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The Bloch sphere representation is a geometric model for all possible quantumstates of a two-level system that can be used to describe the time dynamics ofa qubit. As explicit application, we consider the time dynamics of a particlein a double-well potential. In particular, we adopt a recent method foroff-resonant excitations, the so-called SUPER principle (Swing-UP of thequantum emitter population) driven by periodic electromagnetic fields, to thecontext of quantum tunnelling. We show that the tunnelling probability can beenhanced significantly when an appropriate oscillation of the potential heightis introduced. Driven by a collaborative approach we call educator-developerdialogue, an updated version of the software Quantum Composer is presented. Foreducational purposes, we map the two lowest energy states of the1D-Schr\"odinger equation to the Bloch sphere representation, leading to arather clear and intuitive physical picture for the pertinent time dynamics.

Modelling assisted tunneling on the Bloch sphere using the Quantum Composer