In this paper, the extended simplest equation technique is utilized to construct the novel exact optical soliton solutions of time fractional Fokas system with conformable fractional derivative. The acquired optical soliton solutions such as dark, bright, dark-bright, periodic, and singular solutions are constructed and expressed via the rational functions, the trigonometric functions, and the hyperbolic functions to elucidate the magnitude of the proposed equation. The dynamical behaviors of the square of modulus solutions, real and imaginary parts are depicted via two dimensional and three dimensional contours graphs using appropriate values of parameters. It is observed that the present method is an efficient and powerful tool for solving nonlinear differential equations of integer and fractional orders.
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