MATLAB Understanding Particle Diffusion: Analyzing Scatter Plots in MATLAB

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The discussion revolves around analyzing the spread of various types of particles tracked in a 2D scatter plot using MATLAB. The user seeks to communicate the degree of scattering of these particles over time, noting that they have collected endpoint data rather than individual trajectories. They express interest in concepts like correlation time rather than diffusion coefficients, as their focus is on single particles rather than concentrations. Participants inquire about the nature of the scatter plot and whether the tracked insects exhibit social behaviors that could lead to clumping, suggesting that the behavior of different insect types may influence scattering patterns. The conversation also touches on the potential impact of insect density on diffusion coefficients, particularly in the context of swarming behaviors seen in species like locusts.
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hi all:
i have some insects/particles that i placed in the center of an arena, and tracked their position after a set period of time. what i can get in MATLAB is a 2d scatter plot (several hundred x,y points). i have several different types of particles that show a larger or smaller degree of spread from the center, and have collected their endpoints (i don't have individual trajectories).

can i do something more interesting to communicate just 'how scattered' these particles are after time t? any good tutorials on this given my data (time 1, distance 0; time 2, distance X)? i think i might not be looking for a "diffusion coefficient", since I'm looking at single particles and not concentrations.

i think i might be looking to understand something called a "correlation time".

Thanks for any ideas
 
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When you say 2d scatter plot, do you mean t, r, θ or equivalent (t, x, y)? If you are tracking insects, do you expect any "clumping" meaning natural attractors (social behavior)? Do you have several different simultaneous insect types? Like predator-prey? Measurement of many individual insects is sufficient to get a diffusion coefficient. Sometimes the diffusion coefficient depends on insect concentration (density), like locusts. Locusts begin swarming when a critical density is reached. See

http://www.k8science.org/news/news.cfm?art=2564

Bob S
 
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