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demo_lin_ds.m File Reference

function demonstrating RB approach for linear dynamical systems according to MATHMOD 2009 paper More...

Go to the source code of this file.

Functions

function  demo_lin_ds ()
 function demonstrating RB approach for linear dynamical systems according to MATHMOD 2009 paper More...
 
function A = demolinds>A_func (model, model_data)
 
function Acomp = demolinds>A_components (model, model_data)
 
function Acoeff = demolinds>A_coefficients (model)
 
function B = demolinds>B_func (model, model_data)
 
function Bcomp = demolinds>B_components (model, model_data)
 
function Bcoeff = demolinds>B_coefficients (model)
 
function C = demolinds>C_func (model, model_data)
 
function Ccomp = demolinds>C_components (model, model_data)
 
function Ccoeff = demolinds>C_coefficients (model)
 
function D = demolinds>D_func (model, model_data)
 
function x0 = demolinds>x0_func (model, model_data)
 
function x0comp = demolinds>x0_components (model, model_data)
 
function
x0coeff = 
demolinds>x0_coefficients (model)
 

Detailed Description

function demonstrating RB approach for linear dynamical systems according to MATHMOD 2009 paper

Definition in file demo_lin_ds.m.

Function Documentation

function demo_lin_ds ( )

function demonstrating RB approach for linear dynamical systems according to MATHMOD 2009 paper

Method also demonstrates new call of all reduced schemes

model_data = gen_model_data(model);

sim_data = detailed_simulation(model,model_data); produces some structure with suitable fields, e.g DOF vector output sequence, reference to output files, simulation information, etc. Last parameter is model-struct, possibly precedent parameters, e.g. grid, etc. so not only DOF-vector is the return argument, but a structure detailed_data = gen_detailed_data(model,model_data); produce high-dimensional data, e.g. reduced basis, etc. mu is not known. reduced_data = gen_reduced_data(model,detailed_data); produce low-dimensional data, e.g. gram matrices between reduced basis vectors, subgrid extraction, etc. mu is not known (so is the previous offline-data or combination of offline and online data) rb_sim_data = rb_simulation(model,reduced_data) perform reduced simulation, i.e. mu known produces some structure with suitable fields, e.g DOF vector, error estimation

Further routines "extending" datasets, e.g.
rb_sim_data = rb_reconstruction(rb_sim_data,model) reduced_data = extract_reduced_data_subset(reduced_data,model) detailed_sim_data = rb_basis_generation(detailed_data,model)

Definition at line 17 of file demo_lin_ds.m.

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function x0coeff = demolinds>x0_coefficients (   model)
Documentation Update:

Definition at line 301 of file demo_lin_ds.m.