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Electron-beam bifurcation in the field of an open cavity

Electron-beam bifurcation in the field of an open cavity

Yu.K. Alekseev, A.I. Kostienko

Moscow University Physics Bulletin 1985. 40. N 1. P. 93

Current density modulation has been examined for a broad strip beam in the field of an open cavity. An expression has been obtained for the spectrum of the convection current at the output from the modulator with allowance for the beam bifurcation in the standing-wave field. Averaging the harmonic amplitudes over the beam cross section shows that the bifurcation only slightly reduces the mean energy stored in the beam at the modulating frequency.

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The ratio of the external and internal perimeters of a percolation cluster

The ratio of the external and internal perimeters of a percolation cluster

I.M. Sokolov

Moscow University Physics Bulletin 1985. 40. N 1. P. 96

The topological features of percolation clusters are used with similarity arguments to derive an asymptotic dependence of the ratio of the external and internal perimeters for a very large finite cluster on the diameter.

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Reduced efficiency in induced Raman scattering excitation in a cavity under conditions of induced Mandelshtam-Brillouin mode interaction

Reduced efficiency in induced Raman scattering excitation in a cavity under conditions of induced Mandelshtam-Brillouin mode interaction

O.M. Vokhnik, I.V. Zykanova, V.I. Odintsov, L.P. Rogacheva

Moscow University Physics Bulletin 1985. 40. N 1. P. 99

It has been shown from theory and experiment that induced Mandelshtam-Brillouin longitudinal-mode interaction in the cavity involved in induced Raman scattering excitation may lead to a considerable reduction in the pumping conversion factor and to increase in the Raman scattering line width.

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Effects of radiation defects due to the $(n, \gamma)$ reaction on the hyperfine interaction of $^{181}Ta$ in $YFe_2$

Effects of radiation defects due to the $(n, \gamma)$ reaction on the hyperfine interaction of $^{181}Ta$ in $YFe_2$

M.D. Bondar'kov, M. Budzinski, A.A. Sorokin, L.G. Shpin'kova

Moscow University Physics Bulletin 1985. 40. N 1. P. 103

Measurements have been made by the perturbed angular $\gamma \gamma$ correlation method, which have shown that the magnetic fields at the $^{181}Ta$ a nuclei at regular nodes in the Y sublattice differ from those at the defective positions produced by $(n, \gamma)$ reaction not only in magnitude but also in sign: $H_{reg}$ = -14,4 T, $H_{def}$ = + 62 T.

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Picosecond laser spectroscopy applied to the unrelaxed ground states of luminescence centers with large Stokes losses

Picosecond laser spectroscopy applied to the unrelaxed ground states of luminescence centers with large Stokes losses

V.N. Salomatov, S.N. Mysovskii

Moscow University Physics Bulletin 1985. 40. N 1. P. 106

A study is made of the scope for examining the unrelaxed ground state of a luminescence center with high Stokes loss on increasing the population of that state by means of amplified light pulses acting on the crystal in synchronism with test ones.

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Effects of an electric field on the photoelectric parameters of a-Si:H

Effects of an electric field on the photoelectric parameters of a-Si:H

I.A. Kurova, N.N. Ormont

Moscow University Physics Bulletin 1985. 40. N 1. P. 109

Measurements have been made on the temperature dependence of the stationary band-band photoconductivity, the lux-ampere characteristic LAC, and the voltage-current characteristic (VCC) for a-Si:H films in electric fields of up to $2\cdot 10^4 V\cdot cm^{-1}$. In weak fields, there is thermal photoconductivity quenching, and the LAC becomes superlinear in the quenching region. It is found that an electric field can suppress the thermal quenching of the stationary band-band photoconductivity and the superlinearity in the LAC.

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Von Neumann algebras for arbitrary-spin fields

Von Neumann algebras for arbitrary-spin fields

D.G. Fedorov, S.S. Khoruzhii

Moscow University Physics Bulletin 1984. 39. N 6. P. 1

A modification of Khoruzhii's method is formulated for a system of Whiteman fields of arbitrary spin, which enables one to use the modular Tomita-Takesaki theory to put the Whiteman fields into correspondence with local von Neumann field algebras without imposing additional conditions on the fields. This provides a network of von Neumann algebras for fields of any spin that satisfies all the axioms in the algebraic approach, including the axiom of locality in the generalized form of locality with torsion.

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Effects of collisions of the second kind between electrons and excited atoms on the electron energy distribution in an inert-gas plasma

Effects of collisions of the second kind between electrons and excited atoms on the electron energy distribution in an inert-gas plasma

A.P. Ershov, A.A. Kuzovnikov

Moscow University Physics Bulletin 1984. 39. N 6. P. 5

A numerical solution to the kinetic equation is used to consider the effects of collisions of the second kind between electrons and excited atoms on the electron energy distribution and the rates of inelastic processes in a stationary neon-xenon plasma. The effects become substantial at values of the reduced electric field E/p of the order of tenths of a $V\cdot cm^{-1} \cdot Torr^{-1}$ and degrees of ionization $p<10^{-6}$ if the over-all concentration of the atoms in the lower excited levels exceeds the electron concentration.

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Photoconductivity and photo-EMF under relaxation conditions. Part 2

Photoconductivity and photo-EMF under relaxation conditions. Part 2

Yu.P. Drozhdov

Moscow University Physics Bulletin 1984. 39. N 6. P. 10

A simple model is considered that provides a qualitative explanation of the intensity and temperature dependence of the photocurrent observed for various materials.

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The Hamiltonian forms of some integration methods

The Hamiltonian forms of some integration methods

Yu.G. Pavlenko

Moscow University Physics Bulletin 1984. 39. N 6. P. 16

Three integration methods are considered in Hamiltonian form: the rapidly rotating phase method, generalization of the Newton-Kantorovich method for arbitrary systems, and Fock's fifth-parameter method, which opens up a new approach to integrating Maxwell's equations.

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