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Energy Spectrum of Turbulent Velocity Pulsations at Arbitrary Values of Fluid Viscosity
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作者 Edward V. Teodorovich 《Journal of Modern Physics》 2020年第10期1502-1513,共12页
The problem of calculating the energy spectrum of turbulent velocity pulsations in the case of homogeneous isotropic and stationary turbulence is considered. The domain of turbulent energy production is treated as “a... The problem of calculating the energy spectrum of turbulent velocity pulsations in the case of homogeneous isotropic and stationary turbulence is considered. The domain of turbulent energy production is treated as “a black box” on which boundary the spectral energy flux is given. It is assumed that the spectrum is formatted due to intermodal interactions being local in the wave-number space that leads to a cascade mechanism of energy transfer along the wave-number spectrum and the possibility of using the renormalization-group method related to the Markovian features of the process under consideration. The obtained formula for energy spectrum is valid in a wide wave-number range and at arbitrary values of fluid viscosity. It is shown that in functional formulation of the statistical theory of turbulence, the procedure of separating local intermodal interactions, which govern energy transfer (straining effect), and filtering out nonlocal interactions, which have no influence on energy transfer (sweeping effect), is directly described without providing additional arguments or conjectures commonly used in the renormalization-group analysis of turbulent spectra. 展开更多
关键词 spectral Flux spectral energy density Local and Nonlocal Interactions Inertial Term Renormalization-Group Invariance Epsilon-Expansion Procedure
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Relic Gravity Waves Investigation by Advanced Space-Based Gravitational Waves Detector
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作者 李瑾 仲元红 钟涛 《Communications in Theoretical Physics》 SCIE CAS CSCD 2010年第3期496-498,共3页
This paper focuses on the relic gravity waves produced during the transition from a radiation-dominated inflationary phase to a dust-dominated Friedman-Robertson-Walker-type expansion. We discuss how to investigate th... This paper focuses on the relic gravity waves produced during the transition from a radiation-dominated inflationary phase to a dust-dominated Friedman-Robertson-Walker-type expansion. We discuss how to investigate the spectral energy density by the latest space-based CWs detectors at f =0.1 Hz (i.e. DECICO). In the case of power-law and exponential inflation, we apply the cross-correlation method to the latest detector and get the time dependence of the very early Hubble pararneter. 展开更多
关键词 relic gravity waves space-based GWs detectors spectral energy density cross-correlation method
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Interface-facilitated energy transport in coupled Frenkel-Kontorova chains 被引量:2
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作者 Rui-Xia Su Zong-Qiang Yuan +1 位作者 Jun Wang Zhi-Gang Zheng 《Frontiers of physics》 SCIE CSCD 2016年第2期125-130,共6页
The role of interface couplings on the energy transport of two coupled Frenkel-Kontorova (FK) chains is explored through numerical simulations. In general, it is expected that the interface cou- plings result in the... The role of interface couplings on the energy transport of two coupled Frenkel-Kontorova (FK) chains is explored through numerical simulations. In general, it is expected that the interface cou- plings result in the suppression of heat conduction through the coupled system due to the additional interface phonon-phonon scattering. In the present paper, it is found that the thermal conductivity increases with increasing intensity of interface interactions for weak inter-chain couplings, whereas the heat conduction is suppressed by the interface interaction in the case of strong inter-chain couplings. Based on the phonon spectral energy density method, we demonstrate that the enhance- ment of energy transport results from the excited phonon modes (in addition to the intrinsic phonon modes), while the strong interface phonon-phonon scattering results in the suppressed energy transport. 展开更多
关键词 interface couplings energy transport heat conduction phonon-phonon scattering Frenkel-Kontorova (FK) chains excited phonon modes phonon spectral energy density
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