Hoseini, M., and Abrishami, J., (2011). Hydraulics of open channel. Imam Reza University Press, Mashhad. (In Persian).
Koussis, A, D., Mazi, K., Lykodis, S., and Argirion, A. A., (2012). Reverse flood routing with the inverted Muskingum storage routing scheme. Journal of Natural Hazards on earth system science. 12. pp. 217-227.
Mahmoodian Shooshtari, M., (2010). Principles of flow in open channels. Shahid Chamran University Press, Ahvaz. (In Persian).
Ningning, L., Feng, J., and Jun, Z., (2012). Flood routing based on diffusion wave equation using Lattice Boltzman method. Journal of procedia engineering. 28. pp. 190-195.
Noye, J., (1982). Finite difference methods for partial differential equations, in Noye, J. (Ed.), Numerical Solutions of Partial Differential Equations. North-Holland, New York. 647 pp.
Oodi, SH. (2016). Inverse flood routing using diffusion wave model. M.S.C. dissertation, University of Bu Ali Sina, Hamadan.
Price, R. K., (1982). A nonlinear theory of flood wave propagation. Journal of Appl. Math. Modeling. Vol.6.
Singh, V.P., Wang, G-T. and Adrian, D.D., (1997). Flood routing based on diffusion wave Eq. using mixing cell method. Hydrological Process. 11, pp. 1881–1894.
Wang, G.T., Chen, S. and Boll, J., (2003a). A semi-analytical solution of the Saint-Venant Eqs. for channel flood routing. Water Resour.Res, 39 (4), pp. 1076.
Wang, G.T., Chen, S. and Boll, J., Singh, V.P., (2003b). Nonlinear convection-diffusion Eq. with mixing-cell method for channel flood routing. Journal of Hydraulic engineering, ASCE, 8 (5), pp. 259–265.
Wang, G.T., Chunmei Y., Cairo, O. and Chen, S., (2005). Point FDF of Muskingum method based on the complete St -Venant equations.
Yang, Y., Theodore, A. and Nowak, D. J., (2016). Application of advection-diffusion routing model to flood wave propagation, (A case study on big Piney River, Missouri USA). Journal of Earth science, 27 (1), pp. 009–014.