In the present paper, we apply modified generalized Riccati equation mapping method, whichresults in the successful derivation of numerous optical solutions for the conformable Fokas system.As a result, various optical solutions such as dark, singular, bright, and wave soliton solutionsare constructed. The novel optical soliton solutions derived in this study are depicted via contourgraphs, two-dimensional graphs, and three-dimensional surface plots. The physical significanceand dynamic nature of the optical solutions in the present conformable system through graphicalsimulations presented in multiple graphs are highlighted. The new optical soliton solutions holdpromise for applications in single-mode optical fibers. The Fokas method can be applied to modeland analyze the propagation of optical pulses through nonlinear fiber channels. To our knowledge,these solutions are original and have not been documented in existing literature. They hold promisefor applications in the field of nonlinear optics.