コード例 #1
0
ファイル: RotationQuaternion.cs プロジェクト: DigNative/MSISF
        public RotationQuaternion(Vector3D axis, double angle)
        {
            double sinCoeff = Math.Sin(angle / 2);

            this._r = Math.Cos(angle / 2);
            this._v = new Vector3D( axis.x() * sinCoeff,
                                    axis.y() * sinCoeff,
                                    axis.z() * sinCoeff);
        }
コード例 #2
0
ファイル: Simulation.cs プロジェクト: DigNative/MSISF
        private PixelInformation getIlluminationDirectionPerRenderingPixel(SpacecraftState sc, uint x, uint y)
        {
            PixelInformation PixelOut = new PixelInformation();
            Vector3D c_pos = sc.getPosition();

            // STEP 1: Visibility Test
            Vector3D rayDirection = (sc.getPOVDirection() + (((1 + Convert.ToDouble(this._height) - (2 * Convert.ToDouble(y))) / (2 * Convert.ToDouble(this._height))) * sc.getPOVUp()) - (((1 + Convert.ToDouble(this._width) - (2 * Convert.ToDouble(x))) / (2 * Convert.ToDouble(this._width))) * sc.getPOVRight())).unit();
            double discriminant = 4 * Math.Pow(c_pos * rayDirection, 2) - 4 * (rayDirection * rayDirection) * (c_pos * c_pos) + 4 * (rayDirection * rayDirection) * Math.Pow(_moon_radius, 2);

            bool encounter = false;
            Vector3D p_surf = new Vector3D();

            if (discriminant < 0)
            {
                // no encounter
            }
            else if (discriminant == 0)
            {
                // one intersection
                encounter = true;
                double t = (-2 * (c_pos * rayDirection)) / (2 * (rayDirection * rayDirection));

                p_surf = c_pos + rayDirection * t;
            }
            else
            {
                // two intersections
                encounter = true;
                double t1 = (-2 * (c_pos * rayDirection) + Math.Sqrt(discriminant)) / (2 * (rayDirection * rayDirection));
                double t2 = (-2 * (c_pos * rayDirection) - Math.Sqrt(discriminant)) / (2 * (rayDirection * rayDirection));

                Vector3D ray_point1 = c_pos + rayDirection * t1;
                Vector3D ray_point2 = c_pos + rayDirection * t2;
                double ray_norm1 = (ray_point1 - c_pos).norm();
                double ray_norm2 = (ray_point2 - c_pos).norm();

                if (ray_norm1 < ray_norm2)
                {
                    p_surf = ray_point1;
                }
                else
                {
                    p_surf = ray_point2;
                }
            }

            if (encounter)
            {
                /*
                    Pixel shows the Moon's surface: Continue with executing steps 2 - 8.
                */
                double x1 = Convert.ToDouble(x);
                double y1 = Convert.ToDouble(y);

                // STEP 2: Obtaining the Surface Hit Point
                PixelOut.lat = tools.rad2deg((Math.PI / 2) - Math.Acos(p_surf.z() / _moon_radius));
                PixelOut.lon = tools.rad2deg(Math.Atan2(p_surf.y(), p_surf.x()));

                // STEP 3: Calculation of the Sun's direction
                Vector3D hat_p_surf = p_surf.unit();
                Vector3D hat_d_sun = (sc.getSunPosition() - p_surf).unit();

                // STEP 4: Derivation of the Local Tangent Plane of the Surface Hit Point (nothing to do here)
                // STEP 5: Determination of a Subsurface Point of the Solar Illumination Direction on the Local Tangent Plane
                double lambda_5 = -(1000 * (hat_d_sun.x() * hat_p_surf.x() + hat_d_sun.y() * hat_p_surf.y() + hat_d_sun.z() * hat_p_surf.z())) / (hat_p_surf.x() * hat_p_surf.x() + hat_p_surf.y() * hat_p_surf.y() + hat_p_surf.z() * hat_p_surf.z());
                Vector3D p_local = p_surf + 1000 * hat_d_sun + lambda_5 * hat_p_surf;

                // STEP 6: Local Illumination Direction
                Vector3D hat_d_local = (p_local - c_pos).unit();

                /// STEP 7: Projection of the Local Illumination Point to the Image Plane
                Vector3D k = c_pos + sc.getPOVDirection();
                Vector3D c_up = sc.getPOVUp();
                Vector3D c_right = sc.getPOVRight();
                double w = Convert.ToDouble(this._width);
                double h = Convert.ToDouble(this._height);

                double x2 =
                    (
                        -2 * w * c_pos.y() * c_up.z() * hat_d_local.x() - c_right.y() * c_up.z() * hat_d_local.x() - w * c_right.y() * c_up.z() * hat_d_local.x()
                        + 2 * w * c_pos.x() * c_up.z() * hat_d_local.y() + c_right.x() * c_up.z() * hat_d_local.y() + w * c_right.x() * c_up.z() * hat_d_local.y()
                        + 2 * w * c_pos.z() * (c_up.y() * hat_d_local.x() - c_up.x() * hat_d_local.y())
                        + (1 + w) * c_right.z() * (c_up.y() * hat_d_local.x() - c_up.x() * hat_d_local.y())
                        + 2 * w * c_pos.y() * c_up.x() * hat_d_local.z() + c_right.y() * c_up.x() * hat_d_local.z() + w * c_right.y() * c_up.x() * hat_d_local.z()
                        - 2 * w * c_pos.x() * c_up.y() * hat_d_local.z() - c_right.x() * c_up.y() * hat_d_local.z() - w * c_right.x() * c_up.y() * hat_d_local.z()
                        - 2 * w * c_up.z() * hat_d_local.y() * k.x() + 2 * w * c_up.y() * hat_d_local.z() * k.x() + 2 * w * c_up.z() * hat_d_local.x() * k.y() - 2 * w * c_up.x() * hat_d_local.z() * k.y()
                        - 2 * w * c_up.y() * hat_d_local.x() * k.z() + 2 * w * c_up.x() * hat_d_local.y() * k.z()
                    )/(
                        2 * (c_right.z() * (c_up.y() * hat_d_local.x() - c_up.x() * hat_d_local.y()) + c_right.y() * (-c_up.z() * hat_d_local.x() + c_up.x() * hat_d_local.z()) + c_right.x() * (c_up.z() * hat_d_local.y() - c_up.y() * hat_d_local.z()))
                    );

                double y2 =
                    (
                        -c_right.z() * c_up.y() * hat_d_local.x() - h * c_right.z() * c_up.y() * hat_d_local.x() + c_right.y() * c_up.z() * hat_d_local.x()
                        + h * c_right.y() * c_up.z() * hat_d_local.x() - 2 * h * c_pos.x() * c_right.z() * hat_d_local.y() + c_right.z() * c_up.x() * hat_d_local.y()
                        + h * c_right.z() * c_up.x() * hat_d_local.y() - c_right.x() * c_up.z() * hat_d_local.y() - h * c_right.x() * c_up.z() * hat_d_local.y()
                        + c_pos.z() * (-2 * h * c_right.y() * hat_d_local.x() + 2 * h * c_right.x() * hat_d_local.y()) + 2 * h * c_pos.x() * c_right.y() * hat_d_local.z()
                        - c_right.y() * c_up.x() * hat_d_local.z() - h * c_right.y() * c_up.x() * hat_d_local.z() + c_right.x() * c_up.y() * hat_d_local.z()
                        + h * c_right.x() * c_up.y() * hat_d_local.z() + 2 * h * c_pos.y() * (c_right.z() * hat_d_local.x() - c_right.x() * hat_d_local.z())
                        + 2 * h * c_right.z() * hat_d_local.y() * k.x() - 2 * h * c_right.y() * hat_d_local.z() * k.x() - 2 * h * c_right.z() * hat_d_local.x() * k.y()
                        + 2 * h * c_right.x() * hat_d_local.z() * k.y() + 2 * h * c_right.y() * hat_d_local.x() * k.z() - 2 * h * c_right.x() * hat_d_local.y() * k.z()
                    )/(
                        2 * (c_right.z() * (-c_up.y() * hat_d_local.x() + c_up.x() * hat_d_local.y()) + c_right.y() * (c_up.z() * hat_d_local.x() - c_up.x() * hat_d_local.z()) + c_right.x() * (-c_up.z() * hat_d_local.y() + c_up.y() * hat_d_local.z()))
                    );

                // STEP 8: The Local Solar Illumination Angle
                Vector2D v1 = new Vector2D(0, 1000);
                Vector2D v2 = new Vector2D(x2-x1, y2-y1);

                if (v2.x() > 0)
                {
                    PixelOut.IlluminationAngle = tools.rad2deg(Math.Acos((v1 * v2) / (v1.norm() * v2.norm())));
                }
                else
                {
                    PixelOut.IlluminationAngle = tools.rad2deg(2 * Math.PI - Math.Acos((v1 * v2) / (v1.norm() * v2.norm())));
                }
                PixelOut.exists = true;

                return PixelOut;
            }
            else
            {
                // next grid sample point
                return PixelOut;
            }
        }