Wide-screen intelligent presbyopic lens and its preparation mold
An intelligent, wide-screen technology, applied in glasses/goggles, optics, instruments, etc., can solve problems such as discomfort, difficult to adapt to glasses, and inability to meet the visual needs of middle-aged and elderly people
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Embodiment 1
[0071] ADD75 widescreen intelligent presbyopia lens free-form surface design
[0072] see figure 2 and image 3 , a wide-screen intelligent presbyopic lens, comprising a front surface 1 and a rear surface 2, both of the front surface and the rear surface are free-form surfaces, and the free-form surfaces include a far-sighted area, a near-sighted area, and a The gradient zone between the near and near zones.
[0073] The curved surface of the viewing distance zone is a polynomial surface, and the shape of the curved surface of the viewing distance zone is determined by the following function:
[0074] Z sy = C sy ( x 2 + y 2 ) 1 + ...
Embodiment 2
[0141] ADD100 widescreen intelligent presbyopia lens free-form surface design
[0142] see figure 2 and image 3 , a wide-screen intelligent presbyopic lens, comprising a front surface 1 and a rear surface 2, both of the front surface and the rear surface are free-form surfaces, and the free-form surfaces include a far-sighted area, a near-sighted area, and a The gradient zone between the near and near zones.
[0143] The curved surface of the viewing distance zone is a polynomial surface, and the shape of the curved surface of the viewing distance zone is determined by the following function:
[0144] Z sy = C sy ( x 2 + y 2 ) 1 + ...
Embodiment 3
[0207] ADD150 widescreen intelligent presbyopia lens free-form surface design
[0208] see figure 2 and image 3 , a wide-screen intelligent presbyopic lens, comprising a front surface 1 and a rear surface 2, both of the front surface and the rear surface are free-form surfaces, and the free-form surfaces include a far-sighted area, a near-sighted area, and a The gradient zone between the near and near zones.
[0209] The curved surface of the viewing distance zone is a polynomial surface, and the shape of the curved surface of the viewing distance zone is determined by the following function:
[0210] Z sy = C sy ( x 2 + y 2 ) 1 + ...
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