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Geometry operations for point data #14
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I have uploaded a use case for NLDN data to compute peak current values for IC and CG flashes restricted to the lasso boundary created using lmatools. This implementation assumes that only the storm of interest (SOI) passed through the lasso region during the course of analysis. In other words, between t_start and t_end, there were no other storms tracing the same path (or even overlapping) as the SOI. Here is the link to the jupyter notebook |
Update: Analysis code in the jupyter notebook above has been modified to allow counting of only those CG/IC flashes which occurred within lasso at their respective times. Thus, we no longer have to assume that only the SOI passed through that area. This also results in accurate CG flash rate calculation within SOI. |
@gewitterblitz this is a really nice use example. At a minimum, I think it would be great to include as an example notebook showing how to do these analyses. Feel free to open a PR for the notebook. I'm not sure how I feel about adding a spatialpandas requirement for the core library. How is it different from geopandas? We probably should have a larger design discussion about moving the lasso functionality into xlma-python, too. |
Sure, I can do that. Regarding spatialpandas, this is what I found in their documents which may (or may not) be relevant while dealing with thousands (or millions) of VHF sources in LMA data:
Here is the link to their SciPy 2020 talk. I agree with your idea about having a discussion on the design/structure of xlma-python. We (all who are interested) could meet on discord. Let us know what you think. |
I recently stumbled upon the
spatialpandas
library while exploring visualization options using datashader/holoviews.Here's the link to the design document.
Do you think it can be useful for visualization of LMA data?
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