Elements of MATLAB and Simulink - Lecture 7 - PERCRO

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PDE in Simulink PracticalWe use S-Functions Level-2Block InitializationThe output is the state of the PDE that depends on the number ofnodes of the GeometryDerivativesUpdate the Derivatives from the Method of LinesOutput ComputationReturn statistics about the states, and eventually return sampledvalues from some nodes
Matrix Form of the FEMBasic Matrix FormulationDirichletNeumannIntegrated Equation
Page 1 and 2: Elements ofMatlab and SimulinkLectu
Page 3 and 4: Introducing PDEOrdinary Differentia
Page 5 and 6: Heat EquationHeat (or diffusion) eq
Page 7 and 8: Heat Equation 2DHeat Equation 2D: d
Page 9 and 10: Wave EquationLinear Waveu_tt = c^2
Page 11 and 12: Basics of FEMHow we can solve PDE n
Page 13 and 14: FEM 2DAirSiliconGeneralized approac
Page 15 and 16: MATLAB Partial Differential Equatio
Page 17 and 18: Geometry as Mesh• The FEM resolut
Page 19 and 20: Resolution of PDE• Solver functio
Page 21: PDE for Simulink• Simulink Solves
Page 25 and 26: Thermal Regulation PDE• Geometry
Page 27: References• Books• An Introduct

Elements of MATLAB and Simulink - Lecture 7 - PERCRO

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