Dissipative effects can lead to a friction term in the equation of motion foran inflaton field during the inflationary era. The friction term may be linearand localised, in which case it is described by a dissipation coefficient. Thedissipation coefficient is calculated here in a supersymmetric model with a twostage decay process in which the inflaton decays into a thermal gas of lightparticles through a heavy intermediate. At low temperatures, the dissipationcoefficient $\propto T^3$ in a thermal approximation. Results are also givenfor a non-equilibrium anzatz. The dissipation coefficient is consistent with awarm inflationary regime for moderate ($\sim 0.1$) values of the couplingconstants.
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机译:耗散效应可能导致通货膨胀时代充气子场运动方程中的摩擦项。摩擦项可以是线性的也可以是局部的,在这种情况下用耗散系数来描述。此处,耗散系数是在具有两级衰减过程的超对称模型中计算的,在该模型中,膨胀子通过重的中间体衰减为轻粒子的热气体。在低温下,散热系数$ \ proto T ^ 3 $处于热近似状态。还给出了非平衡氮杂的结果。耗散系数与耦合常数的中等($ \ sim 0.1 $)值的暖通货膨胀率一致。
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