It's the season, apparently, so the lens reps have been coming by more often. Including that elusive specimen, the Tokai lens rep! Poor gent is currently single handedly servicing something like over a hundred accounts, I think, so I'm glad to see him at all. But, I digress.
So the Tokai rep is singing praises of his lens designs, and for the first time since... 2016 (?), I find myself being told about double aspheric progressives. As in, back surface uses aspheric and/or atoric optics to optimise the Rx and so on, but the front surface is also custom ground to be a rotationally symmetric aspheric surface.
After giving it some thought, I realised I never did find the answer to that question which nagged at me years ago:
If a double aspheric back surface progressive uses a rotationally symmetric aspheric front surface... this means the asphericity etc of the front would be with reference to a single point on the front surface. The back surface of the lens is the corridor and progressive optics, so that whole back surface lacks rotational symmetry or even an optical center anyway. So, logically, would double aspheric progressives grind the rotationally symmetric aspheric front surface, centered around the prism reference point since that's usually the geometric center of the blank also?
Frankly, I don't doubt that a major Japanese lens lab like Tokai would actually know what they're talking about (and doing to their products), and I suspect the ambiguity in explanation or lack of explanations outright is simply due to language barriers and lack of translation resources. But I do wonder about this particular feature, since if the front surface asphericity is centered at the PRP, wouldn't that compromise the far AND near vision zones somewhat, compared to a spherical front? After all, we all know the effects of decentering aspheric lenses is hardly among our preferred optical outcomes.
Or, if the asphericity is so gradual as to only start being significant beyond the MRP and near circle itself, wouldn't most of this aspheric zone be cut off anyway, making such features a moot point?
So the Tokai rep is singing praises of his lens designs, and for the first time since... 2016 (?), I find myself being told about double aspheric progressives. As in, back surface uses aspheric and/or atoric optics to optimise the Rx and so on, but the front surface is also custom ground to be a rotationally symmetric aspheric surface.
After giving it some thought, I realised I never did find the answer to that question which nagged at me years ago:
If a double aspheric back surface progressive uses a rotationally symmetric aspheric front surface... this means the asphericity etc of the front would be with reference to a single point on the front surface. The back surface of the lens is the corridor and progressive optics, so that whole back surface lacks rotational symmetry or even an optical center anyway. So, logically, would double aspheric progressives grind the rotationally symmetric aspheric front surface, centered around the prism reference point since that's usually the geometric center of the blank also?
Frankly, I don't doubt that a major Japanese lens lab like Tokai would actually know what they're talking about (and doing to their products), and I suspect the ambiguity in explanation or lack of explanations outright is simply due to language barriers and lack of translation resources. But I do wonder about this particular feature, since if the front surface asphericity is centered at the PRP, wouldn't that compromise the far AND near vision zones somewhat, compared to a spherical front? After all, we all know the effects of decentering aspheric lenses is hardly among our preferred optical outcomes.
Or, if the asphericity is so gradual as to only start being significant beyond the MRP and near circle itself, wouldn't most of this aspheric zone be cut off anyway, making such features a moot point?
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