Re: Contour lines using vPython

If you want to find and draw the contours yourself, the curve object is an option. If you want to make a contour plot, I would suggest looking at matplotlib

http://matplotlib.sourceforge.net/


On Apr 20, 2011, at 12:09 PM, Bruce Sherwood wrote:

> The curve object will connect a list of points with line segments,
> which sounds like what you want.
> 
> There is a trick to drawing field lines which you might wish to
> implement, to avoid a systematic error. From a starting point where
> you know the field direction, project a line in that direction and
> evaluate the field at a new location on that line. Draw perpendiculars
> to the two vectors and find where those perpendiculars meet (this is
> assuming a 2D field). Imagine that point as the center of a circle,
> and swing a circular arc around that center, starting from the first
> point and ending on the line that is perpendicular to the second field
> vector. Approximate the arc with a straight line. Evaluate the field
> at the end of the arc, which will be nearly parallel to the second
> field vector that you evaluated. Repeat.
> 
> At http://www.matterandinteractions.org/Content/Materials/programs2.html
> you'll find a program fields.py which you might find interesting, as
> it displays many properties of E and B fields, but not field lines
> (nor equipotential lines/surfaces).
> 
> Bruce Sherwood
> 
> On Wed, Apr 20, 2011 at 6:47 AM,  <[email protected]> wrote:
>> I'm looking for a way to draw E and B fields using vPython. I have the equations to find the vector at a point, but want to draw contour lines between two particles just as a start. Any suggestions or code segment that shows how to do that?
>> 
>> Thanks,
>> -d
> 
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Benefiting from Server Virtualization: Beyond Initial Workload 
Consolidation -- Increasing the use of server virtualization is a top
priority.Virtualization can reduce costs, simplify management, and improve 
application availability and disaster protection. Learn more about boosting 
the value of server virtualization. http://p.sf.net/sfu/vmware-sfdev2dev