system integrator

Examples of integrator

integrator
The power of the method of backward error analysis and the method of modified equations can be demonstrated in the context of geometric integrators.
It is just one of a series of results on the long-time behaviour of geometric integrators.
This example, which is hardly atypical, raises important questions regarding the basis for relying on symplecticness as a key criterion for molecular dynamics integrators.
However, as we will see below, for some classes, namely symplectic and volume-preserving polynomial vector fields, we can construct explicit polynomial integrators by splitting.
For autonomous systems, it will thus generally be preferable to use a standard variational integrator, and not to enforce exact energy conservation.
We want integrators that preserve the foliation automatically.
Improved grower/integrator relations would enhance the poultry industry.
The order of this approximation is related to the order of the resulting integrator.
As we shall see later, more sophisticated quadrature rules lead to higher-order accurate integrators.
This filter avoids potential problems owing to the infinite gain of the integrator at zero frequency.
Each of these vector fields is then split and an integrator constructed by composition.
The data were corrected for a repeatable drift component of the integrator as determined with d. c. calibration.
That paper gives some simple specific examples that show the advantage in using these types of integrators.
Mean response latencies were measured as the time between the stimulus onset and the time at which the integrator output reached 50% of peak amplitude.
To accommodate the force, we simply employed an integrator on the force error signal, with no feedforward term.
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