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The ability of the preconcentrator to maintain the preconcentrating factor with minimal dispersion effect was investigated.
We used the statistical analyze to select optimal solution having minimal dispersion of parameterization error.
Fig. 5 Ability of the 3D folding-paper-based ICP preconcentrator for maintaining preconcentrating factor with minimal dispersion.
For any estimable in the standard Gauss-Markov model, there exists a unique linear unbiased estimator with minimal dispersion.
The optimal operating condition for minimal dispersion was clearly different for the homogenous and the heterogeneous system.
Such implementation offers the advantages of high-order accuracy, minimal dispersion errors, a degree of geometrical flexibility, and parallelism.
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The shift is marked by minimal frequency dispersion in accumulation, capacitance indicating minimal influence of series resistance, and dielectric constant variation with altering the measurement frequency.
We show the application of a low-complexity shape optimization approach to the design of electroosmotic micro-fluidic channels realizing minimal geometrical dispersion on 90° and 180° turns.
The shift is marked by minimal frequency dispersion in accumulation (less than 2%), capacitance indicating minimal influence of series resistance, and dielectric constant variation with altering the measurement frequency.
Below 5 kHz, cartilage in DMSO displayed minimal T1ρ dispersion reaching nearly zero slope below 2 kHz.
This result is similar to that of Zhou and Bryant [5] and Koenig and Brown [7] who found minimal T1 dispersion of native BSA from 10 to 100 kHz.
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