I would like to render fisheye images in Blender, get them into Vuo so I process them with "Image › Warp Image with Projection Mesh".

One possibility is to use syphon, but I get the impression it does not run on mac, and maybe broken on windows.

Another possibility is render image to file, and have vuo detect updated file and read it in.

Has anyone made this connection?

Comments

syphon on blender seems to be

MatthewDougherty's picture
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syphon on blender seems to be the obstacle.

Screen capture is an option that Paul Bourke suggested on a private email. The problem here is managing displays and juggling different different sw packages simultaneously.

My current inclination is to do uv mapping within blender, as a node after rendering. Currently trying to figure out how to take the meshmap used in vuo, and convert it into a UV blender node.

Curious if anyone in the vuo community, besides Paul and me, are doing dome viz.

I use Blender for animation,

MatthewDougherty's picture
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I use Blender for animation, particularly for fisheye scenegraphs. For a complete movie I use vuo's warp to do the full video.

I have a 6m dome with a modified version of Paul Bourke's warped fisheye offset projection.

Getting the models correct, lighting correct, and camera optimal is always a problem of rendering. To actually view it I have to warp the fisheye. Dalai Felinto did a warped fisheye in the gaming engine 15y ago, but it did not work in practical animation rendering.

I thought I could tighten the QC loop using vuo to do the warping thru syphon. But the syphon code is barely there, so getting it into vuo to do the warp is problematic.

I think the solution is to write a warp node in blender and call it a day.

Or use a 4K HDMI -> USB-C

pbourke's picture
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Or use a 4K HDMI -> USB-C capture dongle, connect to the HDMI out on the Blender machine, appears as a webcam input in Vuo and warp that. I have one somewhere in my box of tricks from another project. I could dig it out and test if you like. You will be limited to 2K fisheye but I suspect that's about the upper limit of any spherical mirror projection anyway.