public void SetProjectionOffCenterTest()
{
OrthographicProjection projection = new OrthographicProjection();
projection.SetOffCenter(0, 4, 1, 4, 2, 10);
OrthographicProjection camera2 = new OrthographicProjection();
camera2.SetOffCenter(0, 4, 1, 4);
camera2.Near = 2;
camera2.Far = 10;
Projection camera3 = new OrthographicProjection
{
Left = 0,
Right = 4,
Bottom = 1,
Top = 4,
Near = 2,
Far = 10,
};
Matrix expected = Matrix.CreateOrthographicOffCenter(0, 4, 1, 4, 2, 10);
Assert.IsTrue(Matrix.AreNumericallyEqual(expected, projection));
Assert.IsTrue(Matrix.AreNumericallyEqual(expected, camera2));
Assert.IsTrue(Matrix.AreNumericallyEqual(expected, camera3.ToMatrix()));
}
public void GetScreenSizeWithOrthographic()
{
// Camera
var projection = new OrthographicProjection();
projection.SetOffCenter(0, 4, 0, 2);
var camera = new Camera(projection);
var cameraNode = new CameraNode(camera);
cameraNode.PoseWorld = new Pose(new Vector3(123, 456, -789), Matrix.CreateRotation(new Vector3(1, -2, 3), MathHelper.ToRadians(75)));
// 2:1 viewport
var viewport = new Viewport(10, 10, 200, 100);
// Test object
var shape = new SphereShape();
var geometricObject = new GeometricObject(shape);
// Empty sphere at camera position.
shape.Radius = 0;
geometricObject.Pose = cameraNode.PoseWorld;
Vector2F screenSize = GraphicsHelper.GetScreenSize(cameraNode, viewport, geometricObject);
Assert.AreEqual(0, screenSize.X);
Assert.AreEqual(0, screenSize.Y);
// Empty sphere centered at near plane.
shape.Radius = 0;
geometricObject.Pose = cameraNode.PoseWorld * new Pose(new Vector3(0.123f, -0.543f, -1));
screenSize = GraphicsHelper.GetScreenSize(cameraNode, viewport, geometricObject);
Assert.AreEqual(0, screenSize.X);
Assert.AreEqual(0, screenSize.Y);
// Create sphere which as a bounding sphere of ~1 unit diameter:
// Since the bounding sphere is based on the AABB, we need to make the
// actual sphere a bit smaller.
shape.Radius = 1 / (2 * (float)Math.Sqrt(3)) + Numeric.EpsilonF;
// Sphere at camera position.
geometricObject.Pose = cameraNode.PoseWorld;
screenSize = GraphicsHelper.GetScreenSize(cameraNode, viewport, geometricObject);
Assert.IsTrue(Numeric.AreEqual(screenSize.X, 50.0f, 10f));
Assert.IsTrue(Numeric.AreEqual(screenSize.Y, 50.0f, 10f));
// Sphere at near plane.
geometricObject.Pose = cameraNode.PoseWorld * new Pose(new Vector3(0.123f, -0.543f, -1));
screenSize = GraphicsHelper.GetScreenSize(cameraNode, viewport, geometricObject);
Assert.IsTrue(Numeric.AreEqual(screenSize.X, 50.0f, 10f));
Assert.IsTrue(Numeric.AreEqual(screenSize.Y, 50.0f, 10f));
// Double distance --> same size
geometricObject.Pose = cameraNode.PoseWorld * new Pose(new Vector3(0.123f, -0.543f, -2));
screenSize = GraphicsHelper.GetScreenSize(cameraNode, viewport, geometricObject);
Assert.IsTrue(Numeric.AreEqual(screenSize.X, 50.0f, 10f));
Assert.IsTrue(Numeric.AreEqual(screenSize.Y, 50.0f, 10f));
}
public void GetScreenSizeWithOrthographic()
{
// Camera
var projection = new OrthographicProjection();
projection.SetOffCenter(0, 4, 0, 2);
var camera = new Camera(projection);
var cameraNode = new CameraNode(camera);
cameraNode.PoseWorld = new Pose(new Vector3F(123, 456, -789), Matrix33F.CreateRotation(new Vector3F(1, -2, 3), MathHelper.ToRadians(75)));
// 2:1 viewport
var viewport = new Viewport(10, 10, 200, 100);
// Test object
var shape = new SphereShape();
var geometricObject = new GeometricObject(shape);
// Empty sphere at camera position.
shape.Radius = 0;
geometricObject.Pose = cameraNode.PoseWorld;
Vector2F screenSize = GraphicsHelper.GetScreenSize(cameraNode, viewport, geometricObject);
Assert.AreEqual(0, screenSize.X);
Assert.AreEqual(0, screenSize.Y);
// Empty sphere centered at near plane.
shape.Radius = 0;
geometricObject.Pose = cameraNode.PoseWorld * new Pose(new Vector3F(0.123f, -0.543f, -1));
screenSize = GraphicsHelper.GetScreenSize(cameraNode, viewport, geometricObject);
Assert.AreEqual(0, screenSize.X);
Assert.AreEqual(0, screenSize.Y);
// Create sphere which as a bounding sphere of ~1 unit diameter:
// Since the bounding sphere is based on the AABB, we need to make the
// actual sphere a bit smaller.
shape.Radius = 1 / (2 * (float)Math.Sqrt(3)) + Numeric.EpsilonF;
// Sphere at camera position.
geometricObject.Pose = cameraNode.PoseWorld;
screenSize = GraphicsHelper.GetScreenSize(cameraNode, viewport, geometricObject);
Assert.IsTrue(Numeric.AreEqual(screenSize.X, 50.0f, 10f));
Assert.IsTrue(Numeric.AreEqual(screenSize.Y, 50.0f, 10f));
// Sphere at near plane.
geometricObject.Pose = cameraNode.PoseWorld * new Pose(new Vector3F(0.123f, -0.543f, -1));
screenSize = GraphicsHelper.GetScreenSize(cameraNode, viewport, geometricObject);
Assert.IsTrue(Numeric.AreEqual(screenSize.X, 50.0f, 10f));
Assert.IsTrue(Numeric.AreEqual(screenSize.Y, 50.0f, 10f));
// Double distance --> same size
geometricObject.Pose = cameraNode.PoseWorld * new Pose(new Vector3F(0.123f, -0.543f, -2));
screenSize = GraphicsHelper.GetScreenSize(cameraNode, viewport, geometricObject);
Assert.IsTrue(Numeric.AreEqual(screenSize.X, 50.0f, 10f));
Assert.IsTrue(Numeric.AreEqual(screenSize.Y, 50.0f, 10f));
}
public void SetProjectionOffCenterTest()
{
OrthographicProjection projection = new OrthographicProjection();
projection.SetOffCenter(0, 4, 1, 4, 2, 10);
OrthographicProjection camera2 = new OrthographicProjection();
camera2.SetOffCenter(0, 4, 1, 4);
camera2.Near = 2;
camera2.Far = 10;
Projection camera3 = new OrthographicProjection
{
Left = 0,
Right = 4,
Bottom = 1,
Top = 4,
Near = 2,
Far = 10,
};
Matrix44F expected = Matrix44F.CreateOrthographicOffCenter(0, 4, 1, 4, 2, 10);
Assert.IsTrue(Matrix44F.AreNumericallyEqual(expected, projection));
Assert.IsTrue(Matrix44F.AreNumericallyEqual(expected, camera2));
Assert.IsTrue(Matrix44F.AreNumericallyEqual(expected, camera3.ToMatrix44F()));
}
