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To illustrate this, the maximum response function is calculated analytically for a simply supported (SS) beam and constructed numerically for a clamped clamped beam.
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For this classification, we first identified responses that were ILD-sensitive, defined as functions showing ILD-dependent variations in response strength of more than 50% of the maximum response of the ILD function, a well-established criterion for quantifying ILD sensitivity (Rose et al., 1963; Irvine et al., 1996).
As a result of optimization analysis, 10 kGy irradiation dosage was required for optimum magnitude of all the five response functions, but drying temperature and initial moisture content were required differently for maximum or minimum of response function values.
The full width half maximum of the instrument response function with the QA detector was ∼200 ps.
Equivalently, Fig. 6F shows the mean percentage increase in maximum response strength for ILD functions that exhibited a significant increase in maximum response strength.
The full width at half maximum (FWHM) of the instrument response function was typically 100 ps, and time resolution was 12 ps per channel.
First, optimal parameters of bi-tuned mass dampers are investigated by a multi-objective optimization technique for which two performance measures, termed as nominal and robust performance indices, are defined in terms of the maximum value of the frequency response function of the damped structure in its original design condition and that in perturbed conditions, respectively.
The full width at half-maximum (fwhm) of the pulse response function was <100 ps, and the time resolution was <10 ps.
In this paper the author studies optimization of parameters in a network of bio-chemical reactions for signal-transduction in a one-input-one-output setting, seeking either to maximize a stationary response coefficient, or to maximize the slope at half-maximum of the (sigmoid) stationary response function, or to minimize the delay to steady state.
ILDs at which the 90 and 10% of the maximum response occurred were found using the inverse function of the fitted functions, i.e. eqns 1 and 2. Width for non-monotonic functions was taken as the width of the ILD function at the response strength that was half the maximum response, i.e. full width at half maximum (FWHM).
With optimal parameter for negative capacitance, an upper limit for maximum appearing amplitude in the frequency response function (FRF) can be given.
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