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Pregled bibliografske jedinice broj: 685693

Canonical and Lagrangian formalism in full correct, dual symmetrical form, for the classical bispinor and vector-pseudovector fields in interaction


Brana, Henrik Josip
Canonical and Lagrangian formalism in full correct, dual symmetrical form, for the classical bispinor and vector-pseudovector fields in interaction // Radovi iz fizike u spomen na akademika Krunoslava Ljolje / Fikret Vajzović (ur.).
Sarajevo: Akademija nauka i umjetosti Bosne i Hercegovine (ANUBiH), 2007. str. 83-116


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Naslov
Canonical and Lagrangian formalism in full correct, dual symmetrical form, for the classical bispinor and vector-pseudovector fields in interaction

Autori
Brana, Henrik Josip

Vrsta, podvrsta i kategorija rada
Poglavlja u knjigama, ostalo

Knjiga
Radovi iz fizike u spomen na akademika Krunoslava Ljolje

Urednik/ci
Fikret Vajzović

Izdavač
Akademija nauka i umjetosti Bosne i Hercegovine (ANUBiH)

Grad
Sarajevo

Godina
2007

Raspon stranica
83-116

ISBN
978-9958-501-39-5

Ključne riječi
Canonical, Lagrangian, formalism, dual, symmetry, classical, bispinor, vector, pseudovector, field, interaction

Sažetak
The full correct Lagrangian as well as canonical formalism for a classical bispinor and vector- pseudovector fields in interaction has here been developed in dual symmetrical form. Interaction between bispinor and vector-pseudovector field is introduced almost by the minimal way. The vector- pseudovector fields are almost gauge fields. Lagrange equations for all fields are second order equations, and for the vector and pseudovector fields equations are coupled. Canonical equations for all fields are of the first order and for the bispinor field should be transformed to two coupled Dirac like equations with opposite mass terms. Canonical equations for the vector and pseudovector field are Maxwell's like equations, but because of symmetry of the Lagrange's density, two types of currents, vector and pseudovector (electric charge and magnetic pseudocharge) current appear naturally. The symmetry properties of Lagrangian have been considered. Constants of motion are analyzed.

Izvorni jezik
Engleski

Znanstvena područja
Fizika



POVEZANOST RADA


Ustanove:
Filozofski fakultet, Osijek

Profili:

Avatar Url Josip Brana (autor)


Citiraj ovu publikaciju:

Brana, Henrik Josip
Canonical and Lagrangian formalism in full correct, dual symmetrical form, for the classical bispinor and vector-pseudovector fields in interaction // Radovi iz fizike u spomen na akademika Krunoslava Ljolje / Fikret Vajzović (ur.).
Sarajevo: Akademija nauka i umjetosti Bosne i Hercegovine (ANUBiH), 2007. str. 83-116
Brana, H. (2007) Canonical and Lagrangian formalism in full correct, dual symmetrical form, for the classical bispinor and vector-pseudovector fields in interaction. U: Fikret Vajzović (ur.) Radovi iz fizike u spomen na akademika Krunoslava Ljolje. Sarajevo, Akademija nauka i umjetosti Bosne i Hercegovine (ANUBiH), str. 83-116.
@inbook{inbook, author = {Brana, Henrik Josip}, year = {2007}, pages = {83-116}, keywords = {Canonical, Lagrangian, formalism, dual, symmetry, classical, bispinor, vector, pseudovector, field, interaction}, isbn = {978-9958-501-39-5}, title = {Canonical and Lagrangian formalism in full correct, dual symmetrical form, for the classical bispinor and vector-pseudovector fields in interaction}, keyword = {Canonical, Lagrangian, formalism, dual, symmetry, classical, bispinor, vector, pseudovector, field, interaction}, publisher = {Akademija nauka i umjetosti Bosne i Hercegovine (ANUBiH)}, publisherplace = {Sarajevo} }
@inbook{inbook, author = {Brana, Henrik Josip}, year = {2007}, pages = {83-116}, keywords = {Canonical, Lagrangian, formalism, dual, symmetry, classical, bispinor, vector, pseudovector, field, interaction}, isbn = {978-9958-501-39-5}, title = {Canonical and Lagrangian formalism in full correct, dual symmetrical form, for the classical bispinor and vector-pseudovector fields in interaction}, keyword = {Canonical, Lagrangian, formalism, dual, symmetry, classical, bispinor, vector, pseudovector, field, interaction}, publisher = {Akademija nauka i umjetosti Bosne i Hercegovine (ANUBiH)}, publisherplace = {Sarajevo} }




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