I want to Rotate Image according to a specific angle in android ,some thing like a compass...
I have this code...it works on drawPath() but i want to replace the path and the Drawing thing with image.. I tried to create a bitmap image ,DrawBitmapImage , but the image does not Rotate like the path..Any Help PLease?
public void draw(Canvas canvas) {
double angle = calculateAngle(currentLongitude, currentLatitude, targetLongitude, targetLatitude);
//Correction;
angle-=90;
//Correction for azimuth
angle-=azimuth;
if((getContext() instanceof Activity) && ((Activity)getContext()).getWindowManager().getDefaultDisplay().getOrientation()==Configuration.ORIENTATION_PORTRAIT)angle-=90;
while(angle<0)angle=angle+360;
Rect rect = canvas.getClipBounds();
int height = rect.bottom-rect.top;
int width = rect.right-rect.left;
int left = rect.left;
int top = rect.top;
if(height>width){
top+=(height-width)/2;
height=width;
}
if(width>height){
left+=(width-height)/2;
width=height;
}
float centerwidth = width/2f;
float centerheight = height/2f;
Paint p = new Paint();
p.setColor(color);
p.setStyle(Paint.Style.FILL);
p.setAntiAlias(true);
float startX = left+(float)(centerwidth+Math.cos(deg2rad(angle))*width/3.0);
float startY = top+(float)(centerheight+Math.sin(deg2rad(angle))*height/3.0);
Path path = new Path();
path.moveTo(
startX,
startY);
path.lineTo(
left+(float)(centerwidth+Math.cos(deg2rad(angle+140))*width/4.0),
top+(float)(centerheight+Math.sin(deg2rad(angle+140))*height/4.0));
path.lineTo(
left+(float)centerwidth,
top+(float)centerheight
);
path.lineTo(
left+(float)(centerwidth+Math.cos(deg2rad(angle+220))*width/4.0),
top+(float)(centerheight+Math.sin(deg2rad(angle+220))*height/4.0)
);
path.lineTo(
startX,
startY
);
canvas.drawPath(path, p);
}
Canvas
doesn't have rotation methods other than the one which does it in XY-plane. I think one can get aCamera
object and make necessary 3D transformations and finally usegetMatrix
passingMatrix
instance to get the correspondingMatrix
representation. Lastly, pass thisMatrix
todrawBitmap
method. Specifically, here: Any thoughts. Thanks! – Chaw