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The result is a new method for parametric surface registration.
The paper introduces a method for constructing Gn-continuous transition surfaces between two given normal ringed surfaces based on a recent Gn-blending method for parametric curves.
The inverse sensitivity method for parametric correction in cases when mechanical structures are described by analytical conservative mechanical models with repeated eigenvalues is investigated.
The paper proposes an amplitude reduction method for parametric resonance with a new type of dynamic vibration absorber utilizing quadratic nonlinear coupling.
In this case, we rely on the Empirical Interpolation Method (EIM) [26, 37, 38], which is an interpolation method for parametric functions based on adaptively chosen interpolation points and global shape functions.
In this study, we propose a method for parametric modeling of the intervertebral disc space in three dimensions (3D) and show its application to computed tomography (CT) images of the lumbar spine.
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Methods for parametric design of standard controllers for multivariable dynamic objects with time delay are presented.
Of the three estimation methods for parametric copula functions, the Pseudo-MLE is considered least impacted by the possible misidentification of marginal distributions.
Appropriate quantitative methods for parametric analyses regarding normally distributed, continuous data will be compared by using e.g. Student's t test and non-parametric analysis for data that is not normally distributed will be performed.
Computational efficiency is achieved by avoiding discretisation into elements and non-linear analyses, making the method suitable for parametric studies in preliminary aircraft design.
The proposed reorthogonalization method allows for parametric structural modifications and evaluates the solution using a modified complex modal domain only along a selection of a few degrees of freedom that are relevant for the dynamic analysis of the system.
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