“…Other studies have approximated whiskers as quadratic curves (Quist & Hartmann, 2012; Towal et al, 2011), which cannot replicate inflections in curvature, or otherwise used cubic splines to capture whisker shape (Bagdasarian et al, 2013; Belli, Bresee, Graff, & Hartmann, 2018), but these are challenging to compare with one another. It is also possible to compare whisker outlines fitted with Elliptic Fourier harmonic coefficients (Ginter et al, 2012) or Bezier curves (Campagner, Evans, Loft, & Petersen, 2018; Hewitt et al, 2018; Petersen, Colins, Evans, Campagner, & Loft, 2020); although these are good visual representations of whisker shape, they do not provide a clear and succinct equation, which is useful for developing mechanical models. Therefore, as previously observed in rats (Starostin et al, 2020), we propose that a two parameter, linear curvature function (Equation ) provides a good approximation for whisker curvature.…”