Platform for Manipulating Polarization Modes Realized with Jones Vectors in MATHEMATICA

Choi, Yong Dae; Kim, Bogyeong; Yun, Hee-Joong

doi:10.5140/jass.2015.32.2.151

Journal of Astronomy and Space Sciences

2015

DOI: 10.5140/jass.2015.32.2.151

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Platform for Manipulating Polarization Modes Realized with Jones Vectors in MATHEMATICA

Yong Dae Choi¹,

Bogyeong Kim²,

Hee-Joong Yun³

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2020

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Creating and Transforming a Second-Rank Antisymmetric Field-Strength Tensor Fαβ in Minkowski Space using MATHEMATICA

Kim¹,

Yun²

2020

Journal of Astronomy and Space Sciences

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As the laws of physics are expressed in a manner that makes their invariance under coordinate transformations manifest, they should be written in terms of tensors. Furthermore, tensors make manifest the characteristics and behaviors of electromagnetic fields through inhomogeneous, anisotropic, and compressible media. Electromagnetic fields are expressed completely in tensor form, Fαβ, which implies both electric field E → and magnetic field B → rather than separately in the vector fields. This study presents the Mathematica platform that generates and transforms a second-rank antisymmetric field-strength tensor Fαβ and whiskbroom pattern in Minkowski space. The platforms enhance the capabilities of students and researchers in tensor analysis and improves comprehension of the elegant features of complete structure in physics.

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Creating and Transforming a Second-Rank Antisymmetric Field-Strength Tensor Fαβ in Minkowski Space using MATHEMATICA

Kim¹,

Yun²

2020

Journal of Astronomy and Space Sciences

Self Cite

View full text Add to dashboard Cite

show abstract

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Platform for Manipulating Polarization Modes Realized with Jones Vectors in MATHEMATICA

Cited by 1 publication

References 15 publications

Creating and Transforming a Second-Rank Antisymmetric Field-Strength Tensor Fαβ in Minkowski Space using MATHEMATICA

Creating and Transforming a Second-Rank Antisymmetric Field-Strength Tensor Fαβ in Minkowski Space using MATHEMATICA

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