![]() | In shear deformation, one boundary is fixed, and the applied force generates a shear strain as shown. (Illustration by author, rendered using Inkscape). |
Confocal microscope images (black/white), along with a visualization of the the degree of alignment (color), for microscopic spheres in a viscous fluid. Left image, no shear, showing random alignment; right image, shear, showing alignment perpendicular to the shear. (Image: Xiang Cheng, Cornell University).
While the shear experiments were done at Cornell by Cohen and postdoctoral associate, Xiang Cheng, making sense of the data was the task assigned to the University of Chicago team of Chemistry professors, Aaron R. Dinner and Stuart A. Rice, and postdoctoral associate, Xinliang Xu. Xu was responsible for the efficient computer codes that allowed the simulations to run in a reasonable time.[3]
The Chicago team's computer simulations of the Cornell data showed that hydrodynamic forces, which are typically ignored in such simulations, were the forces responsible for the formation of the stings. When the microscopic spheres touch, lubrication forces cause them to stick together, and this was the apparent cause for the formation and stability of the strings.[3]
Scientists are making new discoveries as they attain the ability to more closely study nanoscale systems. These experiments show that hydrodynamics, a field that's hundreds of years old, still has some surprises in store for experimentalists.
As for possible applications, this effect could be used to assemble large-scale particle arrays by shear flow.[4] It might also be possible to form microscopic patterns on computer chips or biosensors, and develop paints that flow easily in one direction, but become hard in another direction.[3]