Results 271 to 280 of about 266,479 (327)
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Progress of Theoretical Physics, 1959
The problem of nuclear moments of inertia is considered taking into account the effect of the internal motion phenomenologically. The kinetic energy of the internal motion is assumed to take the form of that of a symmetrical top. When the interactions between the irrotational and the internal motions are strong, the total system has a rotational energy
Miyazima, Tatuoki, Wada, Yasushi
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The problem of nuclear moments of inertia is considered taking into account the effect of the internal motion phenomenologically. The kinetic energy of the internal motion is assumed to take the form of that of a symmetrical top. When the interactions between the irrotational and the internal motions are strong, the total system has a rotational energy
Miyazima, Tatuoki, Wada, Yasushi
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Proceedings of the Physical Society. Section A, 1957
A formula proposed by the author for the calculation of the moment of inertia of a nuclear system is discussed. A simple calculation using the model of a deformed oscillator well for the mean nuclear potential gives the result MΣZ2 for a prolate distribution, approximately half the rigid moment; it is suggested that this result incorporates most of the
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A formula proposed by the author for the calculation of the moment of inertia of a nuclear system is discussed. A simple calculation using the model of a deformed oscillator well for the mean nuclear potential gives the result MΣZ2 for a prolate distribution, approximately half the rigid moment; it is suggested that this result incorporates most of the
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Moments of Inertia and Graph Separators
Journal of Combinatorial Optimization, 1997zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Keith D. Gremban +2 more
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On the Moments of Inertia of Nuclei
Proceedings of the Physical Society. Section A, 1957The variational method developed in the previous paper is applied to the calculation of nuclear moments of inertia using an anisotropic harmonic well and neglecting spin-orbit couplings. The inter-nucleon forces are assumed to have a Gaussian form, either with zero range or with a realistic range, and in the latter case either for ordinary (Wigner ...
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1977
In considering the kinetics of a rigid body we shall meet the quantity Σ(δm)r2 where δm is the mass of some particle at a perpendicular distance r from a particular axis. The summation symbol implies the addition of all the products indicated over the complete rigid body, and is termed the moment of inertia I with respect to the particular axis, which ...
J. H. Hughes, K. F. Martin
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In considering the kinetics of a rigid body we shall meet the quantity Σ(δm)r2 where δm is the mass of some particle at a perpendicular distance r from a particular axis. The summation symbol implies the addition of all the products indicated over the complete rigid body, and is termed the moment of inertia I with respect to the particular axis, which ...
J. H. Hughes, K. F. Martin
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2017
Designing spinning or rotating machines can be complex and generally requires a bit of calculus. However, we can look at some simplified cases and design a few pieces that can help you analyze the motion of spinning—or in the case of this chapter, rolling—objects.
Joan Horvath, Rich Cameron
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Designing spinning or rotating machines can be complex and generally requires a bit of calculus. However, we can look at some simplified cases and design a few pieces that can help you analyze the motion of spinning—or in the case of this chapter, rolling—objects.
Joan Horvath, Rich Cameron
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The American Mathematical Monthly, 1897
(1897). Moments of Inertia. The American Mathematical Monthly: Vol. 4, No. 12, pp. 303-306.
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(1897). Moments of Inertia. The American Mathematical Monthly: Vol. 4, No. 12, pp. 303-306.
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2016
Moments of Inertia are used in beam theories (cf. Volume 2). Moments of second order of an area A, as for example of a cross sectional area of a beam, are defined as follows.
Dietmar Gross +4 more
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Moments of Inertia are used in beam theories (cf. Volume 2). Moments of second order of an area A, as for example of a cross sectional area of a beam, are defined as follows.
Dietmar Gross +4 more
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Variational approach to the moment of inertia
Physical Review C, 1980We derive an approximate expression for the moment of inertia theta in the framework of the cranked Hartree-Fock theory. Our method allows for a detailed study of the role of spin-orbit and two-body nuclear potentials. In particular it is shown that in /sup 20/Ne the two-body interaction lowers by 30% the rigid value of theta.
Stringari, Sandro, Lipparini, Enrico
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