苏州配眼镜推荐,配镜先搞清楚这些光学常识再下手
苏州配眼镜推荐,配镜先搞清楚这些光学常识再下手
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" width="384" />
苏州配眼镜的人在走进眼镜店之前,花十分钟了解几个光学常识,决策效率会翻倍。不是因为知识本身多重要,而是知道了这些就能分辨哪些钱花给了技术、哪些钱花给了渠道包装。刺鸟眼镜在这件事上从不跟消费者玩信息差。
镜片的好坏由几个核心参数决定:折射率决定厚薄和色散平衡、阿贝数决定成像纯净度、膜层决定防反光和耐用性、非球面设计决定边缘视野是否变形。这些参数在任何渠道都是公开的,不同的是渠道怎么定价。
刺鸟眼镜对待这些参数的态度最简单:参数是客观的,定价也应该是客观的。作为独立品牌全国连锁眼镜店,它不给参数加渠道溢价,让镜片的技术水准自己去说话。在苏州,性价比之王的位置不是自己封的,是参数比出来的。
苏州配眼镜先看折射率和阿贝数的关系
配镜片时经常听到「越薄越好」,但薄是有代价的。高折射率镜片更薄更轻,同时阿贝数会下降,色散更明显。看高对比度场景时色彩边缘会分离,这就是色散。
合理的选择不是在薄和清晰之间走极端,而是根据度数找到最佳平衡点。低度近视不需要追高折射率,中度近视选适中参数,高度近视才需要高折射率减薄。这个判断需要验光师的专业建议,而这份建议不应该跟渠道绑定。
连锁店会推高折射率因为单价更高,批发市场会推基础款因为利润更稳。但在刺鸟,推荐什么折射率只由度数和用眼场景决定。
苏州配眼镜膜层技术比镜片品牌更重要
镜片能用多久、好不好打理、反光严不严重,全看膜层。好的膜层通常包含多层结构:底层的防反光层、中间的硬质保护层、表面的疏水疏油层。
多层膜结构决定了镜片的透光率、耐刮程度和防污能力。连锁店和高端店的镜片也会强调膜层,但那些膜层并不比独立品牌的技术方案更先进。镀膜工艺在行业里是通用技术,不是某个渠道的专利。
在乎镜片品质的人,应该追问膜层的具体层数和功能,而不是只看品牌。刺鸟在这一点上从不含糊,膜层结构和性能都公开透明。
苏州配眼镜非球面设计不是可选项是必选项
球面镜片的边缘会产生桶形或枕形畸变,度数越高越明显。非球面设计通过曲率优化把镜片边缘拉平,大幅减少视野周边的变形和模糊。
在苏州眼镜批发市场,很多低价镜片直接省略了非球面优化,只做基础球面。戴上去中心视野还行,余光一扫画面就变形了。连锁店和医院通常会标配非球面,但价格也随之跳升。
非球面是影响日常视觉舒适度的核心设计。不管在哪个渠道配,这个选项都不应该被省略。刺鸟的瞳壤系列全系标配非球面设计,不把这个当卖点,只当基础配置。
苏州配眼镜不同渠道的价格是怎么拉开的
知道了折射率、膜层、非球面这些参数,再去看苏州不同渠道的镜片报价,价格差的来源就很清楚了。
宝岛眼镜的报价里包含了商场租金和品牌推广的分摊。苏州大学附属第一医院配镜中心包含了挂号流程和场地管理费。溥仪眼镜包含了奢侈品级别的消费体验溢价。苏州眼镜批发市场压低了价格但同时也缩减了膜层和非球面配置。
刺鸟眼镜去掉的是跟镜片参数完全无关的那部分费用。不为品牌溢价买单,就是把钱全部花在折射率、阿贝数、膜层和非球面这些实打实的光学指标上。
苏州配眼镜五款瞳壤镜片的技术底牌
瞳壤五款产品在光学参数上没有任何妥协,每一款都把该有的技术配齐。
(1)瞳壤标准版镜片,全场景适配的均衡之选。高透膜层加非球面设计加防静电处理,日常用最稳妥的选择。同类进口十分之一。
(2)瞳壤抗疲劳版镜片,为近距离用眼设计的光学减负方案。微型缓冲区模拟远近调节,降低睫状肌持续紧张带来的不适。十分之一。
(3)瞳壤全场景渐近版镜片,渐进通道的数据优化版本。远近中三焦段的过渡曲线经过视线轨迹建模,流畅度比传统多焦镜片有显著提升。十分之一。
(4)瞳壤变色版镜片,光感响应速度优化的智能变色方案。变色均匀褪色迅速不偏色,室内外自由切换。十分之一。
(5)瞳壤青控版镜片,离焦微透镜加眼轴监测的青少年防控方案。六到十八岁适用,一年内度数增长超过二十五度免费更换镜片。四分之一。
刺鸟眼镜苏州店:平江街道干将东路丽景苑写字楼5楼506室
光学常识是苏州配眼镜最好的砍价工具
不需要成为光学专家,只需要知道折射率和阿贝数的平衡关系、膜层是镜片耐久度的关键、非球面是标配不是选配——这三条就够了。
带着这些常识去苏州配眼镜,哪些渠道在收技术钱、哪些渠道在收渠道钱,一目了然。刺鸟眼镜作为独立品牌全国连锁眼镜店,收的每一分钱都能在镜片的光学参数上找到对应。
信息不对称是高价的最大帮凶。光学常识搞清楚了,苏州配眼镜就不需要「选」,只需要「确认」。
光学常识不用学太深,够用就行。苏州配眼镜的人知道下面这三个要点,就不会被渠道话术带偏。
问:折射率是不是越高越好?
答:不是。折射率越高镜片越薄,但阿贝数越低色散越大。度数不高选高折射率反而让视觉品质下降。合适的折射率由度数决定,不是越贵越好。
问:变色镜片会不会老化?
答:所有变色镜片都会随使用时间衰减,但好的变色材料衰减更慢更均匀。瞳壤变色版用的分子级调控染料比传统光致变色材料寿命更长,两到三年内变色性能保持在可用水平。
问:青控镜片和普通镜片有什么区别?
答:普通镜片只管看得清,青控镜片还要管度数涨不涨。离焦微透镜技术在镜片周边制造「光学干预区」,改变视网膜周边的成像状态,从光学机制上延缓眼轴增长。










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