[1]. Zhou, J., Adewumi, M., 1995, “Simulation of transient flow in natural gas pipelines”. 27th Annual Meeting Pipeline Simulation Interest Group (PSIG).
[2]. Osiadacz, A.J., 1996 “Different Transient Flow Models-Limitations, Advantages, And Disadvantages”, PSIG Annual Meeting, Pipeline Simulation Interest Group.
[3]. Ibraheem, S., Adewumi, M., 1996, “Higher resolution numerical solution for 2-D transient natural gas pipeline flows”, SPE Gas Technology Symposium, Society of Petroleum Engineers.
[4]. Mohitpour, M., Thompson, W., Asante, B., 1996, “The importance of dynamic simulation on the design and optimization of pipeline transmission systems.” American Society of Mechanical Engineers, New York, NY (United States).
[5]. Tao, W., Ti, H., 1998, “Transient analysis of gas pipeline network.” Chemical Engineering Journal, 69(1): pp. 47-52.
[6]. Behbahani-Nejad, M., Bagheri, A., 2010, “The accuracy and efficiency of a MATLAB-Simulink library for transient flow simulation of gas pipelines and networks” Journal of Petroleum Science and Engineering, 70(3): pp. 256-265.
[7]. Behbahani-Nejad, M, Shekari, Y., 2010, The accuracy and efficiency of a reduced-order model for transient flow analysis in gas pipelines. Journal of Petroleum Science and Engineering, 73(1–2): pp. 13-19.
[8]. Godunov, S.K., 1959, “Finite difference methods for the computation of discontinuous solutions of the equations of fluid dynamics”. Mathematics of the USSR, 47: pp. 271–306.
[9]. Toro, E.F., 2005, Riemann Solvers and Numerical Methods for Fluid Dynamics, 3rd ed.,: Springer, Manchester.
[10]. Titarev, V., Toro, E.F., 2002, “ADER: Arbitrary high order Godunov approach” Journal of Scientific Computing, 17(1-4): pp. 609-618.
[11]. Titarev, V., Toro, E.F., 2005, “ADER schemes for three-dimensional non-linear hyperbolic systems”, Journal of Computational Physics, 204(2): pp. 715-736.
[12]. Dumbser, M., Balsara, D. S., Toro, E.F., Munz, C.D., 2008, “A unified framework for the construction of one-step finite volume and discontinuous Galerkin schemes on unstructured meshes”. Journal of Computational Physics, 227: pp. 8209-8253.
[13]. Dumbser, M., Enaux, C. and Toro, E.F., 2008, “Finite volume schemes of very high order of accuracy for stiff hyperbolic balance laws”, Journal of Computational Physics, 227: pp. 3971-4001.
[14]. Dumbser, M., Hidalgo, A., Castro, M., Pares, C., Toro, E.F., 2010, “FORCE schemes on unstructured meshes part II: Non-conservative hyperbolic systems”, Computer Methods in Applied Mechanics and Engineering, 199(9): pp. 625-647.
[15]. Dumbser, M., Kaser, M., Titarev, V., Toro, E.F., 2007, “Quadrature-free non-oscillatory finite volume schemes on unstructured meshes for nonlinear hyperbolic systems”, Journal of Computational Physics, 226: pp. 204-243.
[16]. Taube, Dumbser, M., Balsara, D. S., Munz, C.D., “Arbitrary high-order discontinuous Galerkin schemes for the magnetohydrodynamic equations”, Journal of Scientific Computing, 30(3): pp. 441-464.
[17]. Shekari, Y. Tayebi, A., 2015, “Numerical simulation of two-phase flows, using drift flux model and DG-ADER scheme” Modares Mechanical Engineering, 15(9): p. 51-58.
[18]. Dumbser, M., 2011, “Advanced Numerical Methods for Hyperbolic Equations and Applications” 2011: Trento.
[19]. Dempsey, R.J., Rachford, H.H., Nolen, J.S., 1972, “Gas Supply Analysis-States of the Arts”, AGA Conf. San Francisco.
[20]. Taylor, T. D., Wood, N. E. and Power, J. E., 1962, "A Computer Simulation of Gas Flow in Long Pipelines," Soc. Pet. Eng, Trans, AIME, vol. 225, pp. 297-302
[21]. Zhou, J. and Adewumi, M., 1995, "Simulation of transient flow in natural gas pipelines," in 27th Annual Meeting Pipeline Simulation Interest Group (PSIG), pp. 18-20
[22]. Tentis, E., Margaris, D., and Papanikas, D., 2003, "Transient gas flow simulation using an adaptive method of lines," Comptes Rendus Mecanique, vol. 331, pp. 481-487