The applicability of model order reduction based on proper orthogonal decomposition to problems in dynamic thermoelasticity with multiple subdomains

Keyphrases

• Reduced Order Model 100%
• Dynamic Thermoelasticity 100%
• Model Order Reduction 100%
• Full Order Model 100%
• Proper Orthogonal Decomposition 100%
• Order Reduction 50%
• Stress-induced 50%
• Order Basis 50%
• Structural Effect 50%
• Thermal Transport 50%
• Numerical Examples 50%
• Finite Element Method 50%
• Discretized 50%
• Degrees of Freedom 50%
• Physical Characteristics 50%
• Transient Dynamics 50%
• Single Domain 50%
• Thermal Stress 50%
• Multiple Domains 50%
• Quasi-static 50%
• Model Order 50%
• Computational Savings 50%
• Short Training 50%
• Transient Thermal 50%
• Differential-algebraic Equations 50%
• Time Integration Algorithm 50%
• First-order Ordinary Differential Equations 50%
• Spatial Methods 50%
• Thermally Induced Vibration 50%
• Training Simulation 50%
• SNaPshot Method 50%
• Proposed Methodology 50%
• Second Order Ordinary Differential Equations 50%
• Thermal Stress Problem 50%

Engineering

• Applicability 100%
• Proper Orthogonal Decomposition 100%
• Subdomains 100%
• Reduced Order Model 50%
• Thermal Stress 50%
• Transients 25%
• Numerical Example 25%
• Illustrates 25%
• Degree of Freedom 25%
• Model Problem 25%
• Algebraic Equation 25%
• Integration Algorithm 25%
• Induced Vibration 25%
• Generality 25%
• Structural Effect 25%
• Finite Element Analysis 25%