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| | SphericalHarmonicL4 (const vecng< 9, Numeric::float64 > &rhs) |
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| | SphericalHarmonicL4 (double *fv) |
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| | SphericalHarmonicL4 (double x0, double x1, double x2, double x3, double x4, double x5, double x6, double x7, double x8) |
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| double & | operator[] (index_t i) |
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| double | norm () const |
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| double | operator* (const SphericalHarmonicL4 &other) const |
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| SphericalHarmonicL4 | operator- (const SphericalHarmonicL4 &other) const |
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| SphericalHarmonicL4 | operator* (double s) const |
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| SphericalHarmonicL4 | operator/ (double s) const |
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| SphericalHarmonicL4 | operator+ (const SphericalHarmonicL4 &v) const |
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| double | value (const vec3 &v) const |
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void | Rz (double alpha) |
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void | Ry (double alpha) |
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void | Rx (double alpha) |
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| void | euler_rot (const vec3 &rot_vec) |
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SphericalHarmonicL4 | Ex () const |
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SphericalHarmonicL4 | Ey () const |
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SphericalHarmonicL4 | Ez () const |
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mat3 | project_mat3 (double grad_threshold=1e-3, double dot_threshold=1e-5, vec3 *euler_prev=nullptr) |
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Definition at line 50 of file spherical_harmonics_l4.h.
◆ SphericalHarmonicL4() [1/4]
| GEO::SphericalHarmonicL4::SphericalHarmonicL4 |
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inline |
◆ SphericalHarmonicL4() [2/4]
◆ SphericalHarmonicL4() [3/4]
| GEO::SphericalHarmonicL4::SphericalHarmonicL4 |
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double * |
fv | ) |
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inline |
◆ SphericalHarmonicL4() [4/4]
| GEO::SphericalHarmonicL4::SphericalHarmonicL4 |
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double |
x0, |
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double |
x1, |
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double |
x2, |
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double |
x3, |
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double |
x4, |
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double |
x5, |
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double |
x6, |
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double |
x7, |
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double |
x8 |
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) |
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◆ euler_rot()
| void GEO::SphericalHarmonicL4::euler_rot |
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const vec3 & |
rot_vec | ) |
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◆ norm()
| double GEO::SphericalHarmonicL4::norm |
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const |
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◆ operator*() [1/2]
◆ operator*() [2/2]
◆ operator+()
◆ operator-()
◆ operator/()
◆ operator[]()
| double & GEO::SphericalHarmonicL4::operator[] |
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index_t |
i | ) |
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◆ rest_frame()
◆ value()
| double GEO::SphericalHarmonicL4::value |
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const vec3 & |
v | ) |
const |
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inline |
◆ coeff
The documentation for this struct was generated from the following file: