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In this work we analyze a refinement strategy based on interpolation errors, as a building block of a high order adaptive mesh refinement algorithm.
A fractional order adaptive backstepping control scheme is presented for an incommensurate fractional order systems in the presence of input saturation.
Additional link level simulations show that the proposed system is also well behaved for higher order adaptive modulation (HOM) by improving 6 dB SNR in every scheme which is really fruitful for WBAN as it requires extremely low power.
Electromagnetic radiation is described by null geodesics of the background spacetime (in this case Kerr), and these are calculated in BHOSS using a Runge-Kutta-Fehlberg integrator with fourth order adaptive step sizing and 5th order error control.
Levy's circumferential stress assumption was added to the system of equilibrium equations to formulate a pair of ordinary differential equations that were integrated by the 5th order adaptive Runge Kutta method.
First-order stiff ordinary differential equations (ODEs) governing the trajectory of particles under periodic magnetic fields due to an array of wires are solved numerically using the 1st to 5th order adaptive step Runge Kutta solver.
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Computer simulations validate this algorithm in applications requiring high-order adaptive filters.
The system employs a cascade of three second-order adaptive notch/band-pass filters based on Gray-Markel lattice structure.
A high-order adaptive finite-volume method is presented for simulating inviscid compressible flows on time-dependent redistributed grids.
In this paper, we firstly extend the pipelined second-order adaptive Volterra filter to its high order version.
And third, a high-order adaptive numerical algorithm is designed to compute the solution numerically to high precision.
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