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Rupture force measuring systems using AFM-based vs magnetic tweezers-based approaches show many differences including but not limited to different spring constants, different loading rate and different time under load (Albrecht et al., 2003; Lang et al., 2004; Hatch et al., 2008).
The bonding conditions were simulated through the consideration of different spring layer parameters.
There are three different spring bond constants shown in Fig. 2.
Detailed presentation and derivation of both the MPS method and different spring network models is given.
Analyses were conducted on real and numerical models of different spring structures having concave cell walls, subjected to uniaxial compression.
This method describes the neighbored atom interactions with different spring bonds and gives insight into the force balance conditions, which contribute to obtaining the plausible results.
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