论文标题
通过瞬变方法集成$μ（\ Mathcal {i}）$流变学
Integration through transients approach to the $μ(\mathcal{I})$ rheology
论文作者
论文摘要
这项工作通过Kranz等人引入的瞬态形式主义概括了颗粒状的整合。 [物理。莱特牧师。 121，148002（2018）]确定压力。我们专注于巴格诺政权，并为经验$μ（\ Mathcal {i}）$流变法提供了理论支持，这些法律已成功地用于许多粒状流动问题。特别是，我们确认粒子摩擦在适用$μ（\ Mathcal {i}）$法律的制度中无关紧要。
This work generalises the granular integration through transients formalism introduced by Kranz et al. [Phys. Rev. Lett. 121, 148002 (2018)] to the determination of the pressure. We focus on the Bagnold regime, and provide theoretical support to the empirical $μ(\mathcal{I})$ rheology laws, that have been successfully applied in many granular flow problems. In particular, we confirm that the interparticle friction is irrelevant in the regime where the $μ(\mathcal{I})$ laws apply.
