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Constitutive relations and response parameters in two-dimensional hydrodynamics with gauge and gravitational anomalies

机译:具有规范和重力异常的二维流体力学的本构关系和响应参数

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We obtain the constitutive relations for the stress tensor and gauge current in ( 1 + 1 ) -dimensional hydrodynamics in the presence of both gauge and gravitational (conformal as well as diffeomorphism) anomalies. The relations between response parameters and anomaly coefficients are also found. The role of the Israel Hartle Hawking vacuum is emphasised. Finally, in the absence of gauge fields, earlier results obtained by a hydrodynamic expansion are reproduced.
机译:我们在存在规范和引力(共形以及微分同形)异常的情况下,获得了(1 +1)维流体力学中应力张量和规范电流的本构关系。还发现了响应参数与异常系数之间的关系。强调了以色列哈特·霍金真空的作用。最后,在没有规范场的情况下,可以再现通过流体动力膨胀获得的早期结果。

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