Abstract:
The evolution process with the change of a non-dimensional variable about the cantilever, Arc shaped beam and S shaped beam is investigated in this paper. The condition of the cantilever contacting the substrate and becoming the Arc shaped beam or the S shaped beam is presented. The critical hanging length of the S shaped beam is derived with two methods, which are based upon the principle of least potential energy. The constraint force of the substrate for the Arc shaped beam is also solved through the principle of superposition. Finally, all kinds of deflection curves are given with the change of the non-dimensional variable. These analyses may be beneficial to engineering design, MEMS and capillary adhesion in biology, etc.
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