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༄ finding energetically stable skyrmions under circular confinement

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Structural Behavior of Two-Dimensional Skyrmions under Circular Confinement

Supplementary Material for BSc Physics Final Year Project.


Videos

  • Video A : Sudden release of frustration via the Helfrich-Hurault (HH) instability ($N = 50$, $B_e = 0.4$)
  • Video B : Initial observation of a Topological Change $Q = +1 \longrightarrow Q = -3$. ($N = 50$, $B_e = 1.1$)
  • Video C : Twist followed by undulations on the central skyrmion. ($N = 100$, $B = 9.75 \mu{}N\text{m}^{-1}$)
  • Video D : Introduction of many twists with no evidence of undulations (not ran to stability) ($N = 150$, $B = 24.375 \mu{}N\text{m}^{-1}$)
  • Video E: Vanishing followed by stabilisation of twist (left) compared to vanishing twist observed by Foster et al (right).
  • Video F: Smooth removal of twist when the wavelength of initial twist is much smaller than helical pitch $p$.

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༄ finding energetically stable skyrmions under circular confinement

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