Adjustment of subjective and objective refractions
A technology of refractive power and visual impairment, applied in the field of spectacle lenses or spectacle lens series, which can solve different problems
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example 1
[0347] -ΔM -2 =ΔM +2 = 1, 0Dpt
[0348] -ΔM -1 =ΔM +1 =0,5Dpt
[0349] Akk 1 = 0 Dpt
[0350] Akk 2 =1,75Dpt
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example 2
[0358] -ΔM -2 =ΔM +2 = 0 Dpt
[0359] -ΔM -1 =ΔM +1 = 0 Dpt
[0360] Akk 1 = 0 Dpt
[0361] Akk 2 =1,75Dpt
[0362]
[0363]
[0364]
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example 3
[0369] -ΔM -2 =ΔM +2 = 1,5Dpt
[0370] -ΔM -1 =ΔM +1 =0,75Dpt
[0371] Akk 1 =0,5Dpt
[0372] Akk 2 = 2,0 Dpt
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[0379] image 3 shows the weighting of the subjective spherical equivalent according to Example 1 Figure 4A shows the weighting of the subjective spherical equivalent according to Example 2 Figure 4C shows the weighting of the subjective spherical equivalent according to Example 3 In terms of reducing statistical measurement errors in subjective and / or objective measurements, image 3 The weight ratio shown Figure 4A The weights shown are more favorable.
[0380] According to example 1 ( image 3 ), Example 2 ( Figure 4A ) and Example 3 ( Figure 4B ) depends on the difference (or difference) between the downlight and the spherical equivalent corrected in step 1 ΔM=M sub -M obj . As mentioned above, the function consists of a number of plateaus of constant weight, betwee...
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