“…The active integrins form bond and interact with underlying substrates; therefore, the potential energy in bond and the additional energy from stretching contribute to the chemical potential of high-affinity integrins, χ H , at concentration ξ H [11,40,114], where Φ(∆ i ) is stretching energy and F i ∆ i is consuming mechanical energy under the action of stretching force F i during bond stretching ∆ i . And the stretching force is determined by Birchenall and Shemesh et al [11,141], The concentrations of low-and high-affinity integrins are determined through assuming thermodynamic equilibrium of two integrins' concentration (χ L = χ H ) and ignoring diffusive fluxes [40,127], The stretching energy is obtained by a simple piecewise quadratic potential [40], where s is the bond stiffness, ∆ n is the maximum length of bonds, and ∆ e = ∆ 2 1 + ∆ 2 2 denotes the effective stretching magnitude. The traction force, which is balanced with contractile force generated by stress fibers, is determined by the stretching force F i and active integrin concentration ξ H [40,127], (6) …”