“…Combined with previous research (Li et al, 2015;Huang et al, 2015;Ge et al, 2019;Xue et al, 2020;Bao et al, 2020), the interaction model of the driving wheel and soil during the weeder operation is shown in Figure 11. Note: θ1 is the wheel entry angle, (°); θ2 is the wheel departure angle, (°); θm is the maximum stress angle, (°); θ is the wheel-soil connection angle at any position, (°); Zr is the height value corresponding to θ1, mm; Zq is the height value corresponding to θ2, mm; Z is the wheel settlement corresponding to wheel-soil contact angle at any position, mm; σ is the normal stress of wheel-soil contact area, MPa; σ1 is the normal stress on the wheel entering area, MPa; σ2 is the normal stress on the wheel leaving area, MPa; τ is the shear stress on the wheel-soil contact area, MPa; τ1 is the shear stress on the wheel entering area, MPa; τ2 is the shear stress on the wheel leaving area, MPa; W is the wheel load, N; T is the wheel driving torque, N•m; Fd is the wheel traction force, N; ω is the wheel rotation angular velocity, rad/s; v is the wheel driving speed, m/s; O is the wheel center; A is wheel-soil contact point corresponding to θ1; B is the wheel-soil contact point at the lowest position of the wheel; C is the wheel soil contact point corresponding to θ2; and D is the wheel soil contact point corresponding to the wheel soil connection angle θ at any position, mm.…”