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High-Temperature Laminar Gas Jet

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Paradoxes in Aerohydrodynamics

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Abstract

Researchers’ attention is more and more persistently drawn to the problem of the flow of a viscous compressible gas into the medium of other properties due to use of high-temperature plasma jets, development of rocket engineering, and, finally, issues of modern combustion appliances formation.

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Notes

  1. 1.

    Equations (7.2.6) can be easily transferred to the system (7.2.2) if we carry out assessment of the nonlinear terms and discard the factorization terms of σ = i avg/i 0i avg and higher.

  2. 2.

    We shall point out that although the work [8] provides a solution only for the plane case, a similar solution for the heat distribution can be obtained in cylindrical \( \left(\alpha =2\beta \right) \) and spherical \( \left(\alpha =3\beta \right) \) coordinates.

References

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  2. Loicsanski, L.G.: Laminarnyi pogranichnyi sloi. M.: Nauka (1962).

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  4. Bai-Shi-I.: Teoriya strui (per. s angl.). M.: Fizmatgiz (1960)

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  5. Toose, D.G.: The laminar motion of a plane symmetrical jet of compressible fluid. Quart. J. Mech. Appl. Math. 5(2), 155–164 (1952)

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  6. Reznichenko, I.T.: Rasprostraneniye laminarnoi strui szhimaiemogo gaza v bezgranichnom prostranstve zatoplennom tem zhe gazom. Tr. LPI - №5 (1953)

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  8. Zeldovich, I.B., Kompaneiecs, A.S.: K teorii rasprostraneniya tepla pri teploprovodnosti, zavisyashei ot temperatury//Sb. posvyashennyi 70-letiyu akad. A.F.Ioffe. M.: Izd. AN SSSR (1950)

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Yershin, S.A. (2017). High-Temperature Laminar Gas Jet. In: Paradoxes in Aerohydrodynamics. Mathematical Engineering. Springer, Cham. https://doi.org/10.1007/978-3-319-25673-3_7

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  • DOI: https://doi.org/10.1007/978-3-319-25673-3_7

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  • Publisher Name: Springer, Cham

  • Print ISBN: 978-3-319-25671-9

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