MG14 - Talk detail |
|
Participant |
Dzhunushaliev, Vladimir | |||||||
|
Institution |
al Farabi KazNU - al Farabi, 71 - Almaty - Almaty - Kazakhstan | |||||||
|
Session |
GW1 |
Accepted |
|
Order |
Time |
|||
|
Talk |
Poster abstract |
Title |
Modeling of a non-perturbative spinor vacuum and the investigation of gravitational waves interacting with the non-perturbative spinor vacuum | |||||
| Coauthors | ||||||||
|
Abstract |
The propagation of strong gravitational waves interacting with a non-perturbative spinor vacuum is considered. An approximate model of a non-perturbative vacuum of spinor field is offered. Corresponding Einstein equation has the form of Schr\"odinger equation. The solution corresponding to propagating gravitational waves is analogous to the solution of Schr\"odinger equation for the electron moving in a periodic potential. General solution for periodic gravitational waves is obtained. The analog of Kronig - Penney model for gravitational waves is considered. It is shown that in the present model of GW there exist a weak electric density and current density concomitant the gravitational wave. On this basis a possible experimental verification of the presented model of gravitational wave is offered. |
|||||||
Pdf file |
||||||||
|
Session |
AT3 |
Accepted |
|
Order |
Time |
|||
|
Talk |
Oral abstract |
Title |
Wormholes created by two scalar fields | |||||
| Coauthors | ||||||||
|
Abstract |
Wormholes created by two scalar fields are considered. Two scalar fields give us the possibility to obtain topologically trivial solutions in contrast with wormholes created by one scalar field. Wormholes with one scalar field are topologically non-trivial because the scalar field has kink like behavior. The solutions with different potentials are considered. The profile of mass vs parameters of scalar fields is obtained. |
|||||||
Pdf file |
||||||||