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Filtering by: Creator Gregory Jonathan Kimmel Resource type Dissertation Subject Engineering Sciences and Applied Mathematics

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Analytical Solutions and Optimization of the Time-Dependent Ginzburg-Landau Equation for Superconductors

Description:

The behavior of type-II superconductors is modeled using the time-dependent Ginzburg Landau equations (TDGLE). Pinning centers (inclusions) and geometries which maximize the critical current that can be passed through a superconductor are numerically obtained. Previous analytical results are summarized and new results are obtained for the critical current in one...

Keyword:

Phase Slips, Magnetic Vortices, Dynamical Systems, Optimization, and Superconductivity

Subject:

Engineering Sciences and Applied Mathematics

Creator:

Gregory Jonathan Kimmel

Owner:

Scholarly Digital Publishing

Date Uploaded:

02/12/2018

Date Modified:

02/13/2018

Date Created:

2016-01-01

Resource Type:

Dissertation