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Investigated the static bifurcation characteristic of single point mooring systems under the action of tidal current.

Also hidden in his Buddha-like pose is a subtle foretelling of Darth Maul's death by bifurcation.

The tangent stiffness matrix is obtained from the engineering strain and the principle for determining the limit point and bifurcation point is given.

Finally, by means of the new algorithm, the relationship between electrical torque analysis and bifurcation analysis is demonstrated, so the essence of damping torque is revealed.

It is shown that the temperature wave can appear beyond spatiotemporal symmetry-breaking bifurcation at a certain constraint controlled externally and a fixed boundary condition for the model system.

singularity Theory and Universal Unfolding Method were used to study the bifurcation characteristics of the static bifurcation equations.

In most cases,the plaque located at the bifurcation of the carotid artery.

Echocardiography didn't show normal main pulmonary artery bifurcation structure, and the missing pulmonary artery was from aorta.

The steady solution and its stability of Nonlinear Schrdinger Equation (NLSE) are studied by means of traveling wave transformation and bifurcation theory.

But as it stands I think we have to notice that this meaning of Nietzsche performs a bifurcation of his position into 2 views that don't affect one another.

bifurcation造句

The open loop control is used to adjust the bifurcation parameter in order to obtain a desired equilibrium bifurcation diagram.

The refraction of technology is part of a larger element: the bifurcation of how people act.

In this paper, spherically symmetric structures of the Brusselator are calculated in detail by using the bifurcation theory.

The dynamical equations of the system are simplified to a3-order normal form with a series of coordinate and approximately identical transformations, and a bifurcation equation is thus obtained.

Experimental research on the static bifurcation characteristic and dynamic bifurcation characteristic of a single point mooring (SPM) ship model subjected to tidal current was presented.

Stability of solutions of the cavitated bifurcation equation is discussed in each region by using the minimal potential principle, and the catastrophic phenomenon of cavity formation is explained.

This is a simple pendulum model of the bifurcation behavior of the bifurcation diagram, is my collection, for your reference.

The results show that it is necessary to discuss the structure stability and static bifurcation characteristics of dynamic systems in the design stage of mooring systems.

The cavitated bifurcation equation that describes cavity formation and growth in the interior of the sphere is obtained.

The bifurcation in the tube diameter slightly swollen.

Many equations arising in practical application are singular nonlinear equations, such as bifurcation points, inflexion etc.

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