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Steady-state level

Phenytoin s absorption is slow and variable yet almost complete absorption eventually occurs after po dosing. More than 90% of the dmg is bound to plasma protein. Peak plasma concentrations are achieved in 1.5—3 h. Therapeutic plasma concentrations are 10—20 lg/mL but using fixed po doses, steady-state levels are achieved in 7—10 days. Phenytoin is metabolized in the fiver to inactive metabolites. The plasma half-life is approximately 22 h. Phenytoin is excreted primarily in the urine as inactive metabolites and <5% as unchanged dmg. It is also eliminated in the feces and in breast milk (1,2). Prolonged po use of phenytoin may result in hirsutism, gingival hyperplasia, and hypersensitivity reactions evidenced by skin rashes, blood dyscrasias, etc... [Pg.113]

A study of various systems has revealed that the load angle for an uncompensated line should be maintained at about 30° only. This means that an uncompensated line may be loaded to just nearly half its steady-state level to retain a high level of stability during load fluctuations, particularly during light loads or load rejections, switching of large inductive loads or any type of minor or major line fault. [Pg.794]

Assay of luminescence activity. Luciferin solution (1 ml) is mixed with 1.2 ml of 0.5 M Tris buffer (pH 8.2) and 0.3 ml of luciferase solution. The luminescence reaction is initiated by the injection of 0.5 ml of 0.176 mM H2O2 to the luciferin-luciferase mixture. The light emission is characterized by a flash of light, followed by a rapid decay to a much lower steady-state level (Fig. 10.4.1). The maximum light intensity of the flash is taken as the measure of the luminescence activity. [Pg.316]

At low doses, both psychostimulants could theoretically stimulate tonic, extracellular levels of monoamines, and the small increase in steady state levels would produce feedback inhibition of further release by stimulating presynaptic autoreceptors. While this mechanism is clearly an important one for the normal regulation of monoamine neurotransmission, there is no direct evidence to support the notion that the doses used clinically to treat ADHD are low enough to have primarily presynaptic effects. However, alterations in phasic dopamine release could produce net reductions in dopamine release under putatively altered tonic dopaminergic conditions that might occur in ADHD and that might explain the beneficial effects of methylphenidate in ADHD. [Pg.1040]

The activity of carbamoyl phosphate synthase I is determined by A -acetylglutamate, whose steady-state level is dictated by its rate of synthesis from acetyl-CoA and glutamate and its rate of hydrolysis to acetate and glutamate. These reactions are catalyzed by A -acetylglu-tamate synthase and A -acetylglutamate hydrolase, respectively. Major changes in diet can increase the concentrations of individual urea cycle enzymes 10-fold to 20-fold. Starvation, for example, elevates enzyme levels, presumably to cope with the increased production... [Pg.247]

Steady states may also arise under conditions that are far from equilibrium. If the deviation becomes larger than a critical value, and the system is fed by a steady inflow that keeps the free energy high (and the entropy low), it may become unstable and start to oscillate, or switch chaotically and unpredictably between steady state levels. [Pg.69]

Figure 4.1 Turnover of classical neurotransmitters. At normal rates of neuronal activity, endogenous stores of neurotransmitter are maintained at constant (steady-state) levels, indicating that the supply of new neurotransmitter (through synthesis) meets the demand (determined by release and metabolism). Consequently, the rate of the depletion (A) of the endogenous store of transmitter after inhibition of its synthesis indicates turnover rate and is described by the equation ... Figure 4.1 Turnover of classical neurotransmitters. At normal rates of neuronal activity, endogenous stores of neurotransmitter are maintained at constant (steady-state) levels, indicating that the supply of new neurotransmitter (through synthesis) meets the demand (determined by release and metabolism). Consequently, the rate of the depletion (A) of the endogenous store of transmitter after inhibition of its synthesis indicates turnover rate and is described by the equation ...
It is important to note that the initial condition in Eq. (2-52) has to be hs, the original steady state level. Otherwise, we will not obtain a zero initial condition in (2-56). On the other hand, because of the zero initial condition, the forcing function Q jn must be finite to have a non-trivial... [Pg.35]

A fugacity level I calculation may be 6 compartment equilibrium, no reaction, no advection, steady state a level II may be equilibrium, with reaction and advection, steady state level III may be non equilibrium, with reaction and advection, steady state,and level IV and EXAMS are non equilibium, with reaction and advection, unsteady state. [Pg.177]

The Level IV calculation (Fig. 6) shows the buildup in concentrations and fugacity to the steady State (level III values) then the subsequent decay. Clearly, sediments are slower to respond to buildup and decay, i.e. they have a longer "time constant." A tenfold drop in sediment concentration would require 15 years. [Pg.190]

A step function change in which the input concentration is changed from one steady-state level to another. [Pg.390]

Jejunal Peff and other variables were calculated from the steady-state level in the perfusate leaving the intestinal segment. It has been reported previously that a well-mixed model best describes the hydrodynamics within the perfused jejunal segment, and Pejr is calculated according to Eq. (5) ... [Pg.510]

FRET-based nanosensors have been successfully used to monitor steady state levels of metabolites, nutrients, and ions in mammalian cells [74, 87], Recently FRET-based glucose, sucrose, and amino acid nanosensors have been developed to study the metabolism of glucose, sucrose, and amino acid uptake and metabolism in plant cells [80,89, 91]. The enormous potential of these nanosensors will be crucial for understanding ion (e.g., calcium), metabolite (e.g., sugars), hormone (e.g., auxins, gibberellins etc.), and nutrient (e.g., nitrogen, potassium, phosphorus) requirements and homeostasis in living plant tissues. [Pg.446]


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See also in sourсe #XX -- [ Pg.111 ]




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