map coordinate gradient, with respect to grid u,v,w
More...
#include <derivs.h>
|
| Grad_map () |
| null constructor
|
|
| Grad_map (const Vec3< T > &v) |
| constructor: copy/convert
|
|
| Grad_map (const T &du, const T &dv, const T &dw) |
| constructor: from d/du,d/dv,d/dw
|
|
const T & | du () const |
| get d/du
|
|
const T & | dv () const |
| get d/dv
|
|
const T & | dw () const |
| get d/dw
|
|
Grad_frac< T > | grad_frac (const Grid &g) const |
| grid-fractional derivative conversion
|
|
String | format () const |
| return formatted String representation
|
|
| Vec3 () |
| null constructor
|
|
| Vec3 (const T &v0, const T &v1, const T &v2) |
| constructor: from individual values
|
|
| Vec3 (const Vec3< TT > &v) |
| constructor: copy/convert
|
|
bool | equals (const Vec3< T > &v, const T &tol) const |
| test equality
|
|
const T & | operator[] (const int &i) const |
| get element
|
|
T & | operator[] (const int &i) |
| set element
|
|
Vec3< T > | unit () const |
| return unit vector with same direction as this vector
|
|
bool | is_null () const |
| test for null vector
|
|
String | format () const |
| return formatted String representation
|
|
const Vec3< T > & | operator+= (const Vec3< T > &v) |
| add another vector to this one
|
|
const Vec3< T > & | operator-= (const Vec3< T > &v) |
| subtract another vector from this one
|
|
|
static Vec3< T > | zero () |
| return zero vector
|
|
static Vec3< T > | null () |
| return null vector (only valid for floating point types)
|
|
static T | dot (const Vec3< T > &v1, const Vec3< T > &v2) |
| Vector dot product (equivalent to *)
|
|
static Vec3< T > | cross (const Vec3< T > &v1, const Vec3< T > &v2) |
| Vector cross product.
|
|
template<class T>
class clipper::Grad_map< T >
map coordinate gradient, with respect to grid u,v,w
◆ grad_frac()
grid-fractional derivative conversion
- Parameters
-
- Returns
- The transformed derivative.
◆ format()
return formatted String representation
- Returns
- The formatted text string
The documentation for this class was generated from the following file: