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An additional requirement for using the Euler-Bernoulli model to calculate the Young's modulus, is to distinguish the fundamental resonance frequency from other higher-order vibrational modes. Forced resonance occurs at ω, ω0 and ω, ω0/2, while parametric resonance occurs at ω, ω0/n, where ω is the angular frequency of the applied voltage ω, 2πf, ω0 is the natural angular resonance frequency of the nanowire, and n is an integer greater than one.34 By applying the potential with the counterelectrode transverse to the nanowire, where forced excitation is dominant,18,31 the natural resonance frequency was determined
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18,31 the natural resonance frequency was determined.
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