Density matrix renormalization group (DMRG) is a numerically accurate and robust method for many-body problems . Since the establishment by White in 1992 , numerous algorithms have been developed, including time-evolution algorithms , finite temperature algorithms , etc. The rapid development of algorithms enables DMRG to tackle various problems, including strong correlation lattice models , abinitio electronic structure , and excited state dynamics . The recent development of GPU acceleration algorithms and matrix product operator (MPO) auto-construction algorithms further broaden the application scope of DMRG in simulating the dynamics of complex systems. Very recently, Li et al. presented a general picture of organic semiconductors' mobility by combining time-dependent DMRG (TD-DMRG) with Kubo formula , indicating that TD-DMRG is a possible solution for organic thermoelectric transport in broad parameter space.