This article addresses the problem of dissipative control for fuzzy singular semi-Markovian jump systems with actuator faults, mode-dependent delays and randomly occuring uncertainties. Firstly, Takagi-Sugeno fuzzy model is utilized to describe the singular nonlinear semi-Markovian jump delayed systems. Then, a more general actuator fault model is considered and the fuzzy reliable controller is designed. Based on the delay system method, dissipative control theory and linear matrix inequality techniques, multiple appropriate Lyapunov-Krasovskii functional candidates are constructed to propose sufficient conditions which guarantee that fuzzy singular semi-Markovian jump delayed system is stochastically admissible and strictly (W,Y,S)−α dissipative. Finally, two simulation examples including the DC motor driving model are presented to affirm the effectiveness of the obtained results.