Results 101 to 110 of about 1,518 (208)
Transformation groups and the virial theorem
, 1972 A generalization of Noether's result for classical mechanics is given, which shows that the virial theorem is related to an invariance property of the Lagrange function.
Kampen, N.G. van
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What Is Heat? Can Heat Capacities Be Negative? [PDF]
Entropy (Basel), 2023 Roduner E.
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The virial theorem for subsystems: application to a globular cluster within a galaxy
, 2004 A self-similar evolution of a globular cluster within a galaxy, which implies a one-component formulation of the virial theorem (Mouri & Taniguchi 2003), is extended to a two-component formulation (Caimmi & Secco 2003).
CAIMMI, ROBERTO
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Virial theorem and the dynamics of clusters of galaxies in the brane world models
, 2007 A version of the virial theorem, which takes into account the effects of the noncompact extra dimensions, is derived in the framework of the brane world models.
Harko, T +3 more
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Nonlinear dielectric response of dilute protein solutions. [PDF]
RSC Adv, 2023 Matyushov DV.
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The virial theorem in relativistic quantum mechanics
, 1976 For a class of potentials including the Coulomb potential q = μr−1 with ¦ μ ¦ < 1 (∗) (i.e., atomic numbers Z ⩽ 137), the virial theorem (u, α · pu) = (u, r(∂q∂r)u) is shown to hold, u being an eigenfunction of the operator Hu = TU : = (α · p + β + q)u ...
Kalf, Hubert
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Line-of-Sight Mass Estimator and the Masses of the Milky Way and Andromeda Galaxy
UniverseThe total mass of a galaxy group, such as the Milky Way (MW) and the Andromeda Galaxy (M 31), is typically determined from the kinematics of satellites within their virial zones. Bahcall and Tremaine (1981) proposed the v2r estimator as an alternative to
Danila Makarov +3 more
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, 2015 The derivation of the virial theorem is presented both in classical and quantum mechanical approach. The kinetic energy and potential energy of the mechanical energy is converted to each other due to the virial theorem.
N. Hulaguhanoglu +3 more
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The tensor virial theorem for subsystems. II
, 1984 In an earlier paper (Brosche et al, 1983), a tensor virial theorem has been formulated for subsystems and the special case of two concentric and copolar homogeneous oblate spheroids, one lying completely within the other, has been evaluated. Some special
CAIMMI, ROBERTO +2 more
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, 2011 The virial theorem and the concept of canonical-statistical distributions represent two fundamental elements of statistical physics. We apply these concepts to hand tremor oscillations recorded from six Parkinson patients. We find that the virial theorem
T. D. Frank
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