Fig. 2: Wavevector-selective parametric pumping and formation of an asymmetric magnon Bose–Einstein condensate (BEC). | Communications Physics

Fig. 2: Wavevector-selective parametric pumping and formation of an asymmetric magnon Bose–Einstein condensate (BEC).

From: Classical analog of qubit logic based on a magnon Bose–Einstein condensate

Fig. 2

a Phased-array magnetic field excitation mechanism. The red bars represent microstrip antennas placed on the surface of an yttrium-iron-garnet (YIG) film. The wavevector \(+{q}_{{}_{{{{{{{{\rm{BEC}}}}}}}}}}\) of the BEC+ component of the double BEC is directed along the magnetization direction z. b Schematic view of wavevector-selective parametric pumping scheme using microwave photons of frequency ωp with large wavenumbers \({q}_{z}={q}_{{{{{{{{\rm{p}}}}}}}}}\gtrsim +2{q}_{{}_{{{{{{{{\rm{BEC}}}}}}}}}}\). The red dashed arrows illustrate the process of decaying the pump photon into two magnons with co-directional wavevectors. In this case, the density of magnon gas and the magnon condensate BEC+ in the area of positive wavenumbers qz (the green shaded area and large green dot, respectively) significantly exceeds the density of magnon gas and the magnon condensate BEC in the area of negative wavenumbers qz (the blue shaded area and small blue dot, respectively). c Micromagnetic modeling of BEC formation using such wavevector-selective parametric pumping. The color code indicates the normalized magnon density.

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