• 홈
• BRDFSlices
• DisplayForm

C# 클래스 BRDFSlices.DisplayForm

파일 보기 프로젝트 열기: Patapom/GodComplex 1 사용 예제들

보호된 프로퍼티들

프로퍼티	타입	설명
m_BRDF	BRDFSlices.Vector3[
m_Intersections	].double[
m_Pen	Pen
m_Slice	Bitmap

공개 메소드들

메소드	설명
DisplayForm ( Vector3 _BRDF ) : System
LoadBRDF ( FileInfo _BRDFFile ) : BRDFSlices.Vector3[	Loads a MERL BRDF file
LookupBRDF ( Vector3 _BRDF, double _ThetaIn, double _PhiIn, double _ThetaOut, double _PhiOut, Vector3 &_Result ) : void	Given a pair of incoming/outgoing angles, look up the BRDF.
LookupBRDFTrilinear ( Vector3 _BRDF, double _ThetaHalf, double _ThetaDiff, double _PhiDiff, Vector3 &_Result ) : void
PhiDiff_index ( double _PhiDiff, double &_Interpolant ) : int
ThetaDiff_index ( double _ThetaDiff, double &_Interpolant ) : int
ThetaHalf_index ( double _ThetaHalf, double &_Interpolant ) : int
half_diff_coords_to_std_coords ( double _ThetaHalf, double _PhiHalf, double _ThetaDiff, double _PhiDiff, Vector3 &_In, Vector3 &_Out ) : void
half_diff_coords_to_std_coords ( double _ThetaHalf, double _PhiHalf, double _ThetaDiff, double _PhiDiff, double &_ThetaIn, double &_PhiIn, double &_ThetaOut, double &_PhiOut ) : void
std_coords_to_half_diff_coords ( double _ThetaIn, double _PhiIn, double _ThetaOut, double _PhiOut, double &_ThetaHalf, double &_PhiHalf, double &_ThetaDiff, double &_PhiDiff ) : void

보호된 메소드들

메소드	설명
BuildScaleTable ( ) : void
ComputeScaleFactor ( double _ThetaH, double _ThetaD, double _PhiD ) : double
Dispose ( bool disposing ) : void	Clean up any resources being used.
LoadBRDFBisou ( FileInfo _BRDFFile ) : double[][]	Loads a MERL BRDF file
LoadScaleTable ( ) : void
Redraw ( ) : void
SaveAllSlices ( ) : void
SaveAllSlices_BUGGED ( ) : void
SolveNewton ( double a, double b, int &_IterationsCount ) : double	Numerically computes the intersection of a straight line with a strange curve we know the equation of... We're using the http://en.wikipedia.org/wiki/Newton's_method The computation is occurring in [ThetaH,ThetaD] space: ^ ThetaD | PI/2 +----------/-----+ ThetaH PI/2 We're looking for intersection point o given 2 values: the slope of the straight line and PhiD that guides the curvature of the strange curve C(y) The position of a point P on the line is given by P(x)=[x,slope.x] (we know the slope) we find o so that o = P(x) = C(y) So we can write: x = atan( tan(PI/2 - y) / cos(PhiD)) y = slope.x Replacing: x = atan( tan(PI/2 - slope.x) / cos(PhiD) ) Tanning: tan(x) = tan(PI/2 - slope.x) / cos(PhiD) Or: tan(x).tan(slope.x) = 1 / cos(PhiD) We know "slope" and "PhiD", we need solve to find x which is the ThetaH at which the intersection occurs...
WarpSlice ( int _ThetaHIndex, int _ThetaDIndex, double _Warp, Vector3 &_Result ) : void
WarpSlice_Compress ( int _ThetaHIndex, int _ThetaDIndex, double _Warp, Vector3 &_Result ) : void

비공개 메소드들

메소드	설명
InitializeComponent ( ) : void	Required method for Designer support - do not modify the contents of this method with the code editor.
buttonRebuild_Click ( object sender, EventArgs e ) : void
checkBoxDifferences_CheckedChanged ( object sender, EventArgs e ) : void
checkBoxShowIsolines_CheckedChanged ( object sender, EventArgs e ) : void
checkBoxUseWarping_CheckedChanged ( object sender, EventArgs e ) : void
floatTrackbarControlExposure_ValueChanged ( Nuaj _Sender, float _fFormerValue ) : void
floatTrackbarControlGamma_ValueChanged ( Nuaj _Sender, float _fFormerValue ) : void
floatTrackbarControlScaleFactor_ValueChanged ( Nuaj _Sender, float _fFormerValue ) : void
floatTrackbarControlWarpFactor_ValueChanged ( Nuaj _Sender, float _fFormerValue ) : void
integerTrackbarControlPhiD_ValueChanged ( Nuaj _Sender, int _FormerValue ) : void

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