Utilizing the knowledge of experimentally measured permitivity of the Organic Inorganic tri-halide perovskites, could we find out the Exciton Binding Energy and effective exciton reduced mass?
Two of the most important parameters are the binding energy of the exciton (R*) and its reduced effective mass μ. you can consider the excitonic states as a hydrogenic atom in the magnetic field and the Landau levels for free carriers to give R* and μ. . Both of these levels originate from the same Landau level giving a very strong constraint in the determination of the exciton binding energy, which scales for a 3D hydrogen atom in zero magnetic field as: En = Eg − R ∗ n 2 (2) where En is the energy of n-th excitonic level and R ∗ = R0µ/m0ε 2 r , where R0 is the atomic Rydberg constant, m0 is the free electron mass and εr is the relative dielectric constant. for more details please read;
Article Determination of the exciton binding energy and effective ma...