Detail publikace

Fourier Analysis of Memristor Excited by Sinusoidal Signal

Originální název

Fourier Analysis of Memristor Excited by Sinusoidal Signal

Anglický název

Fourier Analysis of Memristor Excited by Sinusoidal Signal

Jazyk

en

Originální abstrakt

The paper deals with the analysis of flux-controlled memristor which is described by its unambiguous charge-flux constitutive relation. The memristor is excited by ideal sinusoidal voltage source in order to sense its typical i-v pinched hysteretic loop. Two equivalent schematics of the transformation of the exciting voltage into the current response are described. The first one is used for the spectral analysis of the current. It is shown that the corresponding Fourier series contains only the sine terms. It confirms the fact that the pinched hysteretic loops of ideal memristors must be always odd-symmetrical.

Anglický abstrakt

The paper deals with the analysis of flux-controlled memristor which is described by its unambiguous charge-flux constitutive relation. The memristor is excited by ideal sinusoidal voltage source in order to sense its typical i-v pinched hysteretic loop. Two equivalent schematics of the transformation of the exciting voltage into the current response are described. The first one is used for the spectral analysis of the current. It is shown that the corresponding Fourier series contains only the sine terms. It confirms the fact that the pinched hysteretic loops of ideal memristors must be always odd-symmetrical.

BibTex


@inproceedings{BUT74673,
  author="Viera {Biolková} and Dalibor {Biolek} and Zdeněk {Kolka}",
  title="Fourier Analysis of Memristor Excited by Sinusoidal Signal",
  annote="The paper deals with the analysis of flux-controlled memristor which is described by its unambiguous charge-flux constitutive relation. The memristor is excited by ideal sinusoidal voltage source in order to sense its typical i-v pinched hysteretic loop. Two equivalent schematics of the transformation of the exciting voltage into the current response are described. The first one is used for the spectral analysis of the current. It is shown that the corresponding Fourier series contains only the sine terms. It confirms the fact that the pinched hysteretic loops of ideal memristors must be always odd-symmetrical.",
  address="IEEEAM",
  booktitle="MATHEMATICAL MODELS FOR ENGINEERING SCIENCE (MMES)",
  chapter="74673",
  howpublished="electronic, physical medium",
  institution="IEEEAM",
  year="2011",
  month="november",
  pages="154--159",
  publisher="IEEEAM",
  type="conference paper"
}