The needs to modeling the Earth's terrestrial water cycle at the scale of human activities, for example, agricultural practices, monitoring the Earth's terrestrial water system, and predicting extreme weather events under global climate change have motivated hyper-resolution modeling of land surface processes (Milly et al., 2008;Singh et al., 2015;Wood et al., 2011). In addition, it becomes feasible to develop hyper-resolution land surface models (LSMs) due to advances in high-performance computing and availability of hyper-resolution land surface data sets (Bierkens et al., 2015;Famiglietti et al., 2015).Hyper-resolution modeling of land surface processes at hillslope scales (kilometers) requires a better representation of spatial heterogeneities in topography, vegetation, and soils at meter scales. In current LSMs at scales of 50-100 km, these spatial heterogeneities at subgrid scales are highly parameterized or even ignored (Bierkens et al., 2015;Fan et al., 2019;Wood et al., 2011). As an example, local topographic gradients within a grid cell are absent, and lateral flux exchanges between grids are ignored in most current LSMs (Clark et al., 2015;Lawrence et al., 2019;Swenson et al., 2019). These models may work well at the coarser resolution of 50-100 km through calibration of model parameters but fail when operating at kilometer scales, at which the horizontal hydraulic gradients become comparable to the vertical gradients (Bierkens et al., 2015;Krakauer et al., 2014). At hillslope