Breadcrumbs Section. Click here to navigate to respective pages.

Chapter

Chapter

# Effects of the gravitational field on a quantum antenna and some basic non-Abelian gauge theory

DOI link for Effects of the gravitational field on a quantum antenna and some basic non-Abelian gauge theory

Effects of the gravitational field on a quantum antenna and some basic non-Abelian gauge theory book

# Effects of the gravitational field on a quantum antenna and some basic non-Abelian gauge theory

DOI link for Effects of the gravitational field on a quantum antenna and some basic non-Abelian gauge theory

Effects of the gravitational field on a quantum antenna and some basic non-Abelian gauge theory book

## ABSTRACT

The Dirac current due to the gravitational correction can be evaluated using this equation and hence the effect of the gravitational field on the electromagnetic field radiated by the quantum antenna comprising electrons and positrons can be determined. The spectral action principle in the unification of gravity with the electroweak and strong forces, i.e, the fields of Leptons, quarks, photons gauge bosons and gluons starting from the heat equation. The Noether current density associated with transformations of component fields under supersymmetric transformation of the superfield will have four divergence equal to the change in the Lagrangian density under an infinitesimal supersymmetric transformation and this guarantees that action integral is invariant under supersymmetric transformations. The relation between the matter fields and the gauge, gaugino and auxiliary fields will come from the total Lagrangian of the matter fields and gauge, gaugino and auxiliary fields. Such a Lagrangian can be derived from superfield and it respects both supersymmetry invariance and supersymmetric gauge invariance.