Leon Kaganovskiy (lkaganovskiy@ncf.edu)                  Local Weather    

I am an Assistant Professor at the New College of Florida Mathematics Department       Email Link

Education:

Masters in Physics from Krarkov University Ukraine (Diploma and Transcript, Course Descriptions)

Bachelor in Applied Mathematics from University of Michigan Ann Arbor (Bachelor Degree copy).

Masters in Applied Mathematics from University of Michigan Ann Arbor (Masters Degree copy).

PhD in Applied Mathematics from University of Michigan Ann Arbor (Certificate, Transcript).

Curriculum Vitae


Work Address:
    Leon Kaganovskiy,
    New College of Florida Department of Natural Sciences,
    5800 Bayshore Road, Sarasota, FL 34243, tel (941) 487-4118

Home Address:
   
Leon Kaganovskiy,
    3525 Cheshire Sq, apt B.   Sarasota FL 34237tel (941) 366-6134, cell (941) 961-3896

Teaching at the New College of Florida

Spring 2008:  Partial Differential Equations,  Science on a Computer

Fall 2007:      Computational ODEs,   Introduction to Programming with Java and Matlab

Spring 2007:  Computational Fluids,   Networks Computer Lab

Fall 2006:       Introduction to Numerical Methods,   Introduction to Programming with Matlab and C++

 

Previous Teaching Experience at the University of Michigan:

Calculus I, Calculus II , Multivariable Calculus III , Differential Equations

Teaching Philosophy. Teaching Experience and Future Interests. Efforts to Enhance Teaching

Collection of hand-written student evaluations,  Copies of course evaluations

Instructional Technology Resources on Maple, Matlab and Mathematica:

Maple for the Classroom of the Future

Mathematica, Maple, Matlab, IDL

Yunus A. Cengel and John M. Cimbala FLUID MECHANICS:
Fundamentals and Applications

Mathematics Education into 21st Century Project

Seminar on Teaching Mathematics

Center for Research on Learning and Teaching

Project NExT

 

Research:

Recent work with Prof M. Lowman on Percolation type Modeling of Canopy Trees.   Preliminary Write-up

 

Adaptive Panel Representation for 3D Vortex Ring Motion and Instability,  Mathematical Problems in Engineering, vol 2007

 

Thesis advisors: Prof. R. Krasny (Mathematics), Prof. W. Dahm (Aerospace Engineering)

My PhD thesis concentrates on 3-D vortex sheet motions in incompressible fluid.   We developed new local, adaptive, higher order, tree-based quadrature and point insertion method to describe vortex sheet motions.  This method for the first time enabled us to consider long time behavior of unstable vortex rings as well as their oblique and head on collision.  The method is not limited to vortex ring motion and can be applied to any vortex sheet such as aerodynamic jets, wakes etc…

Research Statement      Thesis       Collection of Vortex Rings

Most Recent Talk

Interview Presentation      Maple Lab Review        Predator-Prey Models     Thesis Presentation

My simulations: One ring azimuthal instability k=8        Oblique collision of two rings: del = 0.2, del = 0.25 - top, front,       Head-On Collision

Lim experiments:  Oblique Collision front, top    Head-On Collision

Conference presentations:

 

 

Our vortex rings simulations:

filam_t6

filam_t24filam_t42

Application of Vortex Rings:

Vortices Behind Airplane Wings

Use of vortex rings in Aerodynamics of Explosive Detection Portals for Aviation Security Screening

Links:

MAA - Mathematical Association of America
AMS - American Mathematical Society
SIAM - Society of Applied and Industrial Mathematics
APS - American Physics Society

 

http://fictionbook.ru/

http://www.litportal.ru/

http://lib.ru/

http://www.booknik.ru/

http://toldot.ru/rus_library.php

 

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