Control of dissipative partial differential equation systems using APOD based dynamic observer designs

Keyphrases

• Decomposition Method 100%
• Observer Design 100%
• Dissipative Partial Differential Equations 100%
• Dynamic Observer 100%
• Extended Proper Orthogonal Decomposition 100%
• Partial Differential Equation Systems 100%
• Dynamic Model 66%
• Reduced Order Dynamics 66%
• Sensor Requirements 33%
• Output Feedback Control 33%
• Computationally Efficient 33%
• Controller Design 33%
• Controller Synthesis 33%
• System State 33%
• Spatial Profile 33%
• Limited Sensors 33%
• Dynamic Controller 33%
• Kuramoto 33%
• Control Objectives 33%
• Desired State 33%
• State Controller 33%
• Global Validation 33%
• Control of Distributed Parameter Systems 33%

Engineering

• Proper Orthogonal Decomposition 100%
• Partial Differential Equation 100%
• Equation System 100%
• Dynamic Models 66%
• Output Feedback 33%
• System State 33%
• Limited Number 33%
• Controller Synthesis 33%
• Control Objective 33%
• Distributed Parameter System 33%
• Dimensional Model 33%
• Controller Design 33%
• Feedback Control 33%