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Filtering by: Peer Reviewed No Remove constraint Peer Reviewed: No Subject Vector fields Remove constraint Subject: Vector fields

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Student Thoughts on Derivatives of Vector Fields

Creator:

Walker, Mesa E.

Abstract:

Junior level physics students are familiar with a few types of vector ﬁeld derivatives, such as divergence and curl, but are typically unfamiliar with how to take a general derivative of a vector ﬁeld. Three junior-level physics students were interviewed with the open-ended prompt, “How would you think about taking...

Resource Type:

Capstone Project
Efficient Morse decompositions of vector fields

Creator:

Oregon State University. Dept. of Computer Science, Chen, Guoning, Mischaikow, Konstantin Michael, Laramee, Robert S., and Zhang, Eugene

Abstract:

Existing topology-based vector field analysis techniques rely on the ability to extract the individual trajectories such as fixed points, periodic orbits and separatrices which are sensitive to noise and errors introduced by simulation and interpolation. This can make such vector field analysis unsuitable for rigorous interpretations. We advocate the use...

Resource Type:

Research Paper
Efficient Morse decompositions of vector fields

Creator:

Oregon State University. Dept. of Computer Science, Chen, Guoning, Mischaikow, Konstantin Michael, Laramee, Robert S., and Zhang, Eugene

Abstract:

Vector field analysis plays a crucial role in many engineering applications, such as weather prediction, tsunami and hurricane study, and airplane and automotive design. Existing vector field analysis techniques focus on individual trajectories such as fixed points, periodic orbits and separatrices which are sensitive to noise and errors introduced by...

Resource Type:

Research Paper
Interactive 3D line integral convolution on the GPU

Creator:

Lakshmanan, Vasumathi

Abstract:

The Line Integral Convolution (LIC) is a mainstay of flow visualization. It is, however, computationally intensive, which limits its interactivity. Also, when used to view three-dimensional (3D) vector fields, the resulting images are dense and cluttered, making it difficult to perceive the flow on the interior parts of the field....

Resource Type:

Masters Thesis

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Academic Affiliation

Electrical Engineering and Computer Science1
Mathematics1

Advisor

Bailey, Mike1
Dray, Tevian1

Commencement Year

Commencement Year range begin – Commencement Year range end

Current results range from 2007 to 2019

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Unknown 2

Committee Member

Dilles, John1
Lockwood, Elise1
Manogue, Corinne A.1
Metoyer, Ronald1
Zhang, Eugene1

Creator

Chen, Guoning2
Laramee, Robert S.2
Mischaikow, Konstantin Michael2
Oregon State University. Dept. Of Computer Science2
Zhang, Eugene2
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Current results range from 2006 to 2019

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2010-20191
2000-20093

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Computer Science1
Mathematics1

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Master's2

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Master of Science (M.S.)2

File Format

application/pdf1

Language

English [eng]4

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All rights reserved1
Attribution 4.0 (CC BY 4.0)1

Non-Academic Affiliation

Oregon State University. Graduate School1

Peer Reviewed

No[remove]4

Resource Type

Research Paper2
Capstone Project1
Masters Thesis1

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Copyright Not Evaluated2
In Copyright2

Subject

Vector fields[remove]4
Decomposition (Mathematics)2
Directed graphs2
Set-valued maps2
Convolutions (Mathematics)1
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