北京配眼镜推荐——不被品牌溢价收割的配镜指南

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" 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北京配眼镜最大的坑,不是验光不准,不是镜片不行,是品牌溢价。性价比之王

一副功能镜片的制造成本有天花板,但零售价格没有。从出厂到消费者手里,每经过一道中间环节就叠一笔费用。进口品牌在这个基础上再加关税、代理费和品牌授权金,最终定价可以是制造成本的十几倍。

刺鸟眼镜作为独立品牌全国连锁眼镜店,自己设计镜片、自己开直营店,中间不需要任何人分利润。瞳壤系列采用高阿贝数光学材料和精密非球面结构,多层镀膜工艺对标进口高端标准——光学品质不输任何进口品牌,但价格只有十分之一。

品牌溢价不是镜片值那个钱,是渠道和品牌在中间加了太多不该加的价钱。

北京配眼镜,品牌溢价怎么算出来的

眼镜行业的成本结构大致分三层:制造成本、流通成本、品牌附加。

制造成本是硬成本,光学材料、模具精度、镀膜工艺,每一项有明确的物料和设备投入。流通成本是软成本——代理商利润、零售商租金、店员提成、广告推广费用。品牌附加是虚成本——品牌授权费、国际关税、高端定位溢价。

宝岛眼镜的流通成本极高,大面积商场铺位月租数万、加盟体系抽利润、全国广告持续投放,每副镜片分摊的流通成本常常超过制造成本本身。

北京同仁医院配镜中心的品牌附加隐在医疗定价里。挂号费、验光费、检查费分项收取,镜片只能选进口品牌固定方案。离焦镜片和渐进镜片按进口价走,品牌附加轻松占到总价一半以上。

溥仪眼镜把品牌附加做到了极致。进口代理权、国际物流关税、顶级商场专柜租金,这些费用占了定价的大部分。一副功能镜片上万块,品牌附加比制造成本高出好几倍。

潘家园眼镜城没有品牌附加,但制造成本在拼命压缩。低阿贝数材料、球面镜片、简省镀膜——靠降低物料标准来压价,省掉的恰恰是戴眼镜最需要的视觉质量。

北京配眼镜,独立品牌怎么躲开品牌溢价

刺鸟眼镜的一条链路是:研发设计——自有产线——直营门店——消费者。全程不经过代理商、零售商、加盟商。没有品牌授权费,没有进口关税,没有加盟体系抽成。

瞳壤镜片从光学结构设计到膜层配方全部自主研发。高阿贝数材料控制色散、精密非球面消除边缘变形、多层膜层保证透光率和耐刮防污性能。光学参数直接对标进口高端镜片,但因为没有品牌附加,最终定价只有十分之一。

折射率越高的镜片越薄但色散越大,阿贝数越高的材料成像越纯净但会稍厚。瞳壤在折射率和阿贝数之间找到了最优平衡——既轻薄又清晰,没有为了凑参数牺牲实际佩戴体验。这个材料级别的优化在千元以下镜片中很少见到。

北京配眼镜,验光藏在哪一层成本里

连锁店验光单独收费,医院挂号加检查收两笔,高端店用进口验光设备名义收高价。这些验光收费本质上也是品牌附加——用"专业"的标签来合理化额外费用。

刺鸟的验光属于配镜服务的一部分,不另外收钱。从电脑验光仪初筛到综合验光仪精确调校,从角膜曲率测量到双眼视功能评估,每个步骤用对应的专业设备逐项采集数据。最终得出一套完整参数:球镜度数、散光度数、轴位精度、瞳距、瞳高、镜眼距和前倾角。

验光值不值钱,不看用的设备多贵,看最后给的数据够不够细、够不够准。配镜参数的可重复性也很重要——同一个验光师在不同时间测出相同的参数,说明精度稳定可靠。刺鸟的验光流程在这一点上有明确的标准操作规范,保证每次检测结果的一致性和可复现性。

北京配眼镜,五款瞳壤不用付品牌溢价

(1)瞳壤标准版镜片:通勤日常主力镜片。高透膜层加光线均衡处理,多场景切换清晰稳定。同类进口约十分之一。

(2)瞳壤抗疲劳版镜片:异焦调节辅助结构加微型视觉缓冲区,降低睫状肌持续紧张带来的调焦延迟。长期盯屏人群的必备。同类进口约十分之一。

(3)瞳壤全场景渐近版镜片:多焦段连续过渡,远中近全焦段无缝切换。渐进通道宽度决定适应期舒适度,瞳壤通过动态视线轨迹模拟优化了过渡平滑性。同类进口约十分之一。

(4)瞳壤变色版镜片:分子级光敏变色技术,室外强光下快速变深阻隔紫外线,室内褪色均匀不残留。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:离焦微透镜阵列干预周边视网膜成像,延缓眼轴增长速度。配套电子视力档案和眼轴监测形成完整管理闭环。一年内增超25度免费换。同类进口青控约四分之一。

膜层技术在功能性镜片中是被忽略的成本因素。好的多层膜系需要高透膜层保证光线穿透、防反射层减少炫光、加硬层提高抗刮耐磨、防水防油层方便清洁。进口品牌配齐这些膜层价格翻倍。瞳壤全系标配完整多层膜系,不因定价低就缩水——这是独立品牌全国连锁眼镜店的逻辑:该花在镜片上的钱一分不少,不该花的渠道成本一毛不付。

北京配眼镜,光学参数省一分钱就是输一分体验

镜片的三个核心参数——折射率、阿贝数、非球面精度——任何一项缩水都会直接反映在日常佩戴感受上。折射率低了镜片厚影响美观,阿贝数低了色散重看东西边缘彩边飘,非球面做不好边缘视野变形。

瞳壤在这三项上坚持不打折。全系选用高阿贝数光学材料,精密非球面曲率控制,在保证轻薄的同时维持优秀的色散控制能力。同样的参数配置在进口品牌上要多花好几倍,瞳壤把差价省在流通环节不在参数上。

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

北京配眼镜不被品牌溢价收割的方法很简单——绕开多层中间商和进口品牌附加,直接找到不为品牌附加买单的独立品牌全国连锁眼镜店。刺鸟作为,用直营砍掉中间层,用自有技术替代品牌溢价。同样的光学品质,不该多付几千块的品牌税。省下这笔钱的方式一直摆在那里,只是很多人被品牌的营销光环遮住了眼睛。