Valley-polarized transport is a phenomenon that occurs in certain two-dimensional (2D) materials, where charge carriers (such as electrons or holes) exhibit a preference for occupying specific electronic energy states, known as valleys, within the material's electronic band structure. Valleys are regions in the momentum space of the material's electronic structure where the energy levels are particularly important.
In some 2D materials, like graphene and transition metal dichalcogenides (TMDs), the electronic band structure shows multiple valleys with distinct energy levels. These valleys can be thought of as valleys in an energy landscape, where the charge carriers can reside. Each valley can have its own unique energy dispersion relationship, meaning that the energy of the charge carriers varies with their momentum.
Valley-polarized transport is the phenomenon where charge carriers preferentially populate one valley over the others due to the properties of the material and the way it interacts with external factors like an electric field or light. This behavior arises from the specific properties of the material's band structure, including the symmetry of the valleys and the interactions between charge carriers and other particles.
The valley degree of freedom in these materials provides a unique way to encode and manipulate information using the valley index in addition to the conventional charge and spin degrees of freedom. This has potential applications in the field of valleytronics, where researchers aim to exploit the valley polarization of carriers for novel electronic devices and information processing schemes. For instance, valley-polarized transport could be used to create energy-efficient transistors, quantum bits (qubits) for quantum computing, and sensitive photodetectors.
In summary, valley-polarized transport in two-dimensional materials refers to the selective occupation of specific electronic valleys by charge carriers, resulting in the potential for new avenues in electronic and quantum technologies.