The linear stability of the triangular points was studied for the Robes restricted three-body problem when the bigger primary (rigid shell) is oblate spheroid and the second primary is radiating. The critical mass obt...The linear stability of the triangular points was studied for the Robes restricted three-body problem when the bigger primary (rigid shell) is oblate spheroid and the second primary is radiating. The critical mass obtained depends on the oblateness of the rigid shell and radiation of the second primary as well as the density parameter k. The stability of the triangular points depends largely on the values of k. The destabilizing tendencies of the oblateness and radiation factors were enhanced when k > 0 and weakened for k .展开更多
In studying the effects of radiation and oblateness of the primaries on the stability of collinear equilibrium points in the Robes restricted three-body problem we observed the variations of the density parameter k wi...In studying the effects of radiation and oblateness of the primaries on the stability of collinear equilibrium points in the Robes restricted three-body problem we observed the variations of the density parameter k with the mass parameter μ for constant radiation and oblateness factors on the location and stability of the collin-ear points L1, L2and L3. It is also discovered that the collinear points are unstable for k > 0 and stable for k < 0.展开更多
The design themes of three Qing dynasty imperial dragon robes from the University of Hawaii at Manoa Costume Collection act as carriers of the Chinese yin-yang philosophy. The information shared by these imperial drag...The design themes of three Qing dynasty imperial dragon robes from the University of Hawaii at Manoa Costume Collection act as carriers of the Chinese yin-yang philosophy. The information shared by these imperial dragon robes are discussed through a cultural and technological analysis of the symbolic motifs and fabric structures of these garments to reveal the cultural and social impact ofyin-yang on Qing imperial costume design.展开更多
The positions and linear stability of the equilibrium points of the Robe’s circular restricted three-body problem, are generalized to include the effect of mass variations of the primaries in accordance with the unif...The positions and linear stability of the equilibrium points of the Robe’s circular restricted three-body problem, are generalized to include the effect of mass variations of the primaries in accordance with the unified Meshcherskii law, when the motion of the primaries is determined by the Gylden-Meshcherskii problem. The autonomized dynamical system with constant coefficients here is possible, only when the shell is empty or when the densities of the medium and the infinitesimal body are equal. We found that the center of the shell is an equilibrium point. Further, when k﹥1;k?being the constant of a particular integral of the Gylden-Meshcherskii problem;a pair of equilibrium point, lying in the -plane?with each forming triangles with the center of the shell and the second primary exist. Several of the points exist depending on k;hence every point inside the shell is an equilibrium point. The linear stability of the equilibrium points is examined and it is seen that the point at the center of the shell of the autonomized system is conditionally stable;while that of the non-autonomized system is unstable. The triangular equilibrium points on the -plane of both systems are unstable.展开更多
Ca2+ release through ryanodine receptors (RyRs) plays an important role in excitation-contraction coupling in heart and smooth muscle. FKBP12.6 proteins
Compression and expansion of a working gas due to the pressure oscillation of an oscillating flow can lead to a temperature variation of the working gas, which will affect the heat transfer in the oscillating flow. Th...Compression and expansion of a working gas due to the pressure oscillation of an oscillating flow can lead to a temperature variation of the working gas, which will affect the heat transfer in the oscillating flow. This study focuses on the impact of the compression-expansion effect, indicated by the pressure ratio, on the heat transfer in a finned heat exchanger under practical operating conditions of the ambient-temperature heat exchangers in Stirling-type pulse tube refrigerators. The experimental results summarized as the Nusselt number are presented for analysis. An increase in the pressure ratio can result in a marked rise in the Nusselt number, which indicates that the compression-expansion effect should be considered in characterizing the heat transfer of the oscillating flow, especially in the cases with a higher Valensi number and a lower maximum Reynolds number.展开更多
The purpose of the current investigation is to examine the influence of different physical parameters on the entropy gene- ration. The entropy generation number due to heat transfer and fluid friction is formulated. T...The purpose of the current investigation is to examine the influence of different physical parameters on the entropy gene- ration. The entropy generation number due to heat transfer and fluid friction is formulated. The velocity and temperature distributions across the tube are presented along with pressure attributes. Exact analytical solution for velocity and temperature profile is obtained. It is found that the entropy generation number attains high values in the region close to the walls of the tube, while it falls to low values near the center of the tube.展开更多
This essay explores the history of the scholar＇s robe as a nexus of material culture and political power. It focuses on the controversial garment --called ren 衽-found pervasively in the Confucian canon and confirmed...This essay explores the history of the scholar＇s robe as a nexus of material culture and political power. It focuses on the controversial garment --called ren 衽-found pervasively in the Confucian canon and confirmed in archaeological findings. But for hundreds of years there have been disagreements and changes concerning which specific term is identified with which part of the robe, especially involving the use of ren in the scholar＇s robe. The bulk of my analysis deals with two prominent scholars＇ monographs on the robe： Huang Zongxi＇s Investigation of the Robe （Shenyi kao） and Jiang Yong＇s pointed rebuttal titled Mistakes in ＂Investigation of the R obe＂ （ Shenyi kao wu）. The intellectual and political configurations of both works are analyzed in depth in order to contrast two options of cultural identity： Chinese superiority versus cosmopolitan universalism.展开更多
文摘The linear stability of the triangular points was studied for the Robes restricted three-body problem when the bigger primary (rigid shell) is oblate spheroid and the second primary is radiating. The critical mass obtained depends on the oblateness of the rigid shell and radiation of the second primary as well as the density parameter k. The stability of the triangular points depends largely on the values of k. The destabilizing tendencies of the oblateness and radiation factors were enhanced when k > 0 and weakened for k .
文摘In studying the effects of radiation and oblateness of the primaries on the stability of collinear equilibrium points in the Robes restricted three-body problem we observed the variations of the density parameter k with the mass parameter μ for constant radiation and oblateness factors on the location and stability of the collin-ear points L1, L2and L3. It is also discovered that the collinear points are unstable for k > 0 and stable for k < 0.
文摘The design themes of three Qing dynasty imperial dragon robes from the University of Hawaii at Manoa Costume Collection act as carriers of the Chinese yin-yang philosophy. The information shared by these imperial dragon robes are discussed through a cultural and technological analysis of the symbolic motifs and fabric structures of these garments to reveal the cultural and social impact ofyin-yang on Qing imperial costume design.
文摘The positions and linear stability of the equilibrium points of the Robe’s circular restricted three-body problem, are generalized to include the effect of mass variations of the primaries in accordance with the unified Meshcherskii law, when the motion of the primaries is determined by the Gylden-Meshcherskii problem. The autonomized dynamical system with constant coefficients here is possible, only when the shell is empty or when the densities of the medium and the infinitesimal body are equal. We found that the center of the shell is an equilibrium point. Further, when k﹥1;k?being the constant of a particular integral of the Gylden-Meshcherskii problem;a pair of equilibrium point, lying in the -plane?with each forming triangles with the center of the shell and the second primary exist. Several of the points exist depending on k;hence every point inside the shell is an equilibrium point. The linear stability of the equilibrium points is examined and it is seen that the point at the center of the shell of the autonomized system is conditionally stable;while that of the non-autonomized system is unstable. The triangular equilibrium points on the -plane of both systems are unstable.
文摘Ca2+ release through ryanodine receptors (RyRs) plays an important role in excitation-contraction coupling in heart and smooth muscle. FKBP12.6 proteins
基金Project (No. 51176167) supported by the National Natural Science Foundation of China
文摘Compression and expansion of a working gas due to the pressure oscillation of an oscillating flow can lead to a temperature variation of the working gas, which will affect the heat transfer in the oscillating flow. This study focuses on the impact of the compression-expansion effect, indicated by the pressure ratio, on the heat transfer in a finned heat exchanger under practical operating conditions of the ambient-temperature heat exchangers in Stirling-type pulse tube refrigerators. The experimental results summarized as the Nusselt number are presented for analysis. An increase in the pressure ratio can result in a marked rise in the Nusselt number, which indicates that the compression-expansion effect should be considered in characterizing the heat transfer of the oscillating flow, especially in the cases with a higher Valensi number and a lower maximum Reynolds number.
文摘The purpose of the current investigation is to examine the influence of different physical parameters on the entropy gene- ration. The entropy generation number due to heat transfer and fluid friction is formulated. The velocity and temperature distributions across the tube are presented along with pressure attributes. Exact analytical solution for velocity and temperature profile is obtained. It is found that the entropy generation number attains high values in the region close to the walls of the tube, while it falls to low values near the center of the tube.
文摘This essay explores the history of the scholar＇s robe as a nexus of material culture and political power. It focuses on the controversial garment --called ren 衽-found pervasively in the Confucian canon and confirmed in archaeological findings. But for hundreds of years there have been disagreements and changes concerning which specific term is identified with which part of the robe, especially involving the use of ren in the scholar＇s robe. The bulk of my analysis deals with two prominent scholars＇ monographs on the robe： Huang Zongxi＇s Investigation of the Robe （Shenyi kao） and Jiang Yong＇s pointed rebuttal titled Mistakes in ＂Investigation of the R obe＂ （ Shenyi kao wu）. The intellectual and political configurations of both works are analyzed in depth in order to contrast two options of cultural identity： Chinese superiority versus cosmopolitan universalism.
