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For the exploring effective methods for optimization problems in power systems, the effective single-objective optimization problem is considered.
In the case of polydisperse systems, the effective conductivity is found to be sensitive to the particle size distribution.
As a consequence, by changing the mean diffusion length in the different systems, the effective collecting area for the growth is changed.
In current mobile communication systems, the effective bandwidth of the transmitted wideband (WB) audio is limited to the frequency range of 50 ~ 7,000 Hz.
In low-contrast systems, the effective network diffusivity is less sensitive to topology and can be described by composite averaging schemes.
With the growing complexity of dynamic control systems, the effective diagnosis of all possible failures has become increasingly difficult and time consuming.
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In a limited feedback system, the effective channel is quantized to limit the amount of feedback bits required.
Thus, in the case of the EBR system, the effective bond length was found to be 235 mm, whereas the NSM system showed an effective bond length of 168 mm.
Because of small errors and accuracy limitations that arise in each part of the system, the effective resolution is different from the sampled resolution.
Considering the improved light absorption, reduced reflectance, and scattering within such a hierarchical system, the effective light-activated surface area can be significantly enhanced.
For this system the effective rate constants are given in Table I.
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Justyna Jupowicz-Kozak
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