Could anybody point out trusty and high rank journal discuss that Multiple Model Control with hard switching is applicable to system with fast dynamics ?
Hello, I would recommend to read the basic tutorial type documents on Hybrid Dynamical Systems. To be specific, this book seems to be a possible answer to your quest : http://www.springer.com/us/book/9783319107943. Best Regards, PB.
I suggest these few references that seems to be in the thick of your theme in the hope their study will help you to find the solution of your problem. Here attached files.
When you combine hard switching and speed, you are unlikely to obtain reliable performance. This is because real systems have noise which can cause plenty of mistakes in switching. However, if you have high confidence/integrity detectors, and transitioned between hybrid modes smoothly, you could guarantee good performance. Perhaps you could even analyze the overall system in an LMI framework, or SOSTOOLS framework (for nonlinear systems) as LPV controllers, gain scheduling controllers, etc are analyzed.
This is a very interesting problem. The key is the switching procedure. The basics can be founded in Narendra and Balakrishnan' s papers, Landau' s applications etc. Maybe, few solutions You can found here: