Ophthalmic lens
A lens and ophthalmology technology, applied in glasses/protective glasses, glasses/goggles, lenses, etc., can solve problems such as blindness and achieve the effect of reducing the main factors
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Embodiment 1
[0145] figure 1 (b) is a schematic side cross-sectional view of the negative lens for inhibiting the progression of myopia according to Examples 1 and 2.
[0146] Examples 1 and 2 are spectacle lenses for inhibiting myopia progression. Lens elements 1 and 2 related to Example 1 were set as follows. no e1 is the refractive index of the e-line reference in lens element 1, n e2 is the refractive index based on the e-line in lens element 2.
[0147] Lens element 1: the degree is positive
[0148] no e1 : 2.0009
[0149] ν e1 : 16.72
[0150] P gF’1 : 0.666
[0151] D1: 4.1 [D]
[0152] Lens element 2: the degree is negative
[0153] no e2 : 1.8656
[0154] ν e2 : 30.23
[0155] P gF’2 : 0.598
[0156] D2: -8.1 [D]
Embodiment 2
[0158] Lens elements 1 and 2 related to Example 2 were set as follows. Furthermore, Embodiment 2 is a preferred example that satisfies the above formula 4.
[0159] Lens element 1: the degree is positive
[0160] no e1 : 2.0009
[0161] ν e1 : 16.72
[0162] P gF’1 : 0.666
[0163] D1: 4.8 [D]
[0164] Lens element 2: the degree is negative
[0165] no e2 : 1.8656
[0166] ν e2 : 30.23
[0167] P gF’2 : 0.598
[0168] D2: -8.8 [D]
[0169]
[0170] The lens elements 1 and 2 related to the critical meaning of the preferred example satisfying the above-mentioned formula 3 are set as follows.
[0171] Lens element 1: the degree is positive
[0172] no e1 : 2.0009
[0173] ν e1 : 16.72
[0174] P gF’1 : 0.666
[0175] D1: 5.8 [D]
[0176] Lens element 2: the degree is negative
[0177] no e2 : 1.8656
[0178] ν e2 : 30.23
[0179] P gF’2 : 0.598
[0180] D2: -9.8 [D]
[0181]
[0182] Such as Figure 4 As shown in , in Examples 1 and 2, compared...
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