National Repository of Grey Literature 5 records found  Search took 0.01 seconds. 
Examples of governings with predictive controls
Šalda, Zbyněk ; Švarc, Ivan (referee) ; Němec, Zdeněk (advisor)
This thesis deals with model predictive control principally Based Predictive Control (MPC). The first part describes the principle of predictive control, cost function, the choice of a constraints in regulation and the choice of weights. In the next section is an analysis system: a system with non-minimal phase (control water turbine), oscillating systems (trolley frame control) and system with a time-delay . In all of these systems is performed classical feedback control using PID control and concurrently regulation with the MPC. MPC is selected as the solution fy Mathworks Model Predictive Control Toolbox and Simulink. The results are then analyzed using the criteria of quality control.
Measurement Uncertainties and Statistical Models
Šalda, Zbyněk ; Košíková, Jana (referee) ; Vdoleček, František (advisor)
This thesis focuses on the measurement uncertainty, especially then the probability distribution for each type of measurement to calculate the partial uncertainty of type B.
Examples of governings with predictive controls
Šalda, Zbyněk ; Švarc, Ivan (referee) ; Němec, Zdeněk (advisor)
This thesis deals with model predictive control principally Based Predictive Control (MPC). The first part describes the principle of predictive control, cost function, the choice of a constraints in regulation and the choice of weights. In the next section is an analysis system: a system with non-minimal phase (control water turbine), oscillating systems (trolley frame control) and system with a time-delay . In all of these systems is performed classical feedback control using PID control and concurrently regulation with the MPC. MPC is selected as the solution fy Mathworks Model Predictive Control Toolbox and Simulink. The results are then analyzed using the criteria of quality control.
Measurement Uncertainties and Statistical Models
Šalda, Zbyněk ; Košíková, Jana (referee) ; Vdoleček, František (advisor)
This thesis focuses on the measurement uncertainty, especially then the probability distribution for each type of measurement to calculate the partial uncertainty of type B.
Measurement Uncertainties and Statistical Models
Šalda, Zbyněk ; Košíková, Jana (referee) ; Vdoleček, František (advisor)
This thesis focuses on the measurement uncertainty, especially then the probability distribution for each type of measurement to calculate the partial uncertainty of type B.

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