Matsunami Daiju, Pogosian Levon, Saurabh Ayush, Vachaspati Tanmay
Canadian Institute for Theoretical Astrophysics, University of Toronto, Toronto, Ontario M5S 3H8, Canada.
Physics Department, Simon Fraser University, Burnaby, British Columbia V5A 1S6, Canada.
Phys Rev Lett. 2019 May 24;122(20):201301. doi: 10.1103/PhysRevLett.122.201301.
Constraints on the tension and the abundance of cosmic strings depend crucially on the rate at which they decay into particles and gravitational radiation. We study the decay of cosmic string loops in the Abelian-Higgs model by performing field theory simulations of loop formation and evolution. We find that our set of string loops emits particle radiation primarily due to kink collisions, and that the decay time due to these losses is proportional to L^{p} with p≈2 where L is the loop length. In contrast, the decay time to gravitational radiation scales in proportion to L, and we conclude that particle emission is the primary energy loss mechanism for loops smaller than a critical length scale, while gravitational losses dominate for larger loops.
宇宙弦张力和丰度的限制关键取决于它们衰变成粒子和引力辐射的速率。我们通过对环的形成和演化进行场论模拟,研究阿贝尔 - 希格斯模型中宇宙弦环的衰变。我们发现,我们的这组弦环主要由于扭结碰撞而发射粒子辐射,并且由于这些损失导致的衰变时间与(L^{p})成正比,其中(p≈2),(L)是环的长度。相比之下,引力辐射的衰变时间与(L)成比例,我们得出结论,对于小于临界长度尺度的环,粒子发射是主要的能量损失机制,而对于较大的环,引力损失占主导。