I switched from matplotlib
to plotly
mainly to plot smooth animations in 2D/3D. I want to plot the motion of robots consisting of multiple circles/spheres.
The different body parts of the robot have different sizes and the circles need to represent that accurately.
Is there a way in plotly
to specify the size of the markers in data units?
For example, I want to draw a 5m x 5m section in which circles with a radius of 0.1m are moving along different trajectories.
In matplotlib
I know two alternatives. One is to use patches matplotlib.patches.Circle
. The second option is to plot the points and scale their markersize
correctly by taking the dpi into account (See the answers to this question for matplotlib).
Is there a way in poorly
to specify the size of the markers in data units or scale the sizeref
attribute correctly?
# Point with radius 2 (approx.) from plotly.offline import plot import plotly.graph_objs as go trace = go.Scatter(x=[4], y=[4], mode='markers', marker={'size': 260, 'sizeref': 1}) # ??? layout = dict(yaxis=dict(range=[0, 10]), xaxis=dict(range=[0, 10])) fig = dict(data=[trace], layout=layout) plot(fig, image_height=1000, image_width=1000)
A problem with scaling the markersize
is that the image is only correct as long as you don’t zoom in or out, because the markersize stays constant.
Therefore the cleaner approach would be to specify the size of the circles directly in data units.
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Answer
Drawing circles is probably your best bet. Updating markersize
with each resize would be a bit cumbersome. Here’s something you could try for drawing circles
from plotly.offline import plot import plotly.graph_objects as go xy = [[4, 4], [1, 5], [2, 2]] r = 0.1 fig = go.Figure() kwargs = {'type': 'circle', 'xref': 'x', 'yref': 'y', 'fillcolor': 'black'} points = [go.layout.Shape(x0=x-r, y0=y-r, x1=x+r, y1=y+r, **kwargs) for x, y in xy] fig.update_layout(shapes=points) fig.update_xaxes(range=[0, 10]) fig.update_yaxes(range=[0, 10]) fig.update_layout(width=1000, height=1000) plot(fig)
Default (1st) and zoomed (2nd) view: