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Input-output functionality

FIGURE 3.2 General curve for an input/output function of the rectangular hyperbolic form (y = 50x/( 1 Ox + 100)). The maximal asymptote is given by A/B and the location parameter (along the x axis) is given by C/B (see text). [Pg.43]

These, such as the black box that was the receptor at the turn of the century, usually are simple input/output functions with no mechanistic description (i.e., the drug interacts with the receptor and a response ensues). Another type, termed the Parsimonious model, is also simple but has a greater number of estimatable parameters. These do not completely characterize the experimental situation completely but do offer insights into mechanism. Models can be more complex as well. For example, complex models with a large number of estimatable parameters can be used to simulate behavior under a variety of conditions (simulation models). Similarly, complex models for which the number of independently verifiable parameters is low (termed heuristic models) can still be used to describe complex behaviors not apparent by simple inspection of the system. [Pg.43]

In general, a model will express a relationship between an independent variable (input by the operator) and one or more dependent variables (output, produced by the model). A ubiquitous form of equation for such input/output functions are curves of the rectangular hyperbolic form. It is worth illustrating some general points about models with such an example. Assume that a model takes on the general form... [Pg.43]

Cooper and Yates, 1994] Cooper, N. and Yates, G. (1994). Nonlinear input-output functions derived from the response of guinea-pig cochlear nerve fibres. Hearing Res., 78 221-234. [Pg.255]

Input/output functions for attenuation at points A, B, and C are shown along the bottom (after Cole, 1993) (Reprinted with permission from [Cole, 1993], 1993, Canadian Association of Speech-Language Pathologists and Audiologists)... [Pg.429]

Thus, it becomes apparent the output and the impulse response are one-sided in the time domain and this property can be exploited in such studies. Solving linear system problems by Fourier transform is a convenient method. Unfortunately, there are many instances of input/ output functions for which the Fourier transform does not exist. This necessitates developing a general transform procedure that would apply to a wider class of functions than the Fourier transform does. This is the subject area of one-sided Laplace transform that is being discussed here as well. The idea used here is to multiply the function by an exponentially convergent factor and then using Fourier transform technique on this altered function. For causal functions that are zero for t < 0, an appropriate factor turns out to be where a > 0. This is how Laplace transform is constructed and is discussed. However, there is another reason for which we use another variant of Laplace transform, namely the bi-lateral Laplace transform. [Pg.67]

PCI Abbreviation for Peripheral Component Interconnect. A specification introduced by Intel that defines a local bus that allows up to 10 PCI-compliant expansion cards to be plugged into the computer. One of these 10 cards must be the PCI controller card, but the others can include a video card, network interface card, SCSI interface, or any other basic input/output function. The PCI controller exchanges information with the computer s processor as 32- or 64-bits and allows intelligent PCI adapters to perform certain tasks concurrently with the main processor by using bus mastering techniques. [Pg.852]

FIGURE 15.69 Block diagram of a two-input/two-output process. Note that G represents an input/output function. [Pg.1243]

Noise is the result of random error due to control input/output functions, errors in analysis, digital dither in the electronics, and a potential host of presumably random causes. The noise level may be constant, or may vary over the range of data gathered. In either... [Pg.213]

Managing input-output functions from users or operators... [Pg.200]

Examples include - communications drivers - fault handling - executive software Exampies inciude - input/output functions - derived functions (for exampie sensor checking if not provided as a service of the embedded software)... [Pg.75]

The specification of the subroutine, in terms of the operations that it carries out on the input parameters and how the output parameters are generated. If the subroutine handles any input/output functions, then the way in which these relate to the parameters must be specified. [Pg.65]

The power output P of a single Wind Turbine Generator (WTG) is determined by applying a simplified input output function ... [Pg.59]

Turing machines (TMs), proposed by Alan Turing [2] in 1936, are one of the first toy models that were used to define precisely the notions of computation and computability—what it means to compute , and what can and cannot be computed. A TM is actually a simple mechanical device that does symbol-manipulation (which one can actually build, if one wants to ), but is often employed as a paper machine , i.e. as a theoretical construct in computer science. Theorems regarding the nature of computation proven using TMs apply to real computers, since TMs faithfully model real computers, i.e. any input-output function computable on a digital computer can be computed on a TM [1]. In what follows we first give an informal description of the Turing machine, and then, some formal definitions. [Pg.55]

Theorem 1. Any input-output function computable by a Turing machine can... [Pg.58]

Heylen W, Lammens S, Sas P (1997) Modal analysis theory and testing. Department of Mechanical Engineering, KU Leuven, Leuven Ho BL, Kahnan RE (1966) Effective reconstruction of linear state-variable models from input/output functions. Regelungstechnik 14(12) 545-548 Katayama T (2005) Subspace methods for system idtaiti-fication. Springer, London... [Pg.1764]

Examples Include — communications drivers — fault handling — execuUve software. Examples include — input/output functions — derived funcHona (for example sensor checking If not provided as a service of the embedded aoftware). [Pg.246]

Test all input/output functions and logic functionality using the workbench to monitor all signals. Also test the communication of data to/fi-om the DCS or other systems. [Pg.253]


See other pages where Input-output functionality is mentioned: [Pg.127]    [Pg.158]    [Pg.779]    [Pg.382]    [Pg.21]    [Pg.746]    [Pg.277]    [Pg.200]    [Pg.239]    [Pg.129]    [Pg.285]    [Pg.58]   
See also in sourсe #XX -- [ Pg.239 ]




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Input function

Input/output

Output function

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