On linearized compressible flow over pulsating and oscillating bodies.
Linearized subsonic and supersonic compressible flow over pulsating and oscillating bodies, considering low-aspect-ratio wing
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Linearized subsonic and supersonic compressible flow over pulsating and oscillating bodies, considering low-aspect-ratio wing
Motion equations for pulsating flow evaluated for applicability to blood flow through small tubes
In this paper, we report on the detection of RRab stars with quasi-identical-shape light curves but period differences as large as 0.05–0.21 d using the Galactic bulge data of the OGLE-IV survey. We have examined stars with shorter periods than the Oosterhoff I ridge of the bulge. These stars generally have smaller amplitudes and larger Fourier phase-differences than the typical bulge RRab stars have at the same period. Many of these ‘anomalous’ stars have good-quality light curves without any sign of the Blazhko modulation. Examining their Fourier parameters revealed that several of these stars show very similar light curve to the typical bulge RR Lyrae. We found hundreds of quasi-identical-shape light-curve pairs with different periods between the ‘anomalous’- and the ‘normal’-position RRab stars based on the OGLE I-band data. The OGLE V-band, and the archive VVV and MACHO surveys K s -, b- and r -band data of these stars were also checked for light-curve-shape similarity. Finally, 149 pairs with identical-shape light curves in each available photometric band were identified. Calculating the physical properties of the variables using empirical formulae, on average, −0.5 dex, −0.13 mag, 0.67, and 165 K differences between the [Fe/H], M V , R/R ⊙ , and T eff values of the members of the pairs are derived, being the short-period stars less metal-poor, fainter, smaller, and hotter than the long-period variables. To explain the existence of variables with different physical properties and pulsation periods but with identical-shape light curves is a challenging task for modelling.
Solar flares are among the most dramatic events in the solar system, releasing substantial magnetic energy and accelerating a large number of electrons to high energies. Notably, in certain events, the above-the-looptop region may contain a significant population of nonthermal electrons, both in number and energy. For the first time, we adopt a novel numerical method that combines magnetohydrodynamics with energetic particles incorporating feedback from nonthermal electrons to investigate electron acceleration and transport in solar flares. We find that a large fraction of energetic electrons are accelerated via the current sheet and termination shock regions. Most energetic electrons are concentrated in the above-the-looptop region, carrying a sizable amount of the released energy. We observe that greater feedback of nonthermal electrons leads to steeper energy spectra. The energy density of the nonthermal electrons oscillates due to the periodic impact of magnetic islands into the above-the-looptop region, which may help explain the observed quasiperiodic pulsations. Our simulations provide new insights into the origin of nonthermal electrons and associated emissions in the above-the-looptop region.
Stellar pulsation for rr lyrae and cepheid type variable stars
Stellar pulsations for rr lyrae and cepheid type variable stars
Polar aurorae brightness related to geomagnetic field variation and short periodic pulsations of earth currents
Pulsating auroral activity during post-breakup phase observed by image orthicon television
Nonlinear calculations of intermediate amplitude to analyze stability of pulsating stars of varying composition, mass, luminosity, etc, using numerical integration of motion equations
Pulsating auroras observed near equatorward boundary of auroral displays during postbreakup phase with image orthicon TV and photometers
Computation method used in pulsation of Lyrae models extended to models of Cepheid variables, noting instability of appropriate period, mass size, luminosity and velocity curves
Pulsation in cepheid instability strip in H-R DIAGRAM, giving equations for spherically symmetric motion
Hydraulic system components test device obtains a pulsating pressure from a hydraulic actuator that is being driven by a vibration exciter of sufficient force and displacement. Input to the exciter controls the frequency of pressure variation.
Stellar pulsational instability phenomena calculated numerically for infinitesimal amplitude of central core motion
Scalar gravitational fields in pulsating stars, calculating scalar wave radiation rate and star relaxation time
Type pi2 geomagnetic pulsations and Alfven wave resonance on night side of magnetosphere
Interpretation of geomagnetic Pc4 and Pc3 pulsations