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Sphygmogram analysis based on phase trajectories

Biomedical Engineering, 2008
Mattier's differential equation for parametric oscillation is suggested to be used as a method for simulating quasi-periodic processes in human body in terms of oscillation of the pulse wave produced by heart contraction. Obtained sphygmograms agree qualitatively with solutions of the Mattier's and Hill's equations at given shape of the exciting signal.
V. I. Volkov, D. Yu. Kozlov
openaire   +3 more sources

Vlasov model using kinetic phase point trajectories

Physical Review E, 2003
A method of solution of the collisionless Vlasov equation by following fixed collisionless phase point ("particle") trajectories (characteristics) in phase space is presented. It solves the coupled Vlasov Maxwell system self-consistently and employs the Leapfrog-Trapezoidal scheme to solve for the characteristics explicitly.
F, Kazeminezhad, S, Kuhn, A, Tavakoli
openaire   +2 more sources

Chain phase trajectory of a protein molecule

International Journal of Peptide and Protein Research, 1982
This paper presents the profile map of a protein conformation as a three‐dimensional e‐ø plot, where the third dimension is the residue number. The trajectories of some proteins of known crystalline structure, a few super‐secondary structures in proteins and valinomycin in conformational space are presented and examined.
V N, Viswanadhan, K, Sundaram
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Boost Phase Trajectory Analysis Techniques

Journal of Jet Propulsion, 1957
Analysis of the boost-phase performance of a rocketboosted missile generally requires the solution of a set of differential equations with variable coefficients. Analytical methods are difficult and time consuming if not impossi­ ble. This paper discusses four numerical approaches to the solution of the equations for a cruciform, uncontrolled missile ...
openaire   +1 more source

Achievable Halo Phasing with Short-Range Trajectories

Journal of Guidance, Control, and Dynamics, 2020
Short-range halo phasing orbits, which are a type of phasing orbit remaining around the halo orbit, are investigated in the Earth–moon system.
Yi Qi, Anton de Ruiter
openaire   +1 more source

Linear response of phase-space trajectories to shearing

Physical Review Letters, 1989
The influence of the Lyapunov instability on a trajectory in phase space is investigated numerically for a Lennard-Jones fluid under a constant shear rate \ensuremath{\gamma}. The time dependence of the distance d(t,\ensuremath{\gamma};\ensuremath{\Gamma}) between two individual trajectories, starting at the same phase point \ensuremath{\Gamma}, but ...
, Morriss   +3 more
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Kinetics of Phase Separation Along Stable Trajectories

1988
The phase separation kinetics of dilute Al-(Zn,Mg) alloys were studied by small-angle and diffuse neutron scattering techniques and the mean cluster radius R as well as the volume fraction V of the solute-rich phase were determined. It could be shown that, within (R,V)-space, the decomposition corresponds to a trajectory, which is stable against small ...
Fratzl, P., Blaschko, O.
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Aberration detection through phase singularity movement trajectory

Frontiers in Optics + Laser Science 2023 (FiO, LS), 2023
Based on numerical simulations, we develop a method for aberration detection through phase singularity movement trajectory. In this work, we present the detection of singular, third-order aberrations such as coma and astigmatism.
Karolina Gemza   +3 more
openaire   +1 more source

Particle Trajectories in Dilute Phase Pneumatic Conveying

Particulate Science and Technology, 2007
A nonintrusive cross-correlation method to measure the particle velocities in dilute phase pneumatic conveying is described. The cross-correlation function generated gives information about the time it takes for a particle to travel between two optimally placed measurement planes.
Godbole, Ajit R   +2 more
openaire   +2 more sources

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