Igor G Tsukanov, Age 552927 Sweetspire Cir, Oviedo, FL 32766

Igor Tsukanov Phones & Addresses

Oviedo, FL

1425 Lacosta Dr, Pembroke Pines, FL 33027 (954) 438-5491

1463 158Th Ave, Pembroke Pines, FL 33027 (954) 438-5491

11 University Houses, Madison, WI 53705 (608) 233-8127

15 University Houses, Madison, WI 53705 (608) 233-8127

Work

Position: Financial Professional

Education

Degree: Graduate or professional degree

Emails

Mentions for Igor G Tsukanov

Igor Tsukanov resumes & CV records

Resumes

Igor Tsukanov Photo 12

Assistant Professor At Florida International University

Position:
Assistant Professor at Florida International University
Location:
Miami/Fort Lauderdale Area
Industry:
Higher Education
Work:
Florida International University since Oct 2007
Assistant Professor
University of Wisconsin-Madison Jul 2004 - Sep 2007
Associate Scientist
University of Wisconsin-Madison Jul 2001 - Jul 2004
Assistant Scientist
Education:
Institute for Problems in Machinery, Ukrainian National Academy of Sciences 1994 - 1997
Ph.D., Physics and Mathematics (Computational Mechanics)
Ukrainian National Aerospace University -'Kharkiv Aviation Institute' 1987 - 1994
MS/BS, Design and Manufacturing of Aerospace Systems
Languages:
English
Russian
Ukrainian
German
Awards:
Excellence in Teaching Award
ASME FIU Student Section
Most Cited Paper Award
Computer Aided Geometric Design
Best Paper Award
2006 ASME International Design Engineering Technical Conferences and Computers and Information in Engineering Conference
Certifications:
Master Certification in C++11, Brainbench (http://www.brainbench.com)
Igor Tsukanov Photo 13

Senior R And D Development Manager, Linear Dynamics Group

Location:
Hollywood, FL
Work:
Dassault Systèmes Simulia Corporation
Senior R and D Development Manager, Linear Dynamics Group
Igor Tsukanov Photo 14

Igor Tsukanov

Igor Tsukanov Photo 15

Igor Tsukanov

Igor Tsukanov Photo 16

Igor Tsukanov

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Igor Tsukanov

Publications & IP owners

Us Patents

Modeling And Analysis Of Objects Having Heterogeneous Material Properties

US Patent:
2005006, Mar 17, 2005
Filed:
Jul 22, 2004
Appl. No.:
10/896407
Inventors:
Vadim Shapiro - Madison WI, US
Igor Tsukanov - Madison WI, US
Arpan Biswas - Sodpur, IN
Michael Freytag - Sun Prairie WI, US
International Classification:
G06F017/10
US Classification:
703002000
Abstract:
A method is described for modeling heterogeneous material properties within a geometric model of an object (e.g., within a CAD model). Material functions are defined about material features (i.e., points, surfaces, or areas on or in the model) at which material properties are known, with the material functions each defining the behavior of that feature's material property at locations away from that feature. Combination of the material functions results in a single material function which defines the material properties throughout the geometric model. The resulting material function may then be used in subsequent analyses, such as in computerized behavior analysis of the geometric model. The material function may be constructed such that it meets desired constraints, and has desired smoothness and analytical properties, for ease of use in such subsequent analyses.

Mesh-Free Method And System For Modeling And Analysis

US Patent:
6718291, Apr 6, 2004
Filed:
Jun 22, 2000
Appl. No.:
09/602070
Inventors:
Vadim Shapiro - Madison WI, 53705
Igor G. Tsukanov - Madison WI, 53705
International Classification:
G06F 1750
US Classification:
703 2, 703 5, 703 14, 716 20
Abstract:
A method and apparatus for mesh-free engineering analysis of geometric models is described. The method and apparatus, which are preferably software-based and implemented on personal computers or other programmable processing devices, represent geometric models by implicit mathematical functions. The implicit functions allow interpolation of all desired boundary conditions over the geometry without meshing, and the boundary conditions may then may be combined with a piecewise continuous model of the solution structure (i. e. , the analysis problem). By solving for elements of the solution structure (its basis or coordinate functions) which satisfy the given boundary conditions either exactly or approximately, the solution structure will define the behavior and boundary conditions (exactly or approximately) throughout the geometric model.

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