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In the function shearstrain(), one finds the code snippet
# Strain only parameterization# Use assumed shear/strain ratio of 3Rw=3eps_st[iwin] =eps_strain(eps0, Nm, N0, Sst, Sstgm, Rw, f)
krho_st[iwin] =diffusivity(eps_st[iwin], Nm, Gam=Gam0)
Inside eps_strain(), the function aspect_ratio_correction_st(Rw) is called, which evaluates to $1$ for Rw = 3, making the whole function superfluous. But observations point to possible higher values of $R_\omega = 7\pm3$ (Kunze et al., 2006 [p.1560]).
This value changes aspect_ratio_correction_st(Rw = 7) = 2.69. Currently, I manually multiply the end result for the dissipation rate with this factor, to change my $R_\omega$ value.
Would it be possible to make Rw_strain = 3 an optional argument of the shearstrain() function? Or does that only clutter the argument list, as a workaround is possible?
The text was updated successfully, but these errors were encountered:
In the function
shearstrain()
, one finds the code snippetInside$1$ for $R_\omega = 7\pm3$ (Kunze et al., 2006 [p.1560]).$R_\omega$ value.
eps_strain()
, the functionaspect_ratio_correction_st(Rw)
is called, which evaluates toRw = 3
, making the whole function superfluous. But observations point to possible higher values ofThis value changes
aspect_ratio_correction_st(Rw = 7) = 2.69
. Currently, I manually multiply the end result for the dissipation rate with this factor, to change myWould it be possible to make
Rw_strain = 3
an optional argument of theshearstrain()
function? Or does that only clutter the argument list, as a workaround is possible?The text was updated successfully, but these errors were encountered: