Collider for Line Renderer?

Here is a quick tutorial on how I solved this problem. First a list of what we need, write these down and fill them in:

startPoint of the line

endPoint of the line

lineLength which between these two points

lineWidth which you can get from the line renderer by calling YourLineRendererHere.endWidth

midPoint which is simply (startPoint + endPoint) / 2

slope which recall is (y2 - y1)/(x2-x1)

Thats It!

let's get the slope

y2 = endPoint.z

y1 = startPoint.z

x2= endPoint.x

x1 = startPoint.x

lets plug it in, don't calculate this just leave it slope = (endPoint.z - startPoint.z)/ (endPoint.x - startPoint.x)

!!! IMPORTANT !!!

In 3d space you use the x and z axis becuase the y is pointing up and we don't care about that. In 2d space you use the x and y axis, you would also use Vector2 points in your function not Vector 3

Here's your function--

  private void AddColliderToLine(LineRenderer line, Vector3 startPoint, Vector3 endPoint)
     {
     //create the collider for the line
         BoxCollider lineCollider = new GameObject("LineCollider").AddComponent<BoxCollider>();
         //set the collider as a child of your line
         lineCollider.transform.parent = line.transform; 
     // get width of collider from line 
     float lineWidth = line.endWidth; 
     // get the length of the line using the Distance method
         float lineLength = Vector3.Distance(startPoint, endPoint);      
         // size of collider is set where X is length of line, Y is width of line
         //z will be how far the collider reaches to the sky
         lineCollider.size = new Vector3(lineLength, lineWidth, 1f);   
     // get the midPoint
         Vector3 midPoint = (startPoint + endPoint) / 2;
     // move the created collider to the midPoint
         lineCollider.transform.position = midPoint;
 
 
        //heres the beef of the function, Mathf.Atan2 wants the slope, be careful however because it wants it in a weird form
     //it will divide for you so just plug in your (y2-y1),(x2,x1)
     float angle = Mathf.Atan2((endPoint.z - startPoint.z), (endPoint.x - startPoint.x));
     
     // angle now holds our answer but it's in radians, we want degrees
     // Mathf.Rad2Deg is just a constant equal to 57.2958 that we multiply by to change radians to degrees
         angle *= Mathf.Rad2Deg;
 
     //were interested in the inverse so multiply by -1
         angle *= -1; 
     // now apply the rotation to the collider's transform, carful where you put the angle variable
     // in 3d space you don't wan't to rotate on your y axis
         lineCollider.transform.Rotate(0, angle, 0);
     }

Thanks for checking the tutorial out!!!

Heres the same thing with pictures: http://zackgrizzle.ninja/tutorials.html

@Immanuel-Scholz You could try this: https://www.assetstore.unity3d.com/en/#!/content/32762

You can use EdgeCollider:

 var points = new List<Vector3>() { p1, p2, p3, p4 };
 _lineRenderer.SetPositions(points.ToArray());
 _edgeCollider.points = points.Select(x =>
                     {
                         var pos = _edgeCollider.transform.InverseTransformPoint(x);
                         return new Vector2(pos.x, pos.y);
                     }).ToArray();