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Functional, error

Amplitude of controlled variable Output amplitude limits Cross sectional area of valve Cross sectional area of tank Controller output bias Bottoms flow rate Limit on control Controlled variable Concentration of A Discharge coefficient Inlet concentration Limit on control move Specific heat of liquid Integration constant Heat capacity of reactants Valve flow coefficient Distillate flow rate Limit on output Decoupler transfer function Error... [Pg.717]

There are many reasons why deconvolution algorithms produce unsatisfactory results. In the deconvolution of actual spectral data, the presence of noise is usually the limiting factor. For the purpose of examining the deconvolution process, we begin with noiseless data, which, of course, can be realized only in a simulation process. When other aspects of deconvolution, such as errors in the system response function or errors in base-line removal, are examined, noiseless data are used. The presence of noise together with base-line or system transfer function errors will, of course, produce less valuable results. [Pg.189]

Changes will be needed or at least desired for a variety of reasons, such as new or improved functions, errors not detected earlier, alterations to accept new equipment in the system, etc. [Pg.111]

Table 4.6). Specifically, the methods used were to (1) add a tag (type of atom or physical change tracked in these calculations) (2) remove a tag element from the resin during reaction or (3) use a tag element unique to the resin before and after reaction. Error was estimated by accessing limitations of elemental analyses and known resin functionalization error. While the third case listed could not be applied to the phenylacetylene... [Pg.139]

Method of differential approximation Error (%) Method of harmonic functions Error (%)... [Pg.323]

To optimize the neural network design, important choices must be made for the selection of numerous parameters. Many of these are internal parameters that need to be tuned with the help of experimental results and experience with the specific application under study. The following discussion focuses on back-propagation design choices for the learning rate, momentum term, activation function, error function, initial weights, and termination condition. [Pg.92]

Secondary functions (error handling, monitoring, data integrity checks)... [Pg.170]

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]

The simplex method belongs to a group of optimisation methods finding the minimum of a predefined multiparameter function (error functional). The downhill simplex method of Nelder and Mead [8] requires only function... [Pg.339]

Pulse-response and step-funetion-response experiments are perhaps the easiest to carry out and analyze however, any perturbation-response technique can be used to determine age distributions. Kramers and Alberda [H. Kramers and G. Alberda, Chem. Eng. Sci., 2, 173 (1953)) describe a frequency-response analysis, and a general treatment of arbitrary input functions. Errors associated with input and... [Pg.240]

Figure 2.7 Distribution function (error integral) for the Gaussian distribution. Figure 2.7 Distribution function (error integral) for the Gaussian distribution.
We injected 2,944,640 faults in the AUT of the FPGA board running a 6 x 6 matrix multiplication protected with OCFCM, VAR and BRA. From those faults, 54,024 caused an error in the circuit s output when considering no farrlt tolerance detection. Since the fault injection was exhaustive, we can asstrme that, except for placement and routing differences, the microprocessor core has 54,024 sensitive bits, which represents 1.8% of the injected faults. This represents a proportion of 54 bit-flips in the configuration memory bits to cause a functional error in the design. [Pg.86]

The triple-zeta set of atomic natural orbitals are used as basis functions. Errors are shown in parentheses. Excerpt from Schweigert and Bartlett (2008)... [Pg.175]

The main characteristic of Software Implemented Fault Injection (SWIFI) is the capacity of injecting previously defined faults in any software accessible functional unit, like memories, registers, peripheral devices, etc. The objective of the injection is the detection of functional errors cansed by faults in HW or systematic errors in SW design. [Pg.1913]

Cooperating vendors taking part in the benchmark are welcome to show then-newest functionalities with Showcases in front of the members of the JT Workflow Forum [13]. At the moment, there is much attention paid to cutting-edge solutions which present the possibilities of the JT format and applications. Still, small functional errors are observed, which calls for improvement in the future (Fig. 11.9). [Pg.300]

Result. For testing functional correctness, we scaled down all types by the factor 4. Testing and analyzing all 73 operations takes approximately 30 minutes on an Intel Core 2 Duo with 2.40GHz. We found no functional error. [Pg.197]

Failure detected or functional error => maintenance intervention -intervention delay... [Pg.119]


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See also in sourсe #XX -- [ Pg.337 ]




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