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Finding the optimum transformations (correction matrix) is, however a complex nonlinear optimization problem, which has been successfully solved by using a PSO algorithm.
New approximate simplifications are made to the high flux correction matrix for the film model and the penetration model, as derived from the Maxwell Stefan mass transfer theory.
The main idea is to determine a correction matrix, which once applied to the originally estimated (incorrect) dose distribution map, generates a corrected one, which better fits to the field measurements.
The proposed correction matrix is the result of a concatenation of geometric transformations and an amplification/attenuation factor, aimed to fit the shape of the original map and radiation intensities in order to match the field measurements.
An error analysis of predicted values using spectral correction matrix and partial least squares (PLS) modeling is applied for the determination of Zn2+ and Pb2+ with methylthymol blue (MTB) as a metallochromic indicator.
On the basis of the proposal of a measure of robustness, this paper presents a robustness generalized distance function (RGDF) approach for multiresponse robust optimization, which modifies the generalized distance function (GDF) via a correction matrix.
Similar(35)
To obtain mass-, elastic stiffness-, geometric stiffness-, danding-, and load correction matrices, the extended Hamilton׳s principle is employed.
The CEA technique forms symmetric damping and stiffness correction matrices that mirror the form of the existing model.
Non-zero entries in the upper triangular parts of the correction matrices become design variables and are optimized to assign the desired eigenstructure.
It is shown that a well-defined relationship, that can be expressed as a characteristic function, exists between the system's properties, the correction matrices and the actual amount of experimental noise.
An extended Hamilton's principle is employed to obtain the mass-, damping-, elastic stiffness-, geometric stiffness matrices, and the load correction stiffness matrix due to the subtangential forces, respectively.
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