:Utilization of ATP-depleted cells in the analysis of taurocholate uptake by isolated rat hepatocytes. 173 16

51 patients suffering from Hodgkin's disease or non-Hodgkin's lymphoma participated in this double-blind, cross-over study in which 2 antiseptic mouthwashes were tested for their effects on various periodontal index scores and salivary microbial counts. All patients were receiving combination cytostatic treatment based on methotrexate and doxorubicin. The patients (49 +/- 14 years old, 28 men, 23 women) were allotted at random to 2 groups. One rinsed with a 0.12% chlorhexidine gluconate (CHX) solution, the other with a 0.025% amine-stannous fluoride (AmF + SnF) solution 2x daily for 2 weeks. Both groups then continued rinsing with a 0.05% sodium fluoride (F) solution for 2 weeks, before switching over to AmF + SnF or CHX, respectively. All solutions had been prepared in such a way that they had the same colour and taste. Visible plaque index and gingival bleeding index scores were significantly reduced after periods of rinsing with CHX solution (P less than 0.001) and AmF + SnF solution (P less than 0.05). Microbiological cultivations of saliva specimens revealed significant reductions in mutans streptococci immediately after commencing rinsing, while lactobacilli and yeast counts were not affected.
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PMID:Effect of antiseptic mouthwashes on some clinical and microbiological findings in the mouths of lymphoma patients receiving cytostatic drugs. 179 55

The success or failure of the propagation of electrical activity in cardiac tissue is dependent on both cellular membrane characteristics and intercellular coupling properties. This paper considers a linear arrangement of individual bullfrog atrial cells that are resistively coupled end to end to form a cylindrical strand. The strand, in turn, is encased by an endothelial sheath that provides a restricted extracellular space and an ion diffusion barrier to the outer bathing medium. This encased strand serves as an idealized model of an atrial trabeculum. Excitable membrane characteristics of the atrial cell are specified in terms of a Hodgkin-Huxley type of model that is quantitatively based on single-microelectrode voltage clamp data from bullfrog atrial myocytes. This membrane model can simulate the behavior of normal cells as well as of ischemic cells that exhibit depressed electrophysiological behavior (e.g., decreased resting potential, upstroke velocity, peak height, and action potential duration). Depressed activity can be easily simulated with variation of a single model parameter, the gain of the Na+/K+ pump current (INaK). Intercellular coupling properties are specified in terms of a lumped resistive T-type network between adjacent cells. The atrial strand model provides a means for studying the theoretical aspects of slow conduction in a "hybrid" strand that consists of a central region of cells having abnormal membrane or coupling properties, flanked on either side by normal atrial cells. Both uniform and discontinuous conduction are simulated by means of appropriate changes in the coupling resistance between cells. In addition, by varying either the degree of depressed electrical activity or the intercalated disc resistance in the central zone of the strand, slow conduction or complete conduction block in that region is demonstrated. Since the cellular model used in this study is based on experimental data and closely mimics both the atrial action potential and the underlying membrane currents, it has the potential to (1) accurately represent the current and voltage wave-forms occurring in the region of intercalated discs and (2) provide detailed information regarding the mechanisms in intercellular current spread in the region of slow conduction.
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PMID:A model of slow conduction in bullfrog atrial trabeculae. 180 76


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