This image is what I am trying to achieve. Circles on the edges are clickable. Its structure is made such that each rotation will be multiple of 45 deg.
I am using css transform rotate property for rotation.
How is it supposed to work?
When we click on any circle on the edge it should come to its active position and it should always rotate in clockwise direction.
Here is what I did
I achieved rotation by assigning numbers to the circles.
i.e., if clicked on 7 number then it will rotate by angle (9-7)*45=90 degrees.
(This time I did not change the numbers dynamically. i.e., as the circle is rotating the numbers given to the circles are the same.)
This works fine here. But, lets see this scenario: when we click on 2nd position circle it will rotate by 315 deg and then if you click again on the same (second) position then it will make the angle of 270 and it rotates the div in anti-clockwise direction. I think this is its behavior. But, I don't want this to happen. It should rotate again in clockwise direction and should take the active position.
Now to achieve above I did this:
Adding angle with prev angle.
var prev_degree = prev_degree + current_degree;
(current degree is being calculated using the same formula from above.)
This time I changed numbers dynamically i.e., on each click numbers are given to the desired positions. Starting 1 as from Active position till 8 as shown in Image
But this time, when I rotate circle 1, 2 times it rotates perfect then it starts working strange. If you are constantly clicking on the same number then it will add the same angle and will keep rotating perfect no matter what your angle is. If you click on random circles then it wont work which is totally wrong.
Why clockwise?
Because the circles on edges, they contain icon of which I have to maintain position when whole circle rotates.(I can achieve that rotating circles on the edges by assigning negative angles. But, now this is not a problem.)
There is no case when I am getting negative angle.
Let me know if you are not clear with my question.
Please let me know your suggestions to make this work :-)
Related
I have a series of circles which are randomly positioned on the scene (x,y). I was wondering if anyone knew of a solution to make sure that when randomly placed, the circles would not overlap.
In your loop when you place circles, take the randomized (x,y) coordinate, and get the distance to all of the existing circles (another loop) --> √((x1-x2)^2 + (y1-y2)^2), if the distance is greater than the radii of both circles added together for EVERY circle, then you can place the circle, otherwise they overlap.
A statement checking to each circle's co-ordinates plus and minus its radius does not come within the co-ordinates of another circle plus and minus its radius in both the x and y direction could work
I would like to create 'n' number of circles along a mouse created vector line when the mouse is clicked and dragged.
This would result in a row of circles which would be a certain distance apart, depending on the number of circles in the line. The first and last circles would be at the point where the mouse was first clicked and then released.
Example: If the line is 1000px long, and 3 circles are required there would be a circle at 0px 500px and 1000px. If the line is 1000px long and 5 circles are required, there would be a point at 0px, 250px, 500px, 750px and 1000px.
I had an attempt at paper.js with the following results, but this is not quite what I need. In this example, the circles follow a free path and are spaced by a set number of pixels.
Click here to see
As an extra, it would be nice to see the path of the mouse line before the mouse is released.
As #NicholasKyriakides wrote in his comment, this can be best implemented using a Path with getPointAt(offset).
I have implemented this in your code example and made it more generic, so you can use any path, not only a straight line.
I have also replaced your circle items with instances of SymbolItem, which is more efficient, because they share a lot of data.
Here is the Sketch
I'm implementing some basic annotation draw features, such as arrows. Now I'm a little bit stuck with ellipse.
The methods to draw an ellipse usually address using it's two diameters and eventually a rotation:
However I want to display the ellipse between the point user clicked and the one he's hovering, therefore I need a function that calculates diameters and rotation based on two points:
How would I do that? Can it be achieved with sufficient performance (as it renders during mouse-hovering)?
the steps you shoul follow:
get the angle of the line (from this post: get angle of a line from horizon)
rotate the canvas or at least the part you currently drawing (live demo here: http://www.html5canvastutorials.com/advanced/html5-canvas-transform-rotate-tutorial)
draw an ellipse in canvas (http://www.scienceprimer.com/draw-oval-html5-canvas)
the resulted ellipse will be transformed as described
It can be done in the same way that it is normally done, just using different math to calculate the shape. Without writing the entire code for you, you can start by having an event trigger when the user clicks the mouse button down. The function will copy the users x and y position based on the screen. Then there is a second function which will handle mouse movement. This function will keep track of the x and y coords of the mouse while it is in motion. The final function will be a mouse up event, when a user lifts their finger from the mouse button (assuming this is when the event should be finished). Using the initial and final position of the x and y coordinates, you can calculate the length of the line the user created. That line is the long diameter of the ellipse. Half this number for the large radius. Then use whatever ratio you are using to calculate the smaller radius from the larger one. Then create an ellipse based on these numbers.
For the math: Suppose your first point is x1,y1 and the end point is x2,y2
I'm also assuming that we have a line going from bottom-left to top-right
Distance between two points = sqrt((x2-x1)^2 + (y2-y1)^2) ---> (we will call this d1)
half of this is the length of the large radius ---> (we will call this r1)
Midpoint formula = ((x1+x2)/2 , (y1+y2)/2) ---> axis of rotation (we will call it (m1, m2))
distance from midpoint to end is just the radius
radius is now the hypotenuse of constructed plane, y2-m2 is height of right triangle.
Find the angles between midpoint and one end of larger radius - sin((y2-m2)/r1).
Angle of smaller radius is this angle + pi/4 radians.
calculate length of smaller radius based on ratio.
I am working on a page where I can view images. I want to create a rotation tool. I've done that, but, it's not working consistently. When I set up the centre point to rotate by, the image jumps slightly, and it gets worse each time. I was experimenting, and, I have code to add a wedge to the top left corner of my top level group ( so, at 0,0 ). If I rotate the image by 45 degrees and drag it so that half of it is off the left edge of my canvas, then I call getAbsolutePosition on the wedge and on the group, I get these values:
layer.getAbsolutePosition()
Object {x: 104.66479545850302, y: 279.2748571151325}
wedge.getAbsolutePosition()
Object {x: 180.2684127179338, y: -73.48773356791764}
I think this means my y position is actually the bottom of the image, which is off screen.
What I want to do, is calculate the absolute position of the middle of my image, when the mouse moves over it, regardless of it's rotation. I have some code that works out points with rotation, which seems like it works at first, almost, but it just gets more and more broken the more I use the tool. I feel like there's something about how Kinetic is tracking these things and what it's reporting, that I am missing. Any hints would be most appreciated. Tutorials I can read are even better ( yes, I've read everything linked from the KineticJS site and searched the web ).
In a nutshell, the question is, if I have an image inside a group, and it's rotated, how do I work out the centre point of the image, taking the rotation in to account, and how do I set the offset so it will rotate from that point, and stay in the same place ?
Thanks
As you've discovered about KinetiJS:
rotation is easy
dragging is easy
dragging+rotation is difficult
After you drag your image you must reset its rotation point (offsetX/offsetY).
KineticJS makes dragging+rotation more difficult than it has to be.
Resetting the offset points of your image will cause KineticJS to automatically move your image (Noooo!!).
That's what's causing your jumping.
The solution to the "jumping" problem:
When you reset the image's rotation point (offsetX/OffsetY) you must also reset the image's X/Y position.
This code resets both XY and Offsets for an image after dragging:
A Demo: http://jsfiddle.net/m1erickson/m9Nw7/
// calc new position and offset
var pos=rect.getPosition();
var size=rect.getSize();
var offset=rect.getOffset();
var newX=pos.x-offset.x+size.width/2;
var newY=pos.y-offset.y+size.height/2;
// reset both position and offset
rect.setPosition([newX,newY]);
rect.setOffset(size.width/2,size.height/2);
Need some inspiration. I've got a picture (blue) and want it to move proportional to the mouse position inside an invisible area (orange). So, if the mouse moves in top-left direction, the image should follow the movement.
I don't want to simply copy the mouse position, rather create an Joystick like behaviour, so if the mouse moves, the image should move stepwise in the desired direction.
But how? I've no idea how to set the right x+y coordinates for the image or how to establish a formula to calculate them.
Incremental (vectored) positions. Consider:
Let's call the dead center of your invisible circle the vector reference point (0,0) or VRP.
You move your mouse away form the VRP. Let's use your image as a reference and say that your mouse is at (-3x -2y) relative to the VRP. You keep it there; It creates a -3 X vector and a -2 Y vector.
For as long as you keep your mouse there, those vectors will be applied to the square's current coordinate at each cycle, like this:
Assume Picture starter position is absolute 100,100.
Cycle 1: [x]:100 -3 = 97;[Y]:100 -2 = 97. New picture position = 97x98y.
Cycle 2: [x]:97 -3 = 94;[Y]:98 -2 = 96. New picture position = 94x96y.
And so forth. If you want to stop the movement, just bring the cursor back to the VRP.
You may sophisticate the mechanism creating acceleration intermediate vectors, or a dead zone around the vector reference point.