24 using std::stringstream;
    33   grid.
set(0.0, 1.0, 3);
    38   CHECK(grid.
dh() == Approx(0.5));
    39   CHECK(grid.
dr(1) == Approx(0.5));
    42 TEST_CASE(
"double_1d_grid_functor_vs_n", 
"[numerics]")
    44   for (
int n = 2; 
n < 5; 
n++)
    46     stringstream sec_name;
    47     sec_name << 
"grid size " << 
n;
    48     SECTION(sec_name.str())
    51       grid.
set(0.0, 1.0, 
n);
    55       CHECK(grid.
dh() == Approx(1.0 / (
n - 1)));
    56       CHECK(grid.
dr(0) == Approx(1.0 / (
n - 1)));
 T rmin() const
return the first grid point 
One-Dimensional linear-grid. 
void set(T ri, T rf, int n) override
Set the grid given the parameters. 
helper functions for EinsplineSetBuilder 
Implement One-Dimensional function on a radial grid. 
std::unique_ptr< OneDimGridBase< T, CT > > makeClone() const override
TEST_CASE("complex_helper", "[type_traits]")
T dh() const
return the differential spacing of the grid 
Decalaration of One-Dimesional grids. 
REQUIRE(std::filesystem::exists(filename))
int size() const
returns the size of the grid 
CHECK(log_values[0]==ComplexApprox(std::complex< double >{ 5.603777579195571, -6.1586603331188225 }))
T rmax() const
return the last grid point