Abstract:
The optimal control for a high-order model of the plant is approximated by some functions obtained from two low-order models, the second being the sensitivity model of th...Show MoreMetadata
Abstract:
The optimal control for a high-order model of the plant is approximated by some functions obtained from two low-order models, the second being the sensitivity model of the first. The resuiting system is optimally sensitive with respect to the change of model order. The method is aimed at improving the "low-order design" in critical cases when the plant order is too high for the iterative optimization procedures to be practical.
Published in: IEEE Transactions on Automatic Control ( Volume: 13, Issue: 4, August 1968)
Keywords assist with retrieval of results and provide a means to discovering other relevant content. Learn more.
- IEEE Keywords
- Index Terms
- Model Estimates ,
- Differential Equations ,
- Performance Indicators ,
- Optimal Control ,
- Partial Differential ,
- Model In Order ,
- Solution Of Equation ,
- Nonlinear Systems ,
- Morphine ,
- Asymptotically Stable ,
- Moment Of Inertia ,
- Amount Of Computation ,
- Convergence Problems ,
- Higher-order Model ,
- Negative Real Parts ,
- Costate ,
- Low-order Model ,
- Singular Perturbation ,
- Auxiliary Equation ,
- Equation Modeling ,
- Plants In Order
Keywords assist with retrieval of results and provide a means to discovering other relevant content. Learn more.
- IEEE Keywords
- Index Terms
- Model Estimates ,
- Differential Equations ,
- Performance Indicators ,
- Optimal Control ,
- Partial Differential ,
- Model In Order ,
- Solution Of Equation ,
- Nonlinear Systems ,
- Morphine ,
- Asymptotically Stable ,
- Moment Of Inertia ,
- Amount Of Computation ,
- Convergence Problems ,
- Higher-order Model ,
- Negative Real Parts ,
- Costate ,
- Low-order Model ,
- Singular Perturbation ,
- Auxiliary Equation ,
- Equation Modeling ,
- Plants In Order
