Optical axis angle calibration, focusing method and system, and dual-camera device
A dual-camera, calibration method technology, applied in the field of optical focusing, can solve the problems of focusing deviation, affecting the user's shooting effect and experience, and not being able to self-calibrate the optical axis angle parameters, so as to improve efficiency, avoid inaccurate focusing, and improve The effect of user experience
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Embodiment 1
[0124] Such as Figure 8 As shown, when one optical axis of the shooting device is deflected, and the optical axis angle parameter is α, similarly, according to the proportional relationship of similar triangles, there are equations (1) as follows:
[0125]
[0126] Among them, d is the mirror center distance, L is the object distance value, f is the equivalent focal length, x2-x1 is the difference, α is the angle between the optical axis, and Δx is the offset distance of the optical axis. Therefore, the above formula can be used to quickly obtain The object distance value L whose optical axis angle is α, the α value is obtained through the above equations, so as to realize the self-calibration of the optical axis angle, and then calculate the object distance value based on the calibrated α, and combine Table 1 and Table 2 to realize Precise focusing process.
[0127] After simplifying the equation group (1) and eliminating Δx, the calculation formula for obtaining the ang...
Embodiment 2
[0129] Such as Figure 9 As shown, when the two optical axes of the shooting device are deflected, and the angle parameters of the optical axes are α 1 and alpha 2 , the optical axis angle α=α 2 -α 1 , similarly, according to the proportional relationship of similar triangles, there are equations (2) as follows:
[0130]
[0131] Note that the above Δx1, Δx2, Δx, α1, and α2 are all signed, and may be positive or negative.
[0132] in addition,
[0133] Among them, d is the mirror center distance, L is the object distance value, f is the equivalent focal length, x2-x1 is the difference, α is the angle between the optical axes, Δx1 is the offset distance of the first optical axis, and Δx2 is the second optical axis Offset distance, therefore, the object distance value L with an optical axis angle of α can be quickly obtained through the above formula (eliminating the parameters Δx1 and Δx2), and the α value is obtained through the above equations, thereby realizing the...
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