Abstract:
A prescription based on bimodal Floquet theory is proposed to describe the nuances of phase-modulated supercycled decoupling experiments
in solids. The frequency dependent interaction frames relevant to a particular supercycle are identified to facilitate faster convergence of
perturbation corrections to the derived effective Hamiltonians. In contrast to silico-based methods, the proposed analytic method offers an
attractive platform for faster optimization of experiments in solids. Additionally, the relevance of supercycling at ultrafast spinning conditions
is also discussed