Abstract
The time fractional Jaulent–Miodek (JM) system is investigated analytically under β-derivative in this study. The JM system is associated with energy dependent potential of the Schrödinger equation having applications in fluid dynamics, condensed matter physics, optics and engineering systems. Two reliable and proficient techniques, namely, the modified auxiliary equation method and exp(−g(Ω))-expansion method are used for extraction of exact solutions of the governing system. The impact of variation of fractional parameter is demonstrated through graphs by assigning particular values to free parameters in obtained solutions.
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