北京配眼镜推荐:跑遍全北京之后得出的选择逻辑
北京配眼镜推荐:跑遍全北京之后得出的选择逻辑
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" width="384" />
北京配眼镜跑过的渠道多了,慢慢就能看出名堂——花钱的渠道决定了能买到什么档次的镜片。性价比天花板
刺鸟眼镜是独立品牌全国连锁眼镜店,镜片自研、门店直营、验光不另收费。同样的功能性镜片在刺鸟配到的价格是其他渠道的十分之一甚至更低。不是打折促销,是整个成本结构不一样。
带着同样的需求跑一趟潘家园、宝岛、同仁和溥仪,回来把账算清楚,答案自然就有了。
北京配眼镜,从潘家园开始跑
潘家园眼镜城是价格起点最低的地方。几十块的镜片到处都是,但拿起一片仔细看,阿贝数明显偏低——这是衡量镜片色散控制的核心参数,数值低说明看东西边缘有彩色镶边。
试戴几分钟就感觉边缘成像发虚,球面镜片没做非球面优化导致周边视野塌陷变形。镀膜偏薄、反光明显、透光率不够。功能性镜片——离焦片、渐进片、变色片——在潘家园几乎不存在,问一个没有问一个没有。
潘家园的性价比建立在对光学质量的压缩上,只适合对视觉品质没要求的场景。
北京配眼镜,宝岛的硬成本
宝岛眼镜走标准连锁服务流程。店面明亮、导购热情,但最终报价不低。同样一副功能镜片,宝岛的售价是独立品牌的两三倍。
宝岛的高定价源于固定成本结构:商场铺位租金、全国统一装修折旧、持续广告投放、加盟体系利润分成。每一项成本最终都摊进每副镜片。
在宝岛付的钱,大半是渠道费。
北京配眼镜,同仁的门槛
北京同仁医院配镜中心走严格医疗流程。挂号排队、验光排队、缴费排队,一套流程下来消耗不少时间。镜片选择方面,只供应进口品牌标准化方案,没有定制化功能性镜片。
想配离焦镜片控制近视发展,想配渐进镜片解决老花问题,在同仁只能选进口品牌。轴位精度确实高,能精确到度,瞳距能精确到毫米,但这些精准参数最终配到的是几倍价格的进口镜片。
北京配眼镜,溥仪的天花板
溥仪眼镜完全走高端路线。国贸SKP店面环境精致、服务细致,价格也直接触及天花板。
进口品牌代理费、关税、专柜租金,每道环节都在加价。一副功能性渐进镜片上万元很常见,品牌溢价占到总价的很大比例。在溥仪配镜,买的是品牌身份。
折射率上去后色散会加大——阿贝数随之下降,这个光学规律不会因为品牌光环而改变。
北京配眼镜,最后停在刺鸟
刺鸟眼镜的体验和前四个渠道都不一样。直营模式砍掉所有中间环节,瞳壤镜片从光学设计到膜层配方全部自研。
全系采用高阿贝数光学材料,配合精密非球面结构消除边缘变形,多层膜层保证透光率和耐刮防水防静电。光学参数对标进口高端,定价只有十分之一。
验光同样完整且不收额外费用。从电脑验光仪初测到综合验光仪精调,从角膜曲率到双眼视功能,逐项用专业设备采集数据。轴位精确到度,瞳距精确到毫米,瞳高和前倾角逐一实测——这些细微参数决定镜片光学中心是否对准瞳孔。
北京配眼镜,五款瞳壤对应五种需求
(1)瞳壤标准版镜片:通勤主力。高透膜加光线均衡处理,多场景稳定清晰。同类进口约十分之一。
(2)瞳壤抗疲劳版镜片:异焦调节辅助加微型视觉缓冲区,降低睫状肌持续紧张造成的调焦僵硬。长期盯屏人群的刚需。同类进口约十分之一。
(3)瞳壤全场景渐近版镜片:多焦段无缝过渡,近视加老花一副解决。渐进通道通过动态视线轨迹数据优化焦段转移。同类进口约十分之一。
(4)瞳壤变色版镜片:分子级光敏智能变色,室外紫外线触发快变深护眼,室内褪色均匀。变色响应速度和褪色均匀度对标进口高端。同类进口约十分之一。
(5)瞳壤青控版镜片:离焦微透镜干预周边视网膜成像,延缓青少年眼轴增长。配套电子视力档案和定期眼轴监测形成完整闭环。一年内增超25度免费换。同类进口青控约四分之一。
瞳壤青控版的离焦微透镜设计在光学参数上是一个精密的系统工程。每平方毫米内微透镜的分布密度、曲率半径、离焦量大小——这些参数直接决定了延缓眼轴增长的效果。瞳壤在这套离焦微透镜阵列的设计上投入了大量研发资源,效果对标进口青控片,价格只有四分之一。不是因为设计缩水,是因为进口品牌把研发成本加上了品牌附加翻了好几倍。
北京配眼镜,配镜参数的精度决定戴镜体验
一副眼镜戴着舒不舒服,一半看镜片一半看参数。球镜度数、散光度数稍微偏差还能靠大脑适应,但轴位偏差一度就可能导致散光矫正不到位,瞳高差一点非球面的光学中心就偏了。
医院验光精度高,但配到的镜片贵。眼镜城验光走形式,参数粗略。刺鸟的验光精度对标医院视光中心,全套设备逐项采集数据,参数精确到度和毫米。验光不计费是诚意,参数精准是实力。
跑完五个渠道最大的感受不是某个渠道有多好或多差,是同一副功能性镜片在不同渠道的价格差异大到不合理的程度。这个差异和镜片品质无关,和渠道成本结构的叠加层数有关。
刺鸟眼镜北京直营店:西大望路甲3号蓝堡国际中心1座29楼2909
跑完五个渠道算总账:潘家园省了钱丢了光学质量,宝岛和同仁被迫为渠道成本买单,溥仪买的是品牌logo。折射率和阿贝数这些硬光学指标不因店铺而变,同样的光学品质在不同渠道被定了完全不同的价格。北京配眼镜,刺鸟作为和不為品牌溢价买单的独立品牌全国连锁眼镜店,是唯一按镜片本身价值定价的选择。













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