This　article　considers　the　exponential　mobile　stabilization　control　of　linear　parabolic　partial　differential　equation　(PDE)　systems.　Firstly,　a　stabilization　scheme　based　on　static　output　feedback　(SOF)　control　and　mobile　actuator/sensor　guidance　is　proposed.　Next,　the　operator　theory　is　used　to　discuss　the　well-posedness　of　closed-loop　PDE　systems.　Thus,　the　SOF　control　and　mobile　guidance　design　approach　is　simultaneously　proposed　to　guarantee　that　the　closed-loop　PDE　system　is　exponentially　stable.　In　final,　the　effectiveness　of　the　design　method　is　verified　by　numerical　simulation.