A method is presented here to direct two or many chaotic systems towards low-period motions by using adaptive pulse perturbation method. Many chaotic systems can be controlled to different periodic orbits simultaneously. When the same input state variable of the adaptive pulse perturbation is used, two or more chaotic systems can be controlled to different periodic synchronizations. Simulation shows that the R?ssler chaotic system can be stabilized to different periodic orbits by using the method, which verifies its effectiveness.