bezier

I've been able to apply a smooth animation to my sprite and control it using the accelerometer. My sprite is fixed to move left and right along the x-aixs. From here, I need to figure out how to create a vertical infinite wavy line for the sprite to attempt to trace. the aim of my game is for the user to control the sprite's left/right movement with the accelerometer in an attempt to trace the never ending wavy line as best they can, whilst the sprite and camera both move in a vertical direction to simulate "moving along the line." It would be ideal if the line was randomly generated. I've

I want to set up UIBezierPath as mask into my view: The goal is something like this: So i draw the View with frame: CGFloat round = 80; UIView *myView = [[UIView alloc] initWithFrame:CGRectMake(self.frame.size.width/2-105, 0, 210, 60+round)]; myView.backgroundColor = [UIColor redColor]; And then try to add BezierMask: UIBezierPath *aPath = [UIBezierPath bezierPath]; CGSize viewSize = CGSizeMake(myView.frame.size.width, myView.frame.size.height); //(210,80) CGPoint startPoint = CGPointMake(myView.frame.origin.x,myView.frame.origin.y); //(279,0) [aPath moveToPoint:startPoint]; //(279,0) [aPath

If I have the 4 points describing a Bezier curve P1, P2, P3, P4 (where P1 and P4 are the end points of the curve and P2 and P3 are the control points of the curve), how could I find the points that describes only a segment of this bezier curve? I found this answer which is exactly what I am looking for but the answer seems wrong. If I set t0=0 and t1=1 in the equations which should represent the entire bezier curve, the resulting points are not valid. They are not equal to the original points. It seems that the solution is related to the De Casteljau's algorithm, but I can't understand how it

I have about hundred points, that I want to approximate with Bezier curve, but if there are more than 25 points (or something like that), factorial counting in number of combination causes number overflow. Is there a way of approximating such amount of points in a Bezier-like way (smooth curve without passing through all points, except first and last)? Or do I need to choose another approximation algorithm with the same effect? I'm using default swing drawing tools. P.S. English is not native for me, so probably I've used wrong math terms somewhere. Do you want to get one Bezier curve fitting

I have a function to draw Bezier Curve through three points. I have already 2 points (start and end) - A and B. How do I calculate middle point between those two points as middle point would be always a little higher or lower than linear function of those two points. Example : Any formulas, ideas would be great! B.K. I think this is what you're looking for: http://blog.sklambert.com/finding-the-control-points-of-a-bezier-curve/ It goes into detail on calculating the various points on a Bezier curve. You may also be interested in this more specific example for your application: http://www

I am trying to generate an image of a random contour using python but I couldn't find an easy way to do it. Here is an example sort of what I want: Initially I tought of doing it using matplotlib and gaussian functions, but I could not even get close to the image I showed. Is there a simple way to do it? I appreciate any help matplotlib Path A simple way to achieve random and quite smoothed shapes is using matplotlib.path module. Using a cubic Bézier curve, most of the lines will be smoothed, and the number of sharp edges will be one of the parameters to tune. The steps would be the following.

Closed. This question is off-topic. It is not currently accepting answers. Learn more . Want to improve this question? Update the question so it's on-topic for Stack Overflow. Closed 5 years ago . I just watched a very impressive presentation from Siggraph 2012: http://nvidia.fullviewmedia.com/siggraph2012/ondemand/SS106.html My question is, this being a proprietary Nvidia extension, what are the other possibilities to quickly renderer Bezier paths on GPU? Alternatively, is there any hope this will end-up as part of OpenGL standard? Is it possible to give any time estimate on when this

My goal: Move/animate an image along a path like the drawing below (Could be connecting bezier curves). Must work in IE7+, don't what to build multiple solutions. I can pause/resume the moving image. The image will keep moving along the path (repeat). What I have considered CANVAS: not supported in IE7+8, haven't tested explorercanvas yet! Foresee some z-index issues. SVG, not supported in IE7+8. jQuery.path, a plugin that extends the jQuery animate function. Can't figure out the resume part and I want to use CSS transforms when supported. My plan Animate the image with CSS 3D transform, CSS