solution.h
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00001 
00002 
00003 
00006 
00007 #include "myexcept.h"
00008 
00009 #ifdef use_namespace
00010 namespace RBD_COMMON {
00011 #endif
00012 
00013 
00014 // Solve the equation f(x)=y for x where f is a monotone continuous
00015 // function of x
00016 // Essentially Brent s method
00017 
00018 // You need to derive a class from R1_R1 and override "operator()"
00019 // with the function you want to solve.
00020 // Use an object from this class in OneDimSolve
00021 
00022 class R1_R1
00023 {
00024    // the prototype for a Real function of a Real variable
00025    // you need to derive your function from this one and put in your
00026    // function for operator() at least. You probably also want to set up a
00027    // constructor to put in additional parameter values (e.g. that will not
00028    // vary during a solve)
00029 
00030 protected:
00031    Real x;                             // Current x value
00032    bool xSet;                          // true if a value assigned to x
00033 
00034 public:
00035    Real minX, maxX;                    // range of value x
00036    bool minXinf, maxXinf;              // true if these are infinite
00037    R1_R1() : xSet(false), minXinf(true), maxXinf(true) {}
00038    virtual Real operator()() = 0;      // function value at current x
00039                                        // set current x
00040    virtual void Set(Real X);           // set x, check OK
00041    Real operator()(Real X) { Set(X); return operator()(); }
00042                                        // set x, return value
00043    virtual bool IsValid(Real X);
00044    operator Real();                    // implicit conversion
00045    virtual ~R1_R1() {}                 // keep gnu happy
00046 };
00047 
00048 class SolutionException : public BaseException
00049 {
00050 public:
00051    static unsigned long Select;
00052    SolutionException(const char* a_what = 0);
00053 };
00054 
00055 class OneDimSolve
00056 {
00057    R1_R1& function;                     // reference to the function
00058    Real accX;                           // accuracy in X direction
00059    Real accY;                           // accuracy in Y direction
00060    int lim;                             // maximum number of iterations
00061 
00062 public:
00063    OneDimSolve(R1_R1& f, Real AccY = 0.0001, Real AccX = 0.0)
00064       : function(f), accX(AccX), accY(AccY) {}
00065                        // f is an R1_R1 function
00066    Real Solve(Real Y, Real X, Real Dev, int Lim=100);
00067                        // Solve for x in Y=f(x)
00068                        // X is the initial trial value of x
00069                        // X+Dev is the second trial value
00070                        // program returns a value of x such that
00071                        // |Y-f(x)| <= accY or |f.inv(Y)-x| <= accX
00072 
00073 private:
00074    Real x[3], y[3];                         // Trial values of X and Y
00075    int L,C,U,Last;                          // Locations of trial values
00076    int vpol, hpol;                          // polarities
00077    Real YY;                                 // target value
00078    int i;
00079    void LookAt(int);                        // get new value of function
00080    bool Finish;                             // true if LookAt finds conv.
00081    bool Captured;                           // true when target surrounded
00082    void VFlip();
00083    void HFlip();
00084    void Flip();
00085    void State(int I, int J, int K);
00086    void Linear(int, int, int);
00087    void Quadratic(int, int, int);
00088 };
00089 
00090 
00091 #ifdef use_namespace
00092 }
00093 #endif
00094 
00095 // body file: solution.cpp
00096 
00097 
00099 
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kni
Author(s): Neuronics AG (see AUTHORS.txt); ROS wrapper by Martin Günther
autogenerated on Tue May 28 2013 14:52:54