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We modeled patches as stationary point sinks of constant strength during assembly over 12.5 s, and as point sources during disassembly.
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We introduce a finite element method to compute equilibrium configurations of fluid membranes, identified as stationary points of a curvature-dependent bending energy functional under certain geometric constraints.
The optimized geometries obtained were characterized as stationary points on the potential energy surface (PES) and the transition states were characterized by only one imaginary frequency, which is confirmed to represent the most accurate reaction coordinate.
Many filaments displayed non-uniform intensity (highlighted by arrows), which we used as stationary points to monitor growth and shrinkage of the ends independent of filament diffusion.
Obviously, as, the stationary point converges to a Nash equilibrium point.
The method can be applied to such a type of stationary points as well; here it is still more important to choose a small step size as each stationary point occurs at just one time point.
We define -values satisfying the following equations as a stationary point (8).
In such cases for each state, there are maxima (peaks) and minima (dips), which also are stationary points to which the method can be applied; here it is important to choose a small step size as each stationary point occurs at one time point only.
Define then theset of all common fixed points set for mappings from ℱ as the followingintersection: The common fixed points are frequently interpreted as the stationary points of thesemigroup ℱ.
Firstly, in the central section of warhead cylinder (treated as 2D problem), a stationary point was proposed existing between the asymmetric initiation point and the warhead center.
As discussed in the "Stationary point" section, one would expect to recover the sharp interface limit in the limit of zero transition size.
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