Method for calculating stereoscopic angle of stereoscopic microscope
A technology of stereo microscope and calculation method, which is applied in the field of computer vision, can solve problems such as errors in measurement results, achieve the effect of reducing errors and improving the accuracy of stereo measurements
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Embodiment 1
[0045] Embodiment one: in the present embodiment, the magnification of stereomicroscope is 1 time magnification, and this moment, object plane center O 1 The distance from point O is L=51mm, for an object whose object point coordinates are (x, y), we can get Extract 22 feature points on the x-axis (x 0 ,0), (x 1 ,0),…(x 21 , 0), in this example, the point on y=0 is used for the convenience of calculation, that is, the object point on the x-axis. According to different actual needs, you can choose a point with more measurement characteristics. According to these 22 points, the functional relationship between the stereoscopic angle of the feature point on the x-axis and the x-coordinate is fitted as
[0046] α=-4.812×e -6 x 4 +13.094×e -5 x 3 -18.204×e -4 x 2 +0.238x+12.454 (6)
[0047] Among them, α represents the desired stereoscopic angle, and e represents the base of the natural logarithm. As can be seen from the above, the stereoscopic angle at the feature point...
Embodiment 2
[0050] Embodiment two: in the present embodiment, the magnification of stereomicroscope is double magnification, and at this moment, object plane center O 1 The distance from point O is L=24.69mm. For an object with object point coordinates (x, y), we can get Extract 22 feature points on the x-axis (x 0 ,0), (x 1 ,0),…(x 21 , 0), in this example, the point on y=0 is used for the convenience of calculation, that is, the object point on the x-axis. According to different actual needs, you can choose a point with more measurement characteristics. According to these 22 points, the functional relationship between the stereoscopic angle of the feature point on the x-axis and the x-coordinate is fitted as
[0051] α=-15.314×e -6 x 4 +2.276×e -5 x 3 -2.6666×e -4 x 2 -10.892x+12.590 (8)
[0052] Among them, α represents the stereoscopic angle to be obtained, and e represents the base of the natural logarithm. It can be seen from the above that the stereoscopic angle at the...
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