Effect of a spacer on localization of topological states in a Bragg multihelicoidal fiber with a twist defect

We have studied the influence of a spacer introduced into a Bragg multihelicoidal fiber with a twist defect on the existence of defect-localized states. We have shown that in the presence of a Gaussian pump the energy of the electromagnetic field stored in topologically charged defect-localized modes essentially depends on the length of the spacer. We have demonstrated that by changing this length on the wavelength scale it is possible to strongly modulate such energy. This property can be used for generation and controlled emission of topologically charged light. We have also shown that if the value of an isotropic spacer's refractive index deviates from the optimal value defined by the parameters of the multihelicoidal fiber parts the effect of localization disappears.