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The accuracy of the latter contribution can be improved by including higher order force derivative terms.
An example is used to illustrate that non-linear (higher order) force components are present at resonance, even for a case with relatively weak fluid structure interaction.
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So in this work we consider a higher order forcing function that is Lorentzian in frequency.
However, both fast and slow variables can slowly evolve under the influence of weaker, higher order forces.
Higher order shear force.
Na High Court order force police to take action.
Finally, the case of higher order equations with forcing term has been considered in the recent papers [14 16], see also the last section.
It can be considered as a transverse shear deformable analogue of the classical laminate Donnell-type and Love-type shell theories while, through certain new definitions of force and moment resultants, the higher order moment and transverse shear force resultants occurring acquire some pysical substance.
The effect of higher order terms in the inertia forces as the result of including longitudinal displacement caused by bending deformation is examined using several models.
Since the gap is relatively large, the electrostatic model is formulated incorporating higher order correction of electrostatic forces.
P i and R i are the higher order bending moment and shear force, respectively.
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