Titlebook: Oscillations of Disks; Shoji Kato Book 2016 Springer Japan 2016 Corotation Resonance.Discoseismology.Disk Oscillations.Epicyclic Frequenci

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Derivation of Linear Wave Equations and Wave Energylerian descriptions. The former is better to examine some basic properties of oscillations, but the latter is convenient to study practical problems. In addition to wave equation, in this chapter, we derive expressions for wave energy, since the wave energy is one of important quantities which are c

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Vertical Oscillations. We shall study the characteristics of equation?(.) step by step by considering some idealized cases. First, in this chapter, we consider purely vertical oscillations, although such oscillations are not realized in actual disk systems, since the pressure variation associated with these oscillations

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Frequencies of Trapped Oscillations and Applicationxamine whether they can describe periodic or quasi-periodic oscillations observed in X-ray binaries and dwarf novae. First, we examine frequencies of p-mode, c-mode, and vertical p-mode oscillations trapped in the innermost regions of relativistic disks. The results are compared with the high-freque

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Wave-Wave Resonant Instability in Deformed Disksave resonant excitation in deformed disks. Disk deformation from axisymmetric state is widely expected in tidally deformed disks. Even in a single star, long-living (time-periodic) deformations may be present on disks (e.g., warps). Basics on a wave-wave resonant instability in deformed disks was st

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