2009
DOI: 10.1134/s1063772909040027
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Mathematical modeling of a jet in the vicinity of a compact object

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Cited by 1 publication
(7 citation statements)
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“…As in [18], we construct the boundary conditions by placing the sound point of the flow onto the outflow boundary in the case that the true sound point lies outside the calculation region. The calculations show [13] that the use of the ordinary sound point ( where is the gas sound speed) for a nonre flecting approximation of boundary conditions in the magnetic hydrodynamics proves to be sufficient, and there is no need to consider specifically Alfven's, rapid and slow magnetic sound velocities.…”
Section: Mathematical Modelmentioning
confidence: 97%
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“…As in [18], we construct the boundary conditions by placing the sound point of the flow onto the outflow boundary in the case that the true sound point lies outside the calculation region. The calculations show [13] that the use of the ordinary sound point ( where is the gas sound speed) for a nonre flecting approximation of boundary conditions in the magnetic hydrodynamics proves to be sufficient, and there is no need to consider specifically Alfven's, rapid and slow magnetic sound velocities.…”
Section: Mathematical Modelmentioning
confidence: 97%
“…One of the variants is a "tight switch": with magnetic force lines to achieve an angle with the normal (we denote it by ) of 30°, the type of the boundary condition changes from impermeability to the free inflow of mass into the reference region with the mentioned way of the selection of the speed and with the condition that the normal derivative density on the disc surface equals zero. It is this variant that was executed in [12,13] and is discussed below. We note that the impermeability condition provides equality to zero for the speed component normal to the disc at the free change of its other components.…”
Section: Boundary Conditions On the Thin Accretion Discmentioning
confidence: 99%
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