“…And how to accurately calculate or simulate the mechanical properties of viscoelastic materials is a complex problem (Lewandowski and Chorazyczewski, 2010). A large number of scholars have studied viscoelastic materials and put forward a series of mechanical models, including Maxwell model, Kelvin model, standard solid model (Kim et al, 2003), ESS (equivalent standard solid) model (Xu, 2007;Xu et al, 2011), equivalent stiffness and equivalent damping model (Yoshida et al, 2002), fractional derivative model (Xu et al, 2015), Finite element model, complex stiffness model, Standard rheological model (Mould et al, 2011;Lee and Choi, 2018), fractional index model (Gonzalez et al, 2016;Chen et al, 2018), micro-oscillator model (Mctavish and Hughes, 1993), and so on. The ESS model is a new computational model based on temperature frequency equivalent principle and standard linear solid model, which can correctly describe the variation of viscoelastic damper with the change of temperature and frequency.…”