Z topological phase is destroyed because the Zeeman field breaks the time-reversal symmetry. [29] Therefore, an outstanding question arises as to whether and how the (d − 2)-dimensional boundaries can be effectively tuned without magnetism, especially for 2D SOTIs in experimentally feasible candidates.In recent years, ferroelectric and ferroelastic in 2D materials have received extensive attentions. [30,31] Ferroelastic and/ or ferroelectric transitions enable controllable switches for lots of exciting physical properties, which holds great potential for applications in piezoelectric sensors, mechanical switches, and nonvolatile memory devices. [32] A material has ferroelasticity when it refers to the spontaneous structural polarization and strain-induced transition between the identical stable phases, and has ferroelectricity with switchable electrical polarization through the application of the external electric field. [33,34] Recently, the research on ferroelasticity and ferroelectricity started to reach out to 2D systems with the material candidates been theoretically proposed in LiMgBi, phosphorene, transition metal dichalcogenides, boron pentaphosphide, and so on, but only with conventional TIs characterized by (d-1)-dimenional boundary states. [35][36][37][38][39][40][41][42][43][44][45][46] Although many efforts have been carried out, so far, the 2D ferroelasticity and ferroelectricity remain poorly understood. [47] One major issue is the combination of 2D ferroelasticity and ferroelectricity, or even with both of them, with SOTIs, which would open bright avenues in engineering the nontrivial corner states and in exploiting universal arguments of 2D multiferroics in topological spintronic device applications.In the present work, we identify the manipulation of secondorder corner states in 2D multiferroics of SbAs and BP 5 monolayers. Unlike conventional TIs, gapped edge bands emerge on their typical 1D edges. However, the zero-dimensional (0D) corner states appear as illustrated by performing the calculations of energy discrete spectra in finite-size nanoflakes. We show that the charge spatial distribution is well located at the corners of nanoflakes for both SbAs and BP 5 when they possess the in-plane polarization, revealing the hallmark of 2D SOTIs with ferroelectricity. Surprisingly, under a ferroelastic switching from the initial to final states, the spatial distribution of the corner states are effectively rotated by 90 o . Moreover, by using nudged elastic band (NEB) method, the energy pathway for both the ferroelectric and ferroelastic switching are investigated with the results reveal that the signal of switching is strong. The SOTIs engineered by ferroelasticity