RUS  ENG
Full version
PEOPLE

Formalev Vladimir Fedorovich

Publications in Math-Net.Ru

  1. Simulation of heat and mass transfer on blunt bodies under aerodynamic heating of high-speed aircraft

    TVT, 61:3 (2023),  398–404
  2. Wave heat transfer in heat-shielding materials with an exponential-like nonlinear dependence of thermal conductivity on temperature

    TVT, 60:5 (2022),  797–800
  3. Heat and mass transfer on the side surfaces of blunt nose parts of hypersonic aircraft

    TVT, 59:5 (2021),  797–800
  4. Modeling heat and mass transfer during periodical spraying of a high-temperature heat-resistant coating

    TVT, 59:4 (2021),  566–570
  5. The thermal state of a packet of cooled microrocket gas-dynamic lasers

    Pisma v Zhurnal Tekhnicheskoi Fiziki, 46:5 (2020),  44–47
  6. Modeling of heat and mass transfer in heat-shielding composite materials based on the universal law of binder decomposition

    TVT, 58:3 (2020),  412–418
  7. On the universal law of the decomposition of thermal-protective binder composite materials at high temperatures

    TVT, 58:1 (2020),  91–96
  8. On thermal solitons with wave heat transfer in restricted areas

    TVT, 57:4 (2019),  543–547
  9. Effect of components of the heat conductivity tensor of heat-protection material on the value of heat fluxes from the gasdynamic boundary layer

    TVT, 57:1 (2019),  66–71
  10. Wave heat transfer in the orthotropic half-space under the action of a nonstationary point source of thermal energy

    TVT, 56:5 (2018),  756–760
  11. On the wave heat transfer at times comparable with the relaxation time upon intensive convective-conductive heating

    TVT, 56:3 (2018),  412–416
  12. Time-dependent heat transfer in a plate with anisotropy of general form under the action of pulsed heat sources

    TVT, 55:5 (2017),  778–783
  13. On inverse boundary heat-conduction problems for recovery of heat fluxes to anisotropic bodies with nonlinear heat-transfer characteristics

    TVT, 55:4 (2017),  564–569
  14. Optimal way for choosing parameters of spacecraft’s screen-vacuum heat insulation

    TVT, 55:1 (2017),  108–114
  15. Nonstationary heat transfer in anisotropic half-space under the conditions of heat exchange with the environment having a specified temperature

    TVT, 54:6 (2016),  876–882
  16. Heat and mass transfer in thermal protection composite materials upon high temperature loading

    TVT, 54:3 (2016),  415–422
  17. Modeling conjugate heat transfer in packets of small-size planar gas-dynamic cooled nozzles

    TVT, 53:5 (2015),  735–740
  18. Localization of thermal disturbances in nonlinear anisotropic media with absorption

    TVT, 53:4 (2015),  579–584
  19. The inverse boundary thermal conductivity problem of recovery of heat fluxes to the boundries of anisotropic bodies

    TVT, 53:1 (2015),  72–77
  20. Wave heat transfer in anisotropic space with nonlinear characteristics

    TVT, 52:5 (2014),  704–709
  21. A methodology for solving inverse coefficient problems of determining nonlinear thermophysical characteristics of anisotropic bodies

    TVT, 51:6 (2013),  875–883
  22. Thermal shock waves in nonlinear solid media

    TVT, 50:6 (2012),  799–803
  23. Simulation of Heat Waves in An Nonlinear Anisotropic Space

    Vestn. Samar. Gos. Tekhn. Univ., Ser. Fiz.-Mat. Nauki [J. Samara State Tech. Univ., Ser. Phys. Math. Sci.], 1(20) (2010),  239–243
  24. The effect of longitudinal nonisothermality on conjugate heat transfer between wall gasdynamic flows and blunt anisotropic bodies

    TVT, 47:2 (2009),  247–253
  25. Conjugate heat transfer between wall gasdynamic flows and anisotropic bodies

    TVT, 45:1 (2007),  85–93
  26. Heat transfer under conditions of phase transitions in bodies with anisotropic properties

    TVT, 44:5 (2006),  756–763
  27. An analytical investigation of heat and mass transfer under conditions of film cooling of bodies

    TVT, 44:1 (2006),  107–112
  28. Chipashvili. Numeric simulation of heat transfer in anisotropic bodies with discontinuous parameters

    Matem. Mod., 16:5 (2004),  94–102
  29. Analytical simulation of heat condition of anisotropic plate with heat exchange at free boundaries

    Matem. Mod., 15:6 (2003),  107–110
  30. Simulation of the thermal state of composite materials

    TVT, 41:6 (2003),  935–941
  31. An Analytical Study into Conjugate Heat Transfer on the Boundaries of Anisotropic Bodies

    TVT, 40:6 (2002),  993–999
  32. Analytic solution of second initial boundary problem of anisotropic heat conduction

    Matem. Mod., 13:7 (2001),  21–25
  33. Heat and mass transfer in anisotropic bodies

    TVT, 39:5 (2001),  810–832
  34. Noniteration method of numerical solution for conjugated problems of boundary layer and anisotropic heat conduction

    Matem. Mod., 12:6 (2000),  35–38
  35. A study of conjugate heat transfer between boundary layer and bodies possessing anisotropic properties

    TVT, 37:5 (1999),  772–778
  36. Investigation of three-dimensional nonstationary thermal conductivity in anisotropic bodies, based on analytical solution of the problem

    TVT, 36:2 (1998),  239–245
  37. Simulation of nonlinear nonisothermal filtration under the conditions of film cooling of anisotropic bodies

    TVT, 35:2 (1997),  286–292
  38. Implicit economizing method for numerical solution of problems containing mixed derivatives

    Matem. Mod., 8:6 (1996),  27–32
  39. Temperature field studies on the basis of an analytic solution of the two-dimensional problem of anisotropic thermal conductivity

    TVT, 32:4 (1994),  518–523
  40. Numerical investigation of associated heat exchange under conditions of filtration and film cooling of blunt anisotropic bodies

    TVT, 30:2 (1992),  334–344
  41. Analytic solution of a three-dimensional time-dependent heat conduction problem with heat conduction tensor

    Differ. Uravn., 26:7 (1990),  1277–1279
  42. Analysis of two-dimensional temperature fields in anisotropic bodies with allowance for moving boundaries and a high degree of anisotropy

    TVT, 28:4 (1990),  715–721
  43. Two-dimensional nonlinear heat-conduction problems in anisotropic bodies

    TVT, 26:6 (1988),  1122–1127


© Steklov Math. Inst. of RAS, 2025