Like everyone else, I'm having trouble following how libgdx's coordinate transformations. I'm creating a scrabble-like game, and dragging a finger on the screen pans the camera. The tiles are Actor
s on a Stage
, and I'm doing the camera transformations on the stage's camera. That all works. Now I'm trying to give it a fancy background for the tiles to sit on. I can't quite figure out the draw method to make it work.
//Assets class
static final Texture feltBackground = new Texture(
Gdx.files.internal("felt_background.png"));
feltBackground.setWrap(Texture.TextureWrap.Repeat,
Texture.TextureWrap.Repeat);
//board rendering snippet
private void drawBackground() {
batch.setProjectionMatrix(board.getCamera().combined);
batch.begin();
screenUpperLeft.set(0, 0, 0);
screenLowerRight.set(Gdx.graphics.getWidth(),
Gdx.graphics.getHeight(), 0);
board.getCamera().unproject(screenUpperLeft);
board.getCamera().unproject(screenLowerRight);
batch.draw(Assets.feltBackground,
0, 0,
(int)screenUpperLeft.x, (int)screenUpperLeft.y,
(int)screenLowerRight.x, (int)screenLowerRight.y);
batch.end();
}
What I'm attempting in drawBackground
is:
- set boundary points to screen bounds
- unproject those points into world space to find the region of the texture I should draw
- draw that region to the screen origin
However, with the code like this I'm having various weird problems like the lower boundary of the background region starting offscreen, the upper boundary moving when the camera is zoomed, the texture panning faster than my finger's movement (although the boundaries of the background region pan correctly), the y axis pans mirrored, etc. Changing the code changes these symptoms, but I haven't found a pattern to try to get closer to being correct. Any words of wisdom for drawing like this?
Edit: Here are some screenshots to add clarity.
When I open the game, there is no background.
I can drag up, which moves up the upper boundary of the background (if there is a lower boundary, I can't ever find it)
I can drag the left boundary right, but like the bottom I can't ever find a right boundary (if it exists)