Titlebook: High-Latitude Space Plasma Physics; Bengt Hultqvist,Tor Hagfors Book 1983 Springer Science+Business Media New York 1983 Plasma.earth.plane

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Solar Wind-Magnetosphere Energy Coupling shown that the energy coupling function ε and the three-dimensional current distribution derived from the IMS Alaska meridian chain data have provided a new insight into the entire energy transfer chain process from the magnetopause to the ionosphere. A number of suggestions are made for better und

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周年纪念日

Cold Plasma Distribution Above a Few Thousand Kilometers at High Latitudesvailable before. The unique combination of coplanar orbits which simultaneously sample the low altitude ionospheric and atmospheric signatures (DE-2) and the high altitude phenomena of the inner magnetosphere (DE-1) furnishes new measurements of the coupling of plasmas and fields between these funda

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The Hot Ion Composition, Energy, and Pitch Angle Characteristics Above the Auroral Zone Ionospheree auroral acceleration regions although some inferences about the gross characteristics of the ion source regions were possible from observations of precipitating hot 0. ions (Johnson et al., 1975). The initial, and still the most comprehensive, ion composition measurements in and above the auroral

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The Hot Electrons in and Above the Auroral Ionosphere: Observations and Physical Implicationstion. The mystery is nowhere more intriguing than where it surrounds the electrons that are the prime cause of the excitation. There is now widespread agreement that photon emission is controlled directly by the energy flux carried by electrons into the atmosphere (Omholt, 1959; Bryant et al., 1970;

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High Latitude Electromagnetic Plasma Wave Emissions with auroras. As long ago as 1933, Burton and Boardman (1933) detected bursts of very-low-frequency (VLF) “static” at high latitudes that occurred simultaneously with flashes of auroral light. Later a variety of investigations using ground VLF radio receivers at high latitudes firmly established th

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pproximation, shape preserving, and localization properties. Section 2 contains some preliminaries on the Choquet integral. In Sect. 3, we obtain quantitative estimates in uniform and pointwise approximation for the following mixed type operators: max-product Bernstein–Kantorovich–Choquet operator,

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T. Hagforsper half-plane is considered, as well as related Hilbert spaces of entire functions. Both the Hardy space and the spaces of entire functions admit dissipative imaginary shifts. The dissipative property implies that the weight function has an analytic extension to a half-plane which contains the uppe

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Kerstin Fredgahms for these problems in terms of the amount of locality in the input sequence. We define a measure for locality that is based on Denning’s working set model and express the performance of well known algorithms in term of this parameter. This introduces parameterized-style analysis to online algori