Steep expulsive potentials in 1D and 2D Schrödinger equations support continuous spectra of normalizable bound states, including even/odd states in 1D and vortex states in 2D.
Navon , author R
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Hybrid fixed-optics plus DMD system generates near-ideal hollow beams with power-law wall exponents over 100 and improved efficiency for box potentials in quantum gases.
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The continuous spectrum of bound states in expulsive potentials
Steep expulsive potentials in 1D and 2D Schrödinger equations support continuous spectra of normalizable bound states, including even/odd states in 1D and vortex states in 2D.
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An efficient method to generate near-ideal hollow beams of different shapes for box potential of quantum gases
Hybrid fixed-optics plus DMD system generates near-ideal hollow beams with power-law wall exponents over 100 and improved efficiency for box potentials in quantum gases.