Sort by
Refine Your Search
-
Listed
-
Category
-
Country
-
Field
-
a Postdoctoral Researcher for experiments in swarming dynamics of living swimmers A Postdoctoral Researcher position is available in the Living, Fluid, & Soft Matter group of Prof. Matilda Backholm
-
live in. Your role The post-doctoral researcher will construct and use bespoke experimental apparatuses for inducing macroscopically patterned flows, including multiple vortices, of LCE precursors
-
interests include flow of soft materials, non-equilibrium dynamics, dynamics of soft glasses, statistical physics of yielding, shear thickening of dense suspensions, phase behaviour, self-assembly, fluid
-
a Postdoctoral Researcher for experiments in swarming dynamics of living swimmers A Postdoctoral Researcher position is available in the Living, Fluid, & Soft Matter group of Prof. Matilda Backholm
-
) research group at SDU and contribute to current projects, as well as contribute to new grant applications and expand the group’s international collaborations. Furthermore, the postdoctoral researcher will
-
multiscale solute transport in nanoporous media under changing conditions. The post-doctoral position is for a period of 28 months. Background of the project Quantification and prediction of solute movement
-
Job Description The PHASE research group within the Kevin T. Crofton Department of Aerospace and Ocean Engineering at Virginia Tech invites applications for a postdoctoral researcher position in
-
, working in close collaboration with a Ph.D. candidate whom you will be co-supervising and another postdoc with expertise in experimental set-up design and construction as well as fluid dynamics, as
-
project AGIPORE, see https://cordis.europa.eu/project/id/101141323 which aims to derive effective equations describing the simultaneous flow of immiscible fluids in porous media at length scales where
-
no particular order): Stability/Instability of coherent structures in 2D/3D flows. Stability/Instability in geophysical fluids and plasma physics. Spectral theory for non-self-adjoint operators. Candidates must