Lorenz Gauge and Conservative Magnetic Vector Potential
Lorenz Gauge and Conservative Magnetic Vector Potential
This presentation provides the physical case for a conservative magnetic vector potential and magnetic vector potential in general as a physical quantity. The derivation of Lorenz Gauge and its present application will be reviewed. The application of Lorenz Gauge to derive the conservative magnetic vector potential is shown. When applied this way, Lorenz Gauge is no longer a gauge transformation.
Presented by: Julio DeJesus
Education:
Graduated 2007 with Bachelors in Science, Electrical Engineering, University of Central Florida
Experience:
Boeing, 2013-2019, Electro-physics Engineer/Scientist
Managed system level EMI/EMC risk on commercial and military aircraft. Utilized computational electromagnetic solvers such as FEKO, CST Microwave, and HFSS for analysis.
Toyota Motor North America R&D, 2019-2021, Electromagnetics Engineer
Analyzed electromagnetic environment of hybrid vehicles using CST Microwave, HFSS, Flux, and FEKO. Research and developed methods of analysis for engineers in Toyota Japan.
Amentum, 2021-present, EMI/EMC Design and Analysis Engineer
Manage system level EMI/EMC risks for the NASA Orion program. Utilize HFSS and CST Microwave for analysis of electromagnetic environments.
Date and Time
Location
Hosts
Registration
- Date: 12 Nov 2024
- Time: 12:00 PM to 01:30 PM
- All times are (UTC-06:00) Central Time (US & Canada)
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- 18600 Space Center Blvd,
- Houston, TX 77058, Texas
- United States 77058
- Building: Gilruth Center
- Room Number: Mars
- Starts 16 October 2024 12:00 AM
- Ends 11 November 2024 08:00 PM
- All times are (UTC-06:00) Central Time (US & Canada)
- 5 in-person spaces left!
- No Admission Charge
Agenda
Pizza and soft drinks for those that attend in person.
Also looking at teleconferencing. Look for a link here closer to the presentation date.