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Body system

The fluctuation dissipation theorem relates the dissipative part of the response fiinction (x") to the correlation of fluctuations (A, for any system in themial equilibrium. The left-hand side describes the dissipative behaviour of a many-body system all or part of the work done by the external forces is irreversibly distributed mto the infinitely many degrees of freedom of the themial system. The correlation fiinction on the right-hand side describes the maimer m which a fluctuation arising spontaneously in a system in themial equilibrium, even in the absence of external forces, may dissipate in time. In the classical limit, the fluctuation dissipation theorem becomes / /., w) = w). [Pg.719]

As is well known. Molecular Dynamics is used to simulate the motions in many-body systems. In a typical MD simulation one first starts with an initial state of an N particle system F = xi,..., Xf,pi,..., pf) where / = 3N is the number of degrees of freedom in the system. After sampling the initial state one numerically solves Hamilton s equations of motion ... [Pg.299]

D.J. Thouless, The Quantum Mechanics of Many-Body Systems (Academic Press, New York, 1961) pp. 88-93. [Pg.378]

A second problem concerns delimiting the mechanisms of action which should be included in the definition, to exclude effects which are a secondary consequence of overt toxicity in other body systems. For example, disruption to the endocrine system caused by general metabolic disturbance, such as in severe liver damage, should not be grounds for calling a chemical an ED. [Pg.5]

Let us enter the world of liquid crystals built by the purely entropic forces present in hard body systems. The phase diagram of hard spherocylinders (HSC) shows a rich variety of liquid crystalline phases [71,72]. It includes the isotropic, nematic, smectic A, plastic, and solid phases [73]. In a plastic crystal the particle centers lie on lattice sites, but the orientations of the... [Pg.762]

Sometimes potential energy surfaces are plotted with skewed axes that is, the Tab 2nd tbc axes meet at an angle less than 90°. This is done so that the relative kinetic energy of the three-body system can be represented by the motion of a single point over the surface. In order to achieve this condition it is necessaiy that the cross-product terms in the kinetic energy drop out. The calculations have been described - Because our use of potential energy surfaces is qualitative,... [Pg.197]

Because ACTH stimulates the release of glucocorticoids from the adrenal gland, adverse reactions seen with the administration of this hormone are similar to those seen with the glucocorticoids (see Display 50-2) and affect many body systems. The most common adverse reactions include ... [Pg.516]

The nurse reviews the results of all laboratory tests at the time they are reported. The primary health care provider is notified of the results before the administration of successive doses of an antineoplastic drug. If these tests indicate a severe depressant effect on the bone marrow or other test abnormalities, the primary health care provider may reduce the next drug dose or temporarily stop chemotherapy to allow the affected body systems to recover. [Pg.595]

UNIT XI Drugs That Affect Other Body Systems... [Pg.603]

UNIT XI DRUGSTHAT AFFECT OTHER BODY SYSTEMS... [Pg.678]

New methods of emulsion polymerization, particularly the use of swelhng agents, are needed to produce monodisperse latexes with a desired size and surface chemistiy. Samples of latex spheres with uniform diameters up to 100 pm are now commercially available. These spheres and other mono-sized particles of various shapes can be used as model colloids to study two- and three-dimensional many-body systems of very high complexity. [Pg.178]

New application of modem statistical mechaiucal methods to the description of stmctured continua and snpramolecnlar flnids have made it possible to treat many-body problems and cooperative phenomena in snch systems. The increasing availability of high-speed compntation and the development of vector and parallel processing teclmiqnes for its implementation are making it possible to develop more refined descriptions of the complex many-body systems. [Pg.179]

Becanse of the increasing level of control that is now possible in the preparation of model colloids and snrfactants, model many-body systems can be created in the laboratory and studied by nonintmsive instrumental teclmiques in parallel with computational and theoretical sophistication. [Pg.179]


See other pages where Body system is mentioned: [Pg.891]    [Pg.197]    [Pg.313]    [Pg.349]    [Pg.349]    [Pg.258]    [Pg.258]    [Pg.237]    [Pg.145]    [Pg.114]    [Pg.755]    [Pg.857]    [Pg.1]    [Pg.360]    [Pg.204]    [Pg.325]    [Pg.531]    [Pg.30]    [Pg.31]    [Pg.517]   
See also in sourсe #XX -- [ Pg.41 ]




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Atoms three-bodied systems

Biogeochemical Applications to Solar System Bodies

Body Ventilation System

Body feed systems

Body-centered cubic system

Body-fixed axis system

Brillouin-Wigner methods for many-body systems

Buffer systems of the body

Cell bodies, nervous system

Coordinate system body-fixed

Electrons three-bodied systems

Few-body systems

Foreign-body response adaptive immune system

General properties of three-body systems with Hill-type stability

Human body central nervous system

Human body circulatory system

Human body digestive system

Human body systems

Human body systems within

LINEAR SCALING IN MANY-BODY SYSTEMS

Many-Body Interactions in Mixed Systems

Many-body system

Many-body systems, application

Many-body systems, application Schrodinger equation

Many-body systems, optical potential

Molecular systems three-bodied

Multi-body systems

N-Body system

Plasma three body systems

Protective human body-environment system

Quantum many-body system

Regulatory Systems and Responsible Bodies

Rigid Body Systems

SPACE-AND BODY-FIXED COORDINATE SYSTEMS

Solar-system bodies

Standard three-body systems

Tests by Body System

Three body systems, under plasma

Three-body system

Three-body system dynamical treatment

Time-dependent density functional theory many-body system

Vectors, three body system

Vectors, three body system calculations

Water on Small Solar System Bodies

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