References
1. Abdilghanie, A. M., & Diamessis, P. J. (2013). The internal gravity wave field emitted by a
stably stratified turbulent wake. Journal of Fluid Mechanics, 720, 104–139.
2. Bulatov, V. V., & Vladimirov, Y. V. (2007). Internal gravity waves: Theory and applications.
Moscow: Nauka Publishers.
3. Bulatov, V. V., & Vladimirov, Y. V. (2010). Far fields of internal gravity waves in stratified
media of variable depth. Russian Journal of Mathematical Physics, 17(4), 400–412. https://
doi.org/10.1134/S1061920810040035.
4. Bulatov, V. V., & Vladimirov, Y. V. (2011). The uniform asymptotic form of the internal
gravity wave field generated by a source moving above a smoothly varying bottom. Journal
of Engineering Mathematics, 69(2), 243–260. https://doi.org/10.1007/s10665-010-9388-6.
5. Bulatov, V. V., & Vladimirov, Y. V. (2012). Wave dynamics of stratified mediums. Moscow:
Nauka Publishers.
6. Bulatov, V. V., & Vladimirov, Y. V. (2014). Exact and asymptotic solutions of the equation
of internal gravity wave in a wedge-shaped region. Journal of Applied Mathematics and
Mechanics, 78(5), 494–501. https://doi.org/10.1016/j.jappmathmech.2015.03.008.
7. Bulatov, V. V., & Vladimirov, Y. V. (2014). Asymptotical analysis of internal gravity wave
dynamics in stratified medium. Applied Mathematical Sciences, 8(5), 217–240. https://doi.
org/10.12988/ams.2014.311637.
8. Massel, S. R. (2015). Internal gravity waves in the shallow seas. Berlin: Springer.
9. Mauge, R., & Gerkema, T. (2008). Generation of weakly nonlinear non-hydrostatic internal
tides over large topography: A multi-modal approach. Nonlinear Processes in Geophysics,
15, 233–244.
10. Miropolsky, Y. Z. (2001). Dynamics of internal gravity waves in the ocean. In
O. V. Shishkina (Ed.) Boston: Kluwer Academic Publishers.
11. Morozov, E. G. (1995). Semidiurnal internal wave global field. Deep Sea Research, 42(1),
135–148.
12. Morozov, E. G. (2006). Internal tides. Global field of internal tides and mixing caused by
internal tides. In J. Grue & K. Trulsen (Eds.), Waves in geophysical fluids (pp. 271–332).
Wein: Springer.
13. Pedlosky, J. (2010). Waves in the ocean and atmosphere: sntroduction to wave dynamics.
Berlin-Heidelberg: Springer.
14. Rees, T., Lamb, K. G., & Poulin, F. J. (2012). Asymptotic analysis of the forces internal
gravity waves equation. SIAM Journal of Applied Mathematics, 72(4), 1041–1060.
15. Sutherland, B. R. (2010). Internal gravity waves. Cambridge: Cambridge University Press.
126
V. V. Bulatov and Y. V. Vladimirov
1. Abdilghanie, A. M., & Diamessis, P. J. (2013). The internal gravity wave field emitted by a
stably stratified turbulent wake. Journal of Fluid Mechanics, 720, 104–139.
2. Bulatov, V. V., & Vladimirov, Y. V. (2007). Internal gravity waves: Theory and applications.
Moscow: Nauka Publishers.
3. Bulatov, V. V., & Vladimirov, Y. V. (2010). Far fields of internal gravity waves in stratified
media of variable depth. Russian Journal of Mathematical Physics, 17(4), 400–412. https://
doi.org/10.1134/S1061920810040035.
4. Bulatov, V. V., & Vladimirov, Y. V. (2011). The uniform asymptotic form of the internal
gravity wave field generated by a source moving above a smoothly varying bottom. Journal
of Engineering Mathematics, 69(2), 243–260. https://doi.org/10.1007/s10665-010-9388-6.
5. Bulatov, V. V., & Vladimirov, Y. V. (2012). Wave dynamics of stratified mediums. Moscow:
Nauka Publishers.
6. Bulatov, V. V., & Vladimirov, Y. V. (2014). Exact and asymptotic solutions of the equation
of internal gravity wave in a wedge-shaped region. Journal of Applied Mathematics and
Mechanics, 78(5), 494–501. https://doi.org/10.1016/j.jappmathmech.2015.03.008.
7. Bulatov, V. V., & Vladimirov, Y. V. (2014). Asymptotical analysis of internal gravity wave
dynamics in stratified medium. Applied Mathematical Sciences, 8(5), 217–240. https://doi.
org/10.12988/ams.2014.311637.
8. Massel, S. R. (2015). Internal gravity waves in the shallow seas. Berlin: Springer.
9. Mauge, R., & Gerkema, T. (2008). Generation of weakly nonlinear non-hydrostatic internal
tides over large topography: A multi-modal approach. Nonlinear Processes in Geophysics,
15, 233–244.
10. Miropolsky, Y. Z. (2001). Dynamics of internal gravity waves in the ocean. In
O. V. Shishkina (Ed.) Boston: Kluwer Academic Publishers.
11. Morozov, E. G. (1995). Semidiurnal internal wave global field. Deep Sea Research, 42(1),
135–148.
12. Morozov, E. G. (2006). Internal tides. Global field of internal tides and mixing caused by
internal tides. In J. Grue & K. Trulsen (Eds.), Waves in geophysical fluids (pp. 271–332).
Wein: Springer.
13. Pedlosky, J. (2010). Waves in the ocean and atmosphere: sntroduction to wave dynamics.
Berlin-Heidelberg: Springer.
14. Rees, T., Lamb, K. G., & Poulin, F. J. (2012). Asymptotic analysis of the forces internal
gravity waves equation. SIAM Journal of Applied Mathematics, 72(4), 1041–1060.
15. Sutherland, B. R. (2010). Internal gravity waves. Cambridge: Cambridge University Press.
126
V. V. Bulatov and Y. V. Vladimirov