Mobile robot and return charging method
A mobile robot and charging method technology, applied in the direction of secondary battery charging/discharging, circuit, manipulator, etc., can solve the problem of wrong route navigation, unable to complete charging normally, unable to directly connect with ultrasonic signals, etc., to achieve the effect of improving the success rate
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Embodiment 1
[0033] Such as Figure 7 As shown, in order to facilitate the description of specific implementation methods, in this embodiment, the signal emitted by the charging stand is an infrared signal and the infrared emission angle of the charging stand is less than 90°, and the mobile robot traverses the infrared signal coverage area during operation. With the charging stand as the origin 0, the Y axis is perpendicular to the front of the charging stand, and the X axis is parallel to the front of the charging stand to establish a plane Cartesian coordinate system xOy. In this embodiment, Y min →0, at this time Y max -Y min >X max -X min , the reason is that the infrared signal emission angle θ≤90°, at this time the maximum extension width L perpendicular to the front direction of the charging stand will be greater than / equal to the maximum extension width W parallel to the front direction of the charging stand, where W=2*L*sinθ , that is, L≥W when θ≤90°. The calculation method ...
Embodiment 2
[0042] Such as Figure 9 As shown, in order to facilitate the description of specific implementation methods, in this embodiment, the signal emitted by the charging stand is an infrared signal and the infrared emission angle of the charging stand is less than 90°, and the mobile robot traverses the infrared signal coverage area during operation. Taking the charging stand as the origin 0, the Y axis perpendicular to the front of the charging stand, and the X axis parallel to the front of the charging stand to establish a plane Cartesian coordinate system xOy, in this embodiment X min →0, at this time Y max -Y min max -X min The calculation method provided by the present invention can determine the coefficients m and n of the optimal area P as follows: n is 1, and m is between 1 / 3 and 2 / 3.
[0043] When m=1 / 3, P(x)=X min +1 / 3*(X max -X min )≈1 / 3*X max , P(y)=(Y max +Y min ) / 2; at this time, according to the attached Figure 8 A limit suitable point for determining the ...
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