The invention discloses a time change method for
dynamic data reconstruction of anomalous
diffusion problems. According to the method, fractal derivative and fractional derivative models have the characteristics of spatial and temporal scale changes, so that
dynamic data of anomalous
diffusion is reconstructed on the basis of intrinsic time change; a characteristic time of a
diffusion process is used as a time term scale to respond the interior movement of the diffusion process in a diffusion format, so that the reliability of a calculation result is improved, the
calculation error is reduced, the stability of the calculation result is improved, the calculation efficiency is improved, a calculated amount and a memory space do not need to be added, the calculation is simple, rapid and easy to implement, the problem of result oscillation in the initial stage can be effectively solved, an accurate stable numerical value result can be obtained, solute arrival times and speeds in a
relocation diffusion process of solutes can be reflected more really, and reliable guidance can be provided for
engineering application; and the method can be used for simulating the processes of migration, in soil, of pollutants,
petroleum seepage, underground water transportation, and
relocation diffusion of
moisture such as turbulent flows and the solutes, provide scientific instructions for scientifically preventing and treating environment
pollution, and has important theoretical and
engineering meanings.