Commit ec41ad97 authored Aug 11, 2017 by Jesse Mapel

Added scaled knot accessors to SpicePosition and SpiceRotation.

git-svn-id: http://subversion.wr.usgs.gov/repos/prog/isis3/branches/PiecewisePolynomials@7982 41f8697f-d340-4b68-9986-7bafba869bb8

parent f2d0218f

isis/src/base/objs/SpicePosition/SpicePosition.cpp

+10 −0

Original line number	Diff line number	Diff line
		@@ -1812,6 +1812,16 @@ namespace Isis {
		}


		/**
		* Return the knots in the polynomial in scaled time.
		*
		* @return @b std::vector<double> A vector containing the polynomial knots in scaled time.
		*/
		std::vector<double> SpicePosition::scaledPolynomialKnots() const {
		return m_polynomial.knots();
		}


		/**
		* Return the index of the polynomial segment that contains a given time.
		*

isis/src/base/objs/SpicePosition/SpicePosition.h

+1 −0

Original line number	Diff line number	Diff line
		@@ -271,6 +271,7 @@ namespace Isis {

		int numPolynomialSegments() const;
		std::vector<double> polynomialKnots() const;
		std::vector<double> scaledPolynomialKnots() const;
		int polySegmentIndex(double et) const;

		Histogram computeError(PiecewisePolynomial poly);

isis/src/base/objs/SpiceRotation/SpiceRotation.cpp

+10 −0

Original line number	Diff line number	Diff line
		@@ -2347,6 +2347,16 @@ namespace Isis {
		}


		/**
		* Return the knots in the polynomial in scaled time.
		*
		* @return @b std::vector<double> A vector containing the polynomial knots in scaled time.
		*/
		std::vector<double> SpiceRotation::scaledPolynomialKnots() const {
		return m_polynomial.knots();
		}


		/**
		* Return the index of the polynomial segment that contains a given time.
		*

isis/src/base/objs/SpiceRotation/SpiceRotation.h

+1 −0

Original line number	Diff line number	Diff line
		@@ -388,6 +388,7 @@ namespace Isis {
		void setPolynomialSegments(int segmentCount);
		int numPolynomialSegments() const;
		std::vector<double> polynomialKnots() const;
		std::vector<double> scaledPolynomialKnots() const;
		int polySegmentIndex(double et) const;
		Histogram computeError(PiecewisePolynomial poly);
		Source GetSource();