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The first approach is a linear analysis in which the governing equations are firstly linearized around a steady-state solution of the system and then treated by means of the Fourier transform.
There many assumptions made when conducting a linear analysis.
Finally, a linear analysis is once more performed to check the Service Limit State for the frequent combination of actions.
The interaction between the middle vessel (MV) design and control parameters is identified by means of a linear analysis.
We first present a linear analysis of permanent-contact motions, and derive upper bounds on eccentricity for silent operation.
A linear analysis of the nonlinear solution reveals an underlying periodic shear that is responsible for fluid mixing.
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Model A: Linear regression analysis performed with individual symptoms, controlling for age and sex.
It was also made a geometrical non-linear analysis, but it was considered a material linear analysis.
A hierarchical linear analysis was performed.
A general linear analysis was conducted and the results were visualized as t-maps on the anatomical image.
For all crops combined in one analysis, a linear regression analysis has been performed.
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