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Systems, defined

One property of the exact trajectory for a conservative system is that the total energy is a constant of the motion. [12] Finite difference integrators provide approximate solutions to the equations of motion and for trajectories generated numerically the total energy is not strictly conserved. The exact trajectory will move on a constant energy surface in the 61V dimensional phase space of the system defined by. [Pg.300]

The system defined by the Liouvillian is called the reference system. Now applying the Trotter factorization to the propagator exp iLs + Fi arising from this subdivision gives the new propagator,[17]... [Pg.306]

Maximum information is obtained by making Raman measurements on oriented, transparent single crystals. The essentials of the experiment are sketched in Figure 3. The crystal is aligned with the crystallographic axes parallel to a laboratory coordinate system defined by the directions of the laser beam and the scattered beam. A useful shorthand for describing the orientational relations (the Porto notation) is illustrated in Figure 3 as z(xz) y. The first symbol is the direction of the laser beam the second symbol is the polarization direction of the laser beam the third symbol is the polarization direction of the scattered beam and the fourth symbol is the direction of the scattered beam, all with respect to the laboratory coordinate system. [Pg.433]

PRESSURE SYSTEM Defined in the Pressure System Safety Regulations 2000 as a system containing one or more pressure vessels of rigid construction, any associated pipework and protective devices the pipework with its protective devices to which a transportable gas container is, or is intended to be, connected or a pipeline and its protective devices which contains or is liable to contain a relevant fluid, but does not include a transportable gas container. Here relevant fluid is steam any fluid or mixture of fluids which is at a pressure of >0.5 bar above atmospheric pressure, and which fluid or a mixture of fluids is a gas, or a liquid which would have a vapour pressure of >0.5 bar above atmospheric pressure when in equilibrium with its vapour at either tlie actual temperature of the liquid or 17.5°C or a gas dissolved under pressure in a solvent contained in a porous substance at ambient temperamre and which could be released from the solvent with the application of heat. [Pg.17]

The SIC code system defines business "establlshmenls as "distinct and separata economic activities [that] are performed at a single physical location." Under section 372.30(c) of the reporting rule, you may submit a separate Form R for each establishment, or for groups of establishments, in your covered facility, provided that all releases of the toxic chemicals... [Pg.34]

Any activity that affects the ability of a product or service to satisfy stated or implied needs or the organization s ability to satisfy those needs. If the quality system defines the activities that need to be executed to achieve quality then any activity specified in the documented quality system is also a quality activity. [Pg.561]

Remember also to take advantage of the team s individual, anecdotal experience with your company s management systems. Defining your company s management systems approach will be greatly enhanced by drawing on expert judgment as well as quantitative methods. [Pg.67]

Fig, 3.47 Four additional dynamical measures for the system defined in figure 3.46-c N = 12, Ng = 50 and K = T16. The zero state fraction refers to the fraction of initial states So —t 0. [Pg.113]

Recall that the KAM theorem states that as long as a nonlinear perturbation to an integrable system - such as that represented by the nonzero q term added to the integrable system defined by equations 4.45 - is sufficiently small, most trajectories will continue to lie on smooth KAM-curves. [Pg.195]

Consider a general u-dimensional dynamical system defined by the differential equations... [Pg.201]

As it stands, of course, the dynamical system defined by equation 8.3, is reversible- -but is clearly not a CA, since the system is, in general, neither space nor time invariant. We can restore this invariance, however, by choosing TTi t) in such a manner that its dependence on H and C is only an indirect one - specifically, so that it depends only on the particular state of the neighborhood (or landscape) of site i (excluding i itself) at time C. [Pg.373]

The first order (i.c. ]> 1) approximation of the CML system defined by equation 8.44 (using either of the two methods defined above) is given by an elementary fc = 2, r = 1 CA. Since there are only 32 such rules, the particular CA rule corresponding to a CML system with parameters e and s may be found directly by calculating the outcome of each of the five possible local states. Looking at the first-order step function fi x) in equation 8.47, we can identify the absorbing state X = X with the CA state ct = 0, and x = 1/2 with a = 1. [Pg.404]

Each agent is equipped with a user-specified personality - or internal value system defined by a six-component personality weight vector, m = wi,W2,. , wq),... [Pg.594]

We compute a PCR calibration in exactly the same way we computed an ILS calibration. The only difference is the data we start with. Instead of directly using absorbance values expressed in the spectral coordinate system, we use the same absorbance values but express them in the coordinate system defined by the basis vectors we have retained. Instead of a data matrix containing absorbance values, we have a data matrix containing the coordinates of each spectrum on each of the axes of our new coordinate system. We have seen that these new coordinates are nothing more than the projections of the spectra onto the basis vectors. These projections are easily computed ... [Pg.108]

Now, we are ready to apply PCR to our simulated data set. For each training set absorbance matrix, A1 and A2, we will find all of the possible eigenvectors. Then, we will decide how many to keep as our basis set. Next, we will construct calibrations by using ILS in the new coordinate system defined by the basis set. Finally, we will use the calibrations to predict the concentrations for our validation sets. [Pg.111]

In the following treatment we shall deal mainly with the overall reversible systems, defined as systems in which the adsorbate is released into the gas phase in the form of the original molecules only (no new... [Pg.347]

Finally we shall show that the potential equation is generally applicable to systems defined by the independent variables ... [Pg.110]

The component can be represented over the initial I) and intermediate J) states of the system defined by Wn, which is a normal-ordered Hamiltonian with respect to the I) state ... [Pg.158]

Computer applications allow for defining and managing several important nonclinical data types that are managed by the system itself. Such data are referred to as metadata or control data. These are information such as domain-specific descriptions, application conditions, parameters, and methods in a repository. Control data fields can be part of the data collection forms or in system-defined tables. Some of these control fields include electronic signatures, form status, transmission date, transmission number, field completed, and memo fields (large text format). The database contains tables for reference ranges, visit schedule, form schedule, labels, and drug codes. [Pg.618]


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