CV

CV (brief version)

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Present Position and Ph.D Advisor

Education


Work Activities

Turbulence enhancement in coagulation

Abstract: Smoluchowski model is introduced from a stochastic particle system. A gas-kinetic theory on coagulation is recovered. Insight on mass displacement due to turbulence is shown numerically. Based on joint works with Franco Flandoli and Ruojun Huang.

Closed Analytic formula for the turbulent rate of collision

Abstract: Smoluchowski model is introduced from a stochastic particle system. A one-point and two-point motion statistics are studied to recover a gas-kinetic theory on coagulation. Low inertial regime is obtained trhough correction quantity due to the displacement of particles in turbulent flow. 

On the refined self-similarity hypothesis.

Abstract: On the refined self-similarity hypothesis, Lagrangian statistics and Eulerian statistics of the dissipation rate are studied for DNS of forced 3dNS equations.

Particle Aggregation Under Turbulent Flows 

Abstract: Smoluchowski model is introduced from a stochastic particle system. A gas-kinetic theory on coagulation is recovered. Insight on mass displacement due to turbulence is shown numerically. Based on joint works with Franco Flandoli and Ruojun Huang.

The objective of the Turbulence on the Banks of the Arno (TuBA) workshop is to provide a platform for early-stage researchers (ideally Ph.D. students and postdoctoral fellows) working in the field of turbulence to come together, exchange ideas, and present their own research. 

Other Activities