References

1. Loitsianskii, L. G., Laminar Boundary Layer (in Russian), FML, Moscow, Russia, 1962
2. Loitsianskii, L. G., Liquid and Gas Mechanics (in Russian), Nauka, Moscow, Russia, 1978
3. Krivtsova, N. V., Parameter Method of Solving the Laminar Boundary Layer Equations with Axial Pressure Gradient in the Conditions of Equilibrium Dissociation of the Gas (in Rusian), Engineering-Physical Journal, 10 (1966), 2, pp. 143-153
4. Krivtsova, N. V., Laminar Boundary Layer in an Equilibrium Dissociated Gas for Arbitrary External Velocity Distribution (in Rusian), Mekhanika Zhidkosti i Gaza, 1 (1966), 5, pp. 106-112
5. Saljnikov, V., Dallmann, U., Generalized Similarity Solutions for Three Dimensional, Laminar, Steady Compressible Boundary Layer Flows on Swept, Profiled Cylinders (in German), Institute for Theoretical Fluid Mechanics, DLR-FB 89-34, Göttingen, Germany, 1989
6. Boričić, Z., Nikodijević, D., Živković, D., One Problem of a Steady Plane MHD Boundary Layer (in Serbian), Proceedings, 19th. Yugoslav Congress of Theoretical and Applied Mechanics, Ohrid, Yugoslavia, 1990, pp. 213-217
7. Boričić, Z., Nikodijević, D., Obrović, B., Unsteady Flow of Liquid whose Electroconductivity is a Function of the Longitudinal Velocity Gradient in MHD Boundary Layer on a Body (in Serbian), Proceedings, 20th. Yugoslav Congress of Theoretical and Applied Mechanics, Kragujevac, Serbia, 1993, pp. 136-139
8. Saljnikov, V., Boričić, Z., Nikodijević, D., Parametric Method in Unsteady MHD Boundary Layer Theory of Fluid with Variable Electroconductivity, Facta Universitatis, Series: Mechanics, Automatic Control and Robotics, 2 (1997), 7/2, pp. 331-340
9. Saljnikov, V., Obrović B. and Savić, S., Ionized Gas Flow in the Boundary Layer for Different Forms of the Electroconductivity Variation Flow, Theoret. Appl. Mech., 26 (2001), 1, pp. 15-31
10. Obrović B. and Savić, S., Ionized Gas Boundary Layer on a Porous Wall of the Body within the Electroconductive Fluid, Theoret. Appl. Mech., 31 (2004), 1, pp. 47-71
11. Savić, S., Solution of the Problem of the Ionized Gas Flow in the Boundary Layer in Case of a Nonporous and a Porous Contour of the Body within the Fluid (in Serbian), Ph. D. thesis, Faculty of Mechanical Engineering, University of Kragu¬je¬vac, Kragujevac, Serbia, 2006
12. Savić S., Obrović, B., The Influence of Variation of Electroconductivity on Ionized Gas Flow in the Boundary Layer along a Porous Wall, Theoret. Appl. Mech., 33 (2006), 2, pp. 149-179
13. Schlichting, H., Boundary-Layer Theory (in German), G. Braun, Karlsruhe, Germany, 1974
14. Rossow, J., On Flow of Electrically Conducting Fluids over a Flat Plate in the Presence of a Transversal Magnetic Field, NACA-TR-1358, 44 (1958), 1, pp. 489-508
15. Obrović, B., Parametric Method in the Boundary-Layer Theory of Ionized Gas whose Electroconductivity is a Function of the Longitudinal Velocity Gradient, Acta Mechanica, 147 (2001), 1-4, pp. 35-44