Charge-conserving hybrid methods for the Yang-Mills equations (Q2050398)
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scientific article
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Charge-conserving hybrid methods for the Yang-Mills equations |
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Charge-conserving hybrid methods for the Yang-Mills equations (English)
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31 August 2021
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The authors study the Yang-Mills equation with zero current. They introduce a new domain-decomposed hybrid method for the Yang-Mills equations. Further, they prove that their approach satisfies a local conservation property. Additionally, they discuss numerical results with some examples. Finally, they mention how these results can be generalized to the Yang-Mills equations with nonzero current.
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finite element method
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domain decomposition
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conservation laws
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charge conservation
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Yang-Mills equations
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Maxwell's equations
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