With the help of mathematical methods the opportunity isentropical
to compress hydrogen with the real equation of a condition up
to enough large meanings of density, at which given
environment any more does not satisfy to properties
normal is investigated. In space special independent variable as
an infinite converging series the current describing shockless
compression of flat, cylindrical and spherical layers of gas is
constructed. The analysis of factors of a series shows,
that at compression of hydrogen up to considered
meanings of density up to the moment of strong
compression in current necessarily there are infinite gradients.
The automodelling decisions describing convergence of waves
compression on an axis or in the centre of symmetry also are
investigated. With the help of the numerical decision of the
appropriate systems of the ordinary differential equations is
shown, that shockless the compression originally homogeneous
and quiet cylindrical and spherical volumes of hydrogen
with the given equation of a condition is possible only up to
the appropriate meanings of density.
Note. Abstracts are published in author's edition
© 1996-2001, Institute of computational Techologies SB RAS, Novosibirsk
© 1996-2001, Siberian Branch of Russian Academy of Science, Novosibirsk
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