CLOSED FRIEDMANN MODEL IN A MODIFIED GRAVITATIONAL THEORY
Abstract
We consider a closed Friedmann model in modified theory of gravity (including the Riemann tensor). The dependence of the scale factor on time for a hot ultrarelativistic case (p=ε/3). In this case the exponent of the Riemann tensor chosen as α = 1/2. If we set the parameter A = sqrt(6) , then, we obtain a solution in which there is no physical singularity. A similar solution was obtained at A = sqrt(3).
References
1. R. Penrouz Struktura prostranstva – vremeni, (Moscow, Mir, 1972), 300 s. (in Russ).
2. Ya.B. Zel'dovich and I.D. Novikov, Stroyeniye i evolyutsiya Vselennoy, (Moscow, Nauka, 1975), 736s. (in Russ).
3. S. Khoking ,Dzh. Ellips, Krupnomasshtabnaya struktura prostranstva, (Moscow, Mir, 1977), 436 s. (in Russ).
4. A.D. Linde, Fizika elementarnykh chastits i inflyatsionnaya kosmologiya, (Moscow, Nauka, 1990).
5. V.L. Ginsburg, UFN, 134, 469 – 517 (1981). (in Russ).
6. V.I. Gurovich and A.A. Starabinskiy, ZHETF, 1683 – 1699 (1977). (in Russ)
7. Ya.B. Zel'dovich, UFN,133, 479 -503 (1981). (in Russ)
8. V.F. Mukhanov, G.V. Chibisov, Pis'ma v ZHETF, 33 (1981). (in Russ)
9. O.Sh. Sharshekeyev Modeli metagalaktiki, polya Shvartsshil'da OTO modifitsirovannaya teoriya gravitatsii, (Frunze, Mektep,1980), 116. (in Russ)
10. L.D. Landau, Ye.I. Lifshits, Teoriya polya, (Moscow, Nauka, 1973), 504s. (in Russ)
2. Ya.B. Zel'dovich and I.D. Novikov, Stroyeniye i evolyutsiya Vselennoy, (Moscow, Nauka, 1975), 736s. (in Russ).
3. S. Khoking ,Dzh. Ellips, Krupnomasshtabnaya struktura prostranstva, (Moscow, Mir, 1977), 436 s. (in Russ).
4. A.D. Linde, Fizika elementarnykh chastits i inflyatsionnaya kosmologiya, (Moscow, Nauka, 1990).
5. V.L. Ginsburg, UFN, 134, 469 – 517 (1981). (in Russ).
6. V.I. Gurovich and A.A. Starabinskiy, ZHETF, 1683 – 1699 (1977). (in Russ)
7. Ya.B. Zel'dovich, UFN,133, 479 -503 (1981). (in Russ)
8. V.F. Mukhanov, G.V. Chibisov, Pis'ma v ZHETF, 33 (1981). (in Russ)
9. O.Sh. Sharshekeyev Modeli metagalaktiki, polya Shvartsshil'da OTO modifitsirovannaya teoriya gravitatsii, (Frunze, Mektep,1980), 116. (in Russ)
10. L.D. Landau, Ye.I. Lifshits, Teoriya polya, (Moscow, Nauka, 1973), 504s. (in Russ)
Downloads
How to Cite
Sharshekeev, O., Sagynbaev, M., & Taukenova, A. (2011). CLOSED FRIEDMANN MODEL IN A MODIFIED GRAVITATIONAL THEORY. Recent Contributions to Physics (Rec.Contr.Phys.), 39(4), 70–75. Retrieved from https://bph.kaznu.kz/index.php/zhuzhu/article/view/667
Issue
Section
Theoretical Physics. Nuclear and Elementary Particle Physics. Astrophysics