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Optimization of action

Another set of algorithms have been developed by Fiber et al. based on the optimization of actions.In classical mechanics, the action is a physical quantity associated with a particular system and from which the equations of [Pg.390]

The first formulation of this methodology was based on a discretized version of the classical action  [Pg.391]

A variant of the SDET algorithm will be described below in more detail. In this more recent formulation called SDEL (for stochastic difference equation in length) the trajectory is parameterized as a function of its arc length and a unique path is obtained connecting the two boundary conforma-In this sense, the SDEL algorithm is similar to DPS and string meth- [Pg.391]


Another set of algorithms have been introduced in the past few years in the group of Ron Elber based on the optimization of actions [44,45]. In this methodology an initial guess for the trajectory is constructed and the least action formalism is used to compute a finite-temperature trajectory connecting two boundary states. The first formulation of this methodology is based on a discretized version of the action ... [Pg.17]

A different approach for such systems can be considered, however, that invokes a different set of methodologies that attempt to compute trajectories connecting conformations from the reactant state to conformations of the product state, i.e., the reaction path. Transition path sampling, MaxFlux, discrete path sampling, string methods, and optimization of actions are examples of methodologies that search for these transition paths. We now will review briefly the first four methods and then present the theory and implementation of the action formalism in more detail. [Pg.385]

A saddle point approximation to the above integral provides the definition for optimal trajectories. The computations of most probable trajectories were discussed at length [1]. We consider the optimization of a discrete version of the action. [Pg.270]

In the derivation we used the exact expansion for X t), but an approximate expression for the last two integrals, in which we approximate the potential derivative by a constant at Xq- The optimization of the action S with respect to all the Fourier coefficients, shows that the action is optimal when all the d are zero. These coefficients correspond to frequencies larger than if/At. Therefore, the optimal solution does not contain contributions from these modes. Elimination of the fast modes from a trajectory, which are thought to be less relevant to the long time scale behavior of a dynamical system, has been the goal of numerous previous studies. [Pg.272]

Fig. 1. Optimization of the Onsager-Machlup action for the two dimensional harmonic oscillator. The potential energy is U(x,y) = 25i/ ), the mass is 1... Fig. 1. Optimization of the Onsager-Machlup action for the two dimensional harmonic oscillator. The potential energy is U(x,y) = 25i/ ), the mass is 1...
Further research directed toward optimizing bleach sequences, as well as development of biotechnologies to produce other enzymes that can directly delignify pulps with high specificity of action, can be expected. [Pg.282]

An optimized relationship is obtained between the beU jar, 60° swing-leaf valve, LN trap, baffle for the oil, and the plane of action for the diffusion pump (DP) top jet. The valve open area equals 0.38 of the cross-sectional area of the inside diameter of the furnace. The volumetric speed factor for water vapor is thus 0.38 x 0.9 crr 0.34, where 0.9 is the Clausing factor. [Pg.377]

To avoid confusion, several researchers have incorporated therapeutic intention into the definition of controlled release (4—7). Thus, controUed-release pharmaceuticals release dmgs in vivo according to a predictable, therapeutically rational, programmed rate to achieve the optimal dmg concentration in the minimal time (4). Specification by release rate complements specification by quantity jointly considered, they fix the duration of dmg release. Therefore, the dmg s duration of action can become a design property of a controlled release dosage form rather than an inherent pharmacokinetic property of the dmg molecule. [Pg.140]

The pH of the pulp to the flotation cells is carefliUy controlled by the addition of lime, which optimizes the action of all reagents and is used to depress pyrite. A frother, such as pine oil or a long-chain alcohol, is added to produce the froth, an important part of the flotation process. The ore minerals, coated with an oily collected layer, are hydrophobic and collect on the air bubbles the desired minerals float while the gangue sinks. Typical collectors are xanthates, dithiophosphates, or xanthate derivatives, whereas typical depressants are calcium or sodium cyanide [143-33-9] NaCN, andlime. [Pg.197]

The aromatic portion of the molecules discussed in this chapter is frequently, if not always, an essential contributor to the intensity of their pharmacological action. It is, however, usually the aliphatic portion that determines the nature of that action. Thus it is a common observation in the practice Ilf medicinal chemistry that optimization of potency in these drug classes requires careful attention to the correct spatial orientation of the functional groups, their overall electronic densities, and the contribution that they make to the molecule s solubility in biological fluids. These factors are most conveniently adjusted by altering the substituents on the aromatic ring. [Pg.37]

C. E. Artliur, E. M. Killam, K. D. Bucliliolz and J. Pawliszyn, Automation and optimization of solid-phase microextr action . Anal. Chem. 64 1960-1966 (1992). [Pg.299]

D. Eigeys, Y. Zhang and R. Aebersold, Optimization of solid phase microexti action-capillaiy zone electi ophoresis-mass specti ometi y for liigh sensitivity protein identification , Electrophoresis 19 2338-2347 (1998). [Pg.301]

Hirsh J, Dalen JE, Anderson DR et al (2001) Oral anticoagulants mechanism of action, clinical effectiveness, and optimal therapeutic range. Chest 119 (Suppl.) 8S-21S... [Pg.112]

Compound optimization, to screen a series of therapeutic diug candidates to find the compounds that are most specific for the target protein and those that cause unintended effects, i.e. improved understanding of the molecular mode of action including structure-activity relationships for on-target versus off-target effects... [Pg.528]

OASIS (optimized approach based on structural indices set) has been developed by Mekenyan and co-workers [87]. Given the activities or toxicities of a set of compounds, it generates large numbers of structural indices for each and develops QSAR correlations. The approach has been used to model the acute toxicity of industrial chemicals [88]. It is claimed [89] that the method can be of use in elucidating mechanisms of action. [Pg.484]

Such a parabolic relation has the following incidence on drug delivery a molecule with a low partition coefficient will partition slowly from water into a lipid membrane. If the receptor is within or beyond that membrane, such a molecule will have a low probability of reaching it in the time interval under study. Conversely, molecules which are highly lipophilic will readily partition into the first of a series of lipid membranes, but will be held there and thus slowed down in their random walk to their site of action. Hence, optimal transport conditions are clearly achieved by drugs of intermediate partition coefficient, with no transfer step being too low. [Pg.756]

Two types of diuretics are used for volume management in HF thiazides and loop diuretics. Thiazide diuretics such as hydrochlorothiazide, chlorthalidone, and metolazone block sodium and chloride reabsorption in the distal convoluted tubule. Thiazides are weaker than loop diuretics in terms of effecting an increase in urine output and therefore are not utilized frequently as monotherapy in HF. They are optimally suited for patients with hypertension who have mild congestion. Additionally, the action of thiazides is limited in patients with renal insufficiency (creatinine clearance less than 30 mL/minute) due to reduced secretion into their site of action. An exception is metolazone, which retains its potent action in patients with renal dysfunction. Metolazone is often used in combination with loop diuretics when patients exhibit diuretic resistance, defined as edema unresponsive to loop diuretics alone. [Pg.44]

Intranasal steroids are considered to have a slow onset of action (12-24 hours). Some patients may experience relief within a few days. Maximum treatment response may take up to several weeks to be observed.9,10,12 To achieve optimal effects, use at regular intervals is recommended.15 With the exception of beclomethasone and flunisolide, which are administered twice daily, the recommended doses for the intranasal corticosteroids are one to two sprays in each nostril once daily.15... [Pg.930]

The concept that different structural domains on the heparin chains are principally involved for optimal activity in the foregoing interactions could not be perceived in early work on structure-activity correlations, because the activity of heparin has been most frequently evaluated only with whole-blood-clotting tests (such as the U.S.P. assay). Development of assays for specific clotting-factors (especially Factor Xa and thrombin) has permitted a better insight into the mechanism of action of heparin at different levels of the coagulation cascade. [Pg.128]


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See also in sourсe #XX -- [ Pg.390 ]




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Extending Atomistic Time Scale Simulations by Optimization of the Action

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