KerMor  0.9
Model order reduction for nonlinear dynamical systems and nonlinear approximation
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RiemBurgFun.m
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1 namespace models{
2 namespace rbmatlab{
3 
4 
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18 
20  :public dscomponents.ACoreFun {
39  public:
40 
41  RiemBurgFun(sys) {
42  this = this@dscomponents.ACoreFun(sys);
43  this.TimeDependent= true;
44  }
45 
46 
47  function matrix<double>y = evaluateCoreFun(colvec<double> x,double t,colvec<double> mu) {
48  rbm = this.Model.RBMModel;
49  rbm = rbm.set_mu(rbm,mu);
50  rbm = rbm.set_time(rbm,t);
51  y = -rbm.L_E_local_ptr(rbm, this.Model.RBMDataCont.RBMData, x, []);
52  }
53 
54 
55 
56 };
57 }
58 }
59 
function matrix< double > y = evaluateCoreFun(colvec< double > x,double t,colvec< double > mu)
Definition: RiemBurgFun.m:47
logical TimeDependent
Flag that indicates if the ACoreFun is (truly) time-dependent.
Definition: ACoreFun.m:84
Basic interface for all dynamical system's core functions Inherits the AProjectable interface...
Definition: ACoreFun.m:18
colvec< double > mu
The current model parameter mu for evaluations. Will not be persisted as only valid for runtime durin...
Definition: ACoreFun.m:208