Sommaire


Installer ce fichier dans votre répertoire de travail.

Texte de la légende
fa.h
 
/* --------------------------------- */
/* save as fa.h                      */
/* --------------------------------- */
#define  LOOP  2*300
/* --------------------------------- */
double  s =  1./2.;
/* --------------------------------- */
double F(
double t)
{
        return( (1.) );
}
char  Feq[] =  "(1)";
/* --------------------------------- */
/* ---------------------------------
   Laplace transform of F(t)
   --------------------------------- */
double f(
double s)
{
         return((1./s));
}
char  feq[] =  "(1/s)";
/* ---------------------------------- */
double b = 100.;    char beq[] = "100";
double a =   0.;    char aeq[] =   "0";
/* ---------------------------------- */
/* ---------------------------------- */
char Mathematica_eq[] =  
     "integrate e**(-s*t)*(1) dt"
     " from t=0 to infinity";  
/* ---------------------------------- */
/* ---------------------------------- */
fb.h
/* --------------------------------- */
/* save as fb.h                      */
/* --------------------------------- */
#define  LOOP  2*300
/* --------------------------------- */
double  s =  1./2.;
/* --------------------------------- */
double F(
double t)
{
        return( (t) );
}
char  Feq[] =  "(t)";
/* --------------------------------- */
/* ---------------------------------
   Laplace transform of F(t)
   --------------------------------- */
double f(
double s)
{
         return((1./(s*s)));
}
char  feq[] =  "(1/s^2)";
/* ---------------------------------- */
double b = 100.;    char beq[] = "100";
double a =   0.;    char aeq[] =   "0";
/* ---------------------------------- */
/* ---------------------------------- */
char Mathematica_eq[] =  
     "integrate e**(-s*t)*(t) dt"
     " from t=0 to infinity";  
/* ---------------------------------- */
/* ---------------------------------- */
fc.h
/* --------------------------------- */
/* save as fc.h                      */
/* --------------------------------- */
#define  LOOP  2*300
/* --------------------------------- */
double  s =  1./2.;
/* --------------------------------- */
double F(
double t)
{
        return( (t*t) );
}
char  Feq[] =  "(t**2)";
/* --------------------------------- */
/* ---------------------------------
   Laplace transform of F(t)
   --------------------------------- */
double f(
double s)
{
         return((2./(s*s*s)));
}
char  feq[] =  "(2/s^3)";
/* ---------------------------------- */
double b = 100.;    char beq[] = "100";
double a =   0.;    char aeq[] =   "0";
/* ---------------------------------- */
/* ---------------------------------- */
char Mathematica_eq[] =  
     "integrate e**(-s*t)*(t**2) dt"
     " from t=0 to infinity";  
/* ---------------------------------- */
/* ---------------------------------- */
fd.h
/* --------------------------------- */
/* save as fd.h                      */
/* --------------------------------- */
#define  LOOP  2*300
/* --------------------------------- */
double  s =  1./2.;
/* --------------------------------- */
double F(
double t)
{
        return( (t*t*t) );
}
char  Feq[] =  "(t**3)";
/* --------------------------------- */
/* ---------------------------------
   Laplace transform of F(t)
   --------------------------------- */
double f(
double s)
{
         return((6./(s*s*s*s)));
}
char  feq[] =  "(6/s^4)";
/* ---------------------------------- */
double b = 100.;    char beq[] = "100";
double a =   0.;    char aeq[] =   "0";
/* ---------------------------------- */
/* ---------------------------------- */
char Mathematica_eq[] =  
     "integrate e**(-s*t)*(t**3) dt"
     " from t=0 to infinity";  
/* ---------------------------------- */
/* ---------------------------------- */
fe.h
/* --------------------------------- */
/* save as fe.h                      */
/* --------------------------------- */
#define  LOOP  2*300
/* --------------------------------- */
double  s =  1./2.;
/* --------------------------------- */
double F(
double t)
{
        return( (t*t*t*t) );
}
char  Feq[] =  "(t**4)";
/* --------------------------------- */
/* ---------------------------------
   Laplace transform of F(t)
   --------------------------------- */
double f(
double s)
{
         return((24./(s*s*s*s*s)));
}
char  feq[] =  "(24/s^5)";
/* ---------------------------------- */
double b = 100.;    char beq[] = "100";
double a =   0.;    char aeq[] =   "0";
/* ---------------------------------- */
/* ---------------------------------- */
char Mathematica_eq[] =  
     "integrate e**(-s*t)*(t**4) dt"
     " from t=0 to infinity";  
/* ---------------------------------- */
/* ---------------------------------- */
ff.h
/* --------------------------------- */
/* save as ff.h                      */
/* --------------------------------- */
#define  LOOP  2*300
/* --------------------------------- */
double  s =  1./3.;
/* --------------------------------- */
double F(
double t)
{
        return( (sin(t)) );
}
char  Feq[] =  "(sin(t))";
/* --------------------------------- */
/* ---------------------------------
   Laplace transform of F(t)
   --------------------------------- */
double f(
double s)
{
         return((1./(s*s+1.)));
}
char  feq[] =  "(1/(s^2+1))";
/* ---------------------------------- */
double b = 100.;    char beq[] = "100";
double a =   0.;    char aeq[] =   "0";
/* ---------------------------------- */
/* ---------------------------------- */
char Mathematica_eq[] =  
     "integrate e**(-s*t)*(sin(t)) dt"
     " from t=0 to infinity";  
/* ---------------------------------- */
/* ---------------------------------- */
fg.h
/* --------------------------------- */
/* save as fg.h                      */
/* --------------------------------- */
#define  LOOP  2*300
/* --------------------------------- */
double  s =  1./5.;
/* --------------------------------- */
double F(
double t)
{
        return( (cos(t)) );
}
char  Feq[] =  "(cos(t))";
/* --------------------------------- */
/* ---------------------------------
   Laplace transform of F(t)
   --------------------------------- */
double f(
double s)
{
         return((s/(s*s+1.)));
}
char  feq[] =  "(s/(s^2+1))";
/* ---------------------------------- */
double b = 100.;    char beq[] = "100";
double a =   0.;    char aeq[] =   "0";
/* ---------------------------------- */
/* ---------------------------------- */
char Mathematica_eq[] =  
     "integrate e**(-s*t)*(cos(t)) dt"
     " from t=0 to infinity";  
/* ---------------------------------- */
/* ---------------------------------- */
fh.h
/* --------------------------------- */
/* save as fh.h                      */
/* --------------------------------- */
#define  LOOP  2*300
/* --------------------------------- */
double  s =  2.;
/* --------------------------------- */
double F(
double t)
{
        return( (sinh(t)) );
}
char  Feq[] =  "(sinh(t))";
/* --------------------------------- */
/* ---------------------------------
   Laplace transform of F(t)
   --------------------------------- */
double f(
double s)
{
         return((1/(s*s-1.)));
}
char  feq[] =  "(1/(s^2-1))";
/* ---------------------------------- */
double b = 100.;    char beq[] = "100";
double a =   0.;    char aeq[] =   "0";
/* ---------------------------------- */
/* ---------------------------------- */
char Mathematica_eq[] =  
     "integrate e**(-s*t)*(sinh(t)) dt"
     " from t=0 to infinity";  
/* ---------------------------------- */
/* ---------------------------------- */
fi.h
 
/* --------------------------------- */
/* save as fi.h                      */
/* --------------------------------- */
#define  LOOP  2*300
/* --------------------------------- */
double  s =  2.;
/* --------------------------------- */
double F(
double t)
{
        return( (cosh(t)) );
}
char  Feq[] =  "(cosh(t))";
/* --------------------------------- */
/* ---------------------------------
   Laplace transform of F(t)
   --------------------------------- */
double f(
double s)
{
         return((s/(s*s-1.)));
}
char  feq[] =  "(s/(s^2-1))";
/* ---------------------------------- */
double b = 100.;    char beq[] = "100";
double a =   0.;    char aeq[] =   "0";
/* ---------------------------------- */
/* ---------------------------------- */
char Mathematica_eq[] =  
     "integrate e**(-s*t)*(cosh(t)) dt"
     " from t=0 to infinity";  
/* ---------------------------------- */
/* ---------------------------------- */
fj.h
/* --------------------------------- */
/* save as fj.h                      */
/* --------------------------------- */
#define  LOOP  2*300
/* --------------------------------- */
double  s =  2.;
/* --------------------------------- */
double F(
double t)
{
        return( (exp(t)) );
}
char  Feq[] =  "(exp(t))";
/* --------------------------------- */
/* ---------------------------------
   Laplace transform of F(t)
   --------------------------------- */
double f(
double s)
{
         return((1/(s-1.)));
}
char  feq[] =  "(1/(s-1))";
/* ---------------------------------- */
double b = 100.;    char beq[] = "100";
double a =   0.;    char aeq[] =   "0";
/* ---------------------------------- */
/* ---------------------------------- */
char Mathematica_eq[] =  
     "integrate e**(-s*t)*(exp(t)) dt"
     " from t=0 to infinity";  
/* ---------------------------------- */
/* ---------------------------------- */