Results 31 to 40 of about 302,470 (301)
Large-signal averaged models of the non-ideal flyback converter derived by the separation of variables [PDF]
The main topic of the paper is the large signal averaged model of a switch-mode flyback power converter. The use of the large-signal averaged models of switching converters allows for fast simulation of power systems.
W. Janke, M. Bączek, J. Kraśniewski
doaj +1 more source
Airborne Separation Assurance Systems: towards a work programme to prove safety [PDF]
With Full Delegation Airborne Separation Assurance System (ASAS), separation control would be delegated to the (properly equipped) aircraft, i.e. aircraft pilots are responsible for aircraft separation.
Peter Brooker, Brooker, Peter
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Operator equations, separation of variables and relativistic alterations
In this paper, a simple and unified method is developed that predicts the relativistic alterations of physical measures when the behavior of a natural system is characterized by means of a specific operator equation. Separation of variables is the simple
Robert A. Hermann
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Spectral measures and separation of variables
This article gives an expression for the spectral measure corresponding to a self-adjoint operator for which separation of variables is possible. The construction makes use of the amalgamation theorem for normal operators in a natural way to obtain the ...
Fox, David W.
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Image conditions for polar and cylindrical coordinate separation-of-variables acoustic multiple scattering models with perfectly reflecting flat boundaries [PDF]
This article addresses efficient implementation of the method of images for acoustic multiple scattering models (MSM) with perfectly reflecting flat boundaries.
Ho-Chul Shin, Shin, Ho-Chul, Shin, H.-C.
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Approximate analytical solutions are presented for the transient thermoelastic problem of rectangular plates with time-dependent convection and radiation boundaries.
Zhong Zhang +4 more
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Symmetries and Separation of Variables
Abstract In this paper, we look at the method of separation of variables of a PDE from its symmetry transformation point of view. Specifically, we discuss the relation between the existence of additively and multiplicatively separated variables of a PDE, and the form of its symmetry operators.
Rosenhaus, V. +2 more
openaire +2 more sources
New Variables of Separation for the Steklov-Lyapunov System
A rigid body in an ideal fluid is an important example of Hamiltonian systems on a dual to the semidirect product Lie algebra e(3)=so(3)⋉R^3. We present the bi-Hamiltonian structure and the corresponding variables of separation on this phase space for ...
Andrey V. Tsiganov
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Product solutions and separation of variables
This paper consists of two independent notes, whose common features are (a) their concern with "product-form" functions and (b) their use of an abstract-algebra setting to isolate the essential features of the problems treated.
Goldman, A. J.
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Integrability by separation of variables [PDF]
We study the integrability in the Jacobi sense (integrability by separation of variables), of the Hamiltonian differential systems using the Levi-Civita Theorem.
Llibre, Jaume, Ramírez, Rafael Orlando
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