Fig. 6
Sensitivity analysis for parameters that influence the trapping of anchors. Parameters analyzed were a τ AP/τ AM, b \(\left[ {\rm{A}} \right]{k_{{\rm{on}}}}/{k_{{\rm{off}}}}\), c N, and d D A/D P. Sensitivity is defined as \(\frac{\partial }{{\partial p}}{\rm{log}}\left( {\frac{{{D_{eff}}}}{{{D_P}}}} \right) \approx \frac{{{\rm{\Delta }}{D_{{\rm{eff}}}}}}{{{D_{{\rm{eff}}}}{\rm{\Delta }}p\prime }}\), where p can be \({\tau _{{\rm{AP}}}}/{\tau _{{\rm{AM}}}}\), \(\left[ {\rm{A}} \right]{k_{{\rm{on}}}}/{k_{{\rm{off}}}}\), N, or D A/D P. Fixed parameters were D A/D P = 20, N = 20, \({\tau _{{\rm{AP}}}}/{\tau _{{\rm{AM}}}} = 20\), and \(\left[ {\rm{A}} \right]{k_{{\rm{on}}}}/{k_{{\rm{off}}}} = 2\)
