TY - JOUR
TI - Retrieval of soliton solutions of (1+1)-dimensional non-linear telegraph equation
AU - Das Ebru Sebahat
JN - Thermal Science
PY - 2022
VL - 26
IS - 102
SP - 801
EP - 810
PT - Article
AB - In this work, we aim to determine the possible soliton solutions and examine  the behaviors of the (1+1)-dimensional non-linear Telegraph equation (NTE)  which is used to model signal processing for the propagation of transmission  of the electric impulses and also wave theory process by using the extended  Kudryashov method. We started by finding the non-linear ordinary  differential form of the (1+1)-NTE with the aid of a suitable wave  transformation. Then, the extended Kudryashov method approach has been  demonstrated and implemented to the obtained non-linear ordinary  differential form. As a result, a polynomial expression has been achieved  and converted to a linear algebraic equation system. Soliton solutions of  the investigated equation are produced by solving the system and choosing  the appropriate solution sets. Finally, graphical depictions, gained  results and necessary comments are given.