Fluid Flows Break Up Microswimmer Clumps
The field of active matter looks at the collective motion of particles and organisms--how birds flock and fish school. (Image and research credit: T. Zhou and J. Brady; via APS)
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Fluid Flows Break Up Microswimmer Clumps
The field of active matter looks at the collective motion of particles and organisms--how birds flock and fish school. (Image and research credit: T. Zhou and J. Brady; via APS)
Read the full article

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Hello.
I don't particularly post anymore, mostly because I've felt less motivated to as of late. I've always had friction with the posting process; the formatting, the polishing, the tagging. Writing has mostly been a thing I've done consistently privately, so this is just a return to form, mostly.
But I have the Limitless paper, at least. And I am proud of it. So I've returned to put it out on my blog.
Happy reading.
Daniel Bernoulli – Scientist of the Day
Daniel Bernoulli, a Swiss mathematician, died Mar. 17, 1782, at the age of 82.
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The application of the Navier-Stokes equations to quantum systems has so far been a major challenge. Researchers from the Faculty of Phys...
The application of the Navier-Stokes equations to quantum systems has so far been a major challenge. Researchers from the Faculty of Physics at the University of Warsaw, Maciej Łebek, M.Sc. and Miłosz Panfil, Ph.D., Prof. UW, have addressed this issue in the context of quantum liquids, in which the motion of particles is restricted to one dimension. Under specific conditions, such systems exhibit quantum integrability, i.e. the presence of multiple conservation laws.
Hydrodynamic Stability
One thing I am particularly interested in is this idea of hydrodynamic stability. That is as a cetacean swims, is the center of pressure, the point through which all hydrodynamic forces can be said to act, behind our center of mass. This would make us inherently stable. It is likely that this is the case as without it anytime we were not actively steering we would become upset, turn sideways, and effectively stop. This would be very inefficient especially migrating, but it would allow for significantly increased maneuverability. Delphinidae in particular tend to have large dorsal fins which are further up on the body compared to minke, fin, and brydes whales, the only mysticetes with proper dorsal fins. This would make sense as rorquals, which the three above belong to, tend to lunge feed and so do not require the speed or accuracy of the dolphins and porpoises.
I was curious about the ability to model this simply. There are a number of programs which can calculate the center of pressure, among them open rocket. However when simulated the center of pressure is always forward of the center of mass, making the system unstable.
There are a couple parts to this though. This program does not well allow differentiation between center of pressure points on the horizontal axis versus the vertical. If the number of fins on the aft is increased to four, thus allowing equal stability in both horizontal and vertical direction, the center of pressure is comfortably aft of the center of gravity.
There are of course limitations to this program, the most basic of which is whales do not have a circular cross section, this is especially true in the peduncle of the whale. Our bodies are instead taller than they are thin which cannot really effectively be simulated here.
However, just looking at the shape of the flukes then, how do minke whales help balance this? One thing to note is when actively traveling, the flippers are normally held at 45 degrees or even lower. This helps provide additional control on that horizontal axis.
(Both are dwarf minke whales but it remains the same either way)
I find it unlikely that whales would not be stable in both axis, or at least at a marginal level of stability. However what this does mean, is that understanding stability of whales, will require a higher level of detail than circular approximations. Since my long term goal is to build a minke suit which would allow me to swim as one, it also means that understanding the stability is quite important and how to approach it for sizing my own flukes and dorsal fin.

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Taking a short break from trying to figure out my dynamic energy budget models and switching focus to hydrodynamic & particle tracking models!
Hopefully I'll use this to simulate mussel larvae moving around the Scottish West coast :)
Can't wait to get properly stuck in with model running and playing around with different climate scenarios ect!