Construction of rotational solutions for unperturbed conservative systems with one degree of freedom in inverse powers of energy
Construction of rotational solutions for unperturbed conservative systems with one degree of freedom in inverse powers of energy
L.D. Akulenko
A unified representation of the isotopic and space-time properties of elementary particles
A unified representation of the isotopic and space-time properties of elementary particles
D.D. Ivanenko and B.N. Frolov
The effect of damping on the polarization properties of recoil electrons in ν⃑e-scattering
The effect of damping on the polarization properties of recoil electrons in ν⃑e-scattering
Yu.P. Ivanov
Vibrational relaxation in $I_2-He$ and $I_2-Ar$ systems
Vibrational relaxation in $I_2-He$ and $I_2-Ar$ systems
V.D. Kosynkin and N.A. Generalov
The reactive parameters of multitank oscillators with delay
The reactive parameters of multitank oscillators with delay
L.F. Kiseleva, O.A. Kurdyumov, and I.I. Minakova
Certain properties of moving bands at average pressures
Certain properties of moving bands at average pressures
A.A. Zaitsev and N.A. Miskinova
Possible particle-like solutions of nonlinear electromagnetic field equations
Possible particle-like solutions of nonlinear electromagnetic field equations
G.N. Shikin
Three types of nonlinear electromagnetic field equations are considered, corresponding to three types of nonlinear terms: a field function of arbitrary degree, the derivative of a function of arbitrary degree, and a mixed term in a function and derivative. For each equation three types of solution are considered, corresponding to three types of argument, reducing the nonlinear partial differential equation to a nonlinear ordinary differential equation. The possibility of these equations having particle-like solution is examined. Only an equation whose nonlinearity is in the function can have a particle-like solution.
Show AbstractOn the interaction forces between an electromagnetic wave and a bunched plasma
On the interaction forces between an electromagnetic wave and a bunched plasma
Yu. N. Lobanov, E. S. Lonskii, and E. I. Urazakov
The forces acting in free space on a bunched plasma of spherical form when a plane electromagnetic wave is incident on it are calculated. The dependence of the energy of the plasma on the acceleration time and on the path covered by the plasma is derived.
Show AbstractTheoretical and experimental investigation of rotation of the plane of polarization in a circular waveguide with a ferrite rod
Theoretical and experimental investigation of rotation of the plane of polarization in a circular waveguide with a ferrite rod
V.P. Modenov, A.I. Obraztsov, and L.M. Platonova
Results are given of some computer calculations of the rotation of the plane of polarization and the phase change in a circular waveguide with a ferrite rod, and they are compared with experimental data. Two methods of computation are used. The first is based on the solution of a transcendental equation, and the second reduces the initial electrodynamic problem to the solution of a boundary value problem for a set of ordinary differential equations. The second method, applied in the present case to the design of a Faraday rotator, facilitates the design of quite complicated ferrite structures. The results are in good qualitative agreement with experiment.
Show AbstractMotion of a rotationally charged bunch along the axis of a semiinfinite circular waveguide
Motion of a rotationally charged bunch along the axis of a semiinfinite circular waveguide
E.I. Urazakov
The Wiener-Hopf method [2] is used to find the field excited by a distributed rotationally symmetric charged bunch traveling along the axis of a semiinfinite circular waveguide with finite wall conductance. The radiation fields are obtained for the bunch traveling past the open end and in the interior of the waveguide. From these results, the forces acting on the bunch can be found. The results also hold at relativistic velocities.
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