defineSuite([ 'Core/TridiagonalSystemSolver', 'Core/Cartesian3', 'Core/Math' ], function( TridiagonalSystemSolver, Cartesian3, CesiumMath) { 'use strict'; it('solve throws exception without lower diagonal', function() { expect(function() { TridiagonalSystemSolver.solve(); }).toThrowDeveloperError(); }); it('solve throws exception without diagonal', function() { expect(function() { TridiagonalSystemSolver.solve([]); }).toThrowDeveloperError(); }); it('solve throws exception without upper diagonal', function() { expect(function() { TridiagonalSystemSolver.solve([], []); }).toThrowDeveloperError(); }); it('solve throws exception without rhs vector', function() { expect(function() { TridiagonalSystemSolver.solve([], [], []); }).toThrowDeveloperError(); }); it('solve throws exception when rhs vector length is not equal to diagonal length', function() { expect(function() { TridiagonalSystemSolver.solve([], [], [], [1]); }).toThrowDeveloperError(); }); it('solve throws exception when lower diagonal length is not equal to upper diagonal length', function() { expect(function() { TridiagonalSystemSolver.solve([1], [1], [], [1]); }).toThrowDeveloperError(); }); it('solve throws exception when lower/upper diagonal length is not one less than diagonal length', function() { expect(function() { TridiagonalSystemSolver.solve([1], [1], [1], [1]); }).toThrowDeveloperError(); }); it('solve three unknowns', function() { var l = [1.0, 1.0]; var d = [-2.175, -2.15, -2.125]; var u = [1.0, 1.0]; var r = [new Cartesian3(-1.625), new Cartesian3(0.5), new Cartesian3(1.625)]; var expected = [new Cartesian3(0.552), new Cartesian3(-0.4244), new Cartesian3(-0.9644)]; var actual = TridiagonalSystemSolver.solve(l, d, u, r); expect(actual.length).toEqual(expected.length); expect(actual[0]).toEqualEpsilon(expected[0], CesiumMath.EPSILON4); expect(actual[1]).toEqualEpsilon(expected[1], CesiumMath.EPSILON4); expect(actual[2]).toEqualEpsilon(expected[2], CesiumMath.EPSILON4); }); it('solve nine unknowns', function() { var l = [1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0]; var d = [-2.0304, -2.0288, -2.0272, -2.0256, -2.0240, -2.0224, -2.0208, -2.0192, -2.0176]; var u = [1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0]; var r = [ new Cartesian3(-1.952), new Cartesian3(0.056), new Cartesian3(0.064), new Cartesian3(0.072), new Cartesian3(0.08), new Cartesian3(0.088), new Cartesian3(0.096), new Cartesian3(0.104), new Cartesian3(1.112) ]; var expected = [ new Cartesian3(1.3513), new Cartesian3(0.7918), new Cartesian3(0.3110), new Cartesian3(-0.0974), new Cartesian3(-0.4362), new Cartesian3(-0.7055), new Cartesian3(-0.9025), new Cartesian3(-1.0224), new Cartesian3(-1.0579) ]; var actual = TridiagonalSystemSolver.solve(l, d, u, r); expect(actual.length).toEqual(expected.length); expect(actual[0]).toEqualEpsilon(expected[0], CesiumMath.EPSILON4); expect(actual[1]).toEqualEpsilon(expected[1], CesiumMath.EPSILON4); expect(actual[2]).toEqualEpsilon(expected[2], CesiumMath.EPSILON4); expect(actual[3]).toEqualEpsilon(expected[3], CesiumMath.EPSILON4); expect(actual[4]).toEqualEpsilon(expected[4], CesiumMath.EPSILON4); expect(actual[5]).toEqualEpsilon(expected[5], CesiumMath.EPSILON4); expect(actual[6]).toEqualEpsilon(expected[6], CesiumMath.EPSILON4); expect(actual[7]).toEqualEpsilon(expected[7], CesiumMath.EPSILON4); expect(actual[8]).toEqualEpsilon(expected[8], CesiumMath.EPSILON4); }); });