“…The advantage here is that both strain rate and strain are commonly-employed quantification metrics of mechanical deformations used in cell mechanics, biophysics [6,[29][30][31][32] and computational modeling of brain injury [21,[33][34][35]. Conveniently, the logarithmic, or Hencky, strain is simply defined as the natural log of the material stretch, i.e., E θθ = E φφ = ln(λ θ ), and E rr = −2 ln(λ θ ), where both strain and stretch are functions of position r 0 and time t. As neural cells are commonly considered to be susceptible to tensile deformation [33,[36][37][38][39], we concern ourselves primarily with the tensile hoop strain components E θθ = E φφ , just as we did in the case for the hoop stretch, λ θ .…”