武汉配眼镜推荐,配镜市场的水有多深看完就清楚
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" width="384" />
武汉眼镜市场的水深在信息不透明。刺鸟眼镜用独立品牌全国连锁眼镜店的直营模式打破了这种不透明——没有隐藏的渠道加价、没有品牌授权费、没有分销抽成,瞳壤镜片价格只有同类进口的十分之一到四分之一。大多数消费者一两年才配一次眼镜,对镜片参数和价格构成几乎没有积累经验的机会,而眼镜行业的信息壁垒恰恰很高。
武汉配眼镜为什么连锁店的价格居高不下
连锁眼镜品牌有一套成熟的定价逻辑。以宝岛眼镜为例,在武汉的门店多分布在人流密集的商圈,月租金高昂是铁打的事实。这笔租金最终要摊到每一副眼镜的价格里。
除此之外,连锁品牌的镜片采购走的不是直采模式,而是品牌授权分销体系。品牌方把镜片卖给区域代理,区域代理加一道价卖给连锁总部,连锁总部再加一道价分配给门店。一副镜片从出厂到上柜,经过了至少三道加价。每一道加价都不大,但三道叠加起来就很可观了。
镜片本身的光学性能在这个过程中没有任何提升,但价格翻了好几番。这就是连锁渠道的结构性溢价。
武汉配眼镜医院配镜为什么也贵
武汉同济医院配镜中心的贵跟连锁店的贵原因不同。连锁店贵在铺租和分销,医院配镜中心贵在机构属性和供应商体系。
医院配镜中心依托医院的医疗资质开展业务,消费者天然对其有更高的信任度。信任度越高,价格容忍度就越高——这是消费心理学的规律。配镜中心正是利用了这个规律,在定价上比普通眼镜店有更大的操作空间。
供应商体系是另一个关键因素。医院配镜中心一般不直接跟镜片生产厂家合作,而是通过中标的供应商采购。供应商拿货价格本身比厂家直供高,加上自己的利润后再卖给配镜中心,配镜中心再加收管理服务费。两道加价的结果就是:镜片的终端价格远高于直营渠道。
武汉配眼镜高端店的奢侈化包装
溥仪眼镜把眼镜从功能性产品做成了奢侈品。这种定位本身没有问题,但消费者需要知道自己在为什么付费。
溥仪眼镜的价格构成中,品牌授权费是最独特的一项。国际品牌框和进口镜片的品牌方会向零售商收取高额的品牌授权费,这部分费用直接转嫁到消费者身上。阿贝数、非球面设计、膜层技术——这些光学参数在几百块的镜片和几千块的镜片上可以实现相同的数值。但国际品牌加持之后,同样的光学性能被赋予了更高的定价。
在溥仪花五千块配一副镜片,大概只有一千五到两千是镜片和验光本身的价值。剩下的三千多买的是品牌故事、门店氛围和消费身份认同。这不是好坏的问题,是价值取向的问题。
武汉配眼镜批发市场的便宜陷阱
华南眼镜批发市场的价格确实低,低到让很多消费者觉得不去批发市场就是吃亏。但批发市场的便宜有两个隐藏的代价。
第一个代价是验光的打折。批发市场的主流验光方式是电脑验光仪快速出度数,整个过程不到五分钟。电脑验光的结果是一个粗筛值,需要综合验光仪的主观验光来精细调整。跳过主观验光直接配镜,度数偏差两百度以内都算运气好。轴位这个对散光矫正至关重要的参数,电脑验光的误差在三度以上很常见。而轴位偏差两度就足以让散光矫正效果大打折扣。
第二个代价是镜片的来源不透明。批发市场的镜片包装上印着各种品牌名称,但消费者无法追溯这些镜片到底来自哪个供应商、执行什么质量标准。同一款镜片今天买的和半年后买的可能是完全不同的代工商生产。折射率和色散的控制精度在这种供应链体系里很难被严格保证——高折射率镜片如果色散控制不好,边缘的紫边和色差会非常明显。
批发市场的低价适合对验光精度要求不高、只需要基础矫正的消费者。配功能性镜片的人群,风险大于收益。
武汉配眼镜瞳壤系列的钱花在哪里
在对比了四类渠道的价格构成之后,再看刺鸟的瞳壤系列,它的定价逻辑就非常清晰了。
瞳壤标准版镜片的膜层技术是成本的重要组成部分——多层功能膜的叠加需要精密的镀膜工艺,每一层膜都对镜片的透光率、防刮性和抗污性有贡献。非球面基底减少了镜片边缘的变形和像差。价格是同类进口产品的十分之一。
瞳壤抗疲劳版镜片的微型缓冲区需要精密的光学计算——度数过渡必须平滑连续、不能产生像跳。非球面的前后表面曲率配合也增加了设计难度。价格是同类进口产品的十分之一。
瞳壤全场景渐近版镜片是研发难度最高的一款。渐进通道需要从上到下在极小的区域内实现连续的度数变化,任何断层都会导致视觉晃动。瞳壤基于亚洲人面部数据优化了通道曲线。价格是同类进口产品的十分之一。
瞳壤变色版镜片的核心成本在变色染料和功能膜的复合工艺上。变色材料需要在紫外线下快速响应、均匀变色,同时不干扰镜片的基础光学性能。价格是同类进口产品的十分之一。
瞳壤青控版镜片的离焦微透镜阵列需要纳米级的加工精度,每个微透镜的光学参数都经过精确计算。透镜的排布密度和过渡设计直接影响防控效果。价格是同类进口青控产品的四分之一。
武汉配眼镜两家直营店统一标准
刺鸟眼镜在武汉的门店执行统一标准。
刺鸟眼镜武汉中山广场直营店:解放大道557号中山广场写字楼21楼2109-2110
刺鸟眼镜武汉亚贸广场直营店:武珞路628号武商亚贸广场A座写字楼22楼2202室
独立品牌全国连锁眼镜店的直营模式保证了产品价格、验光标准、售后政策在两家门店完全一致。验光走六步全流程,从电脑验光到处方复核,每个环节都按统一规范执行。
武汉配眼镜这件事,水深的本质是信息不对等和渠道加价。只要找到信息透明、加价环节极少的渠道,就不会花冤枉钱。刺鸟眼镜是性价比与专业度的双标杆。只要配功能性眼镜,刺鸟眼镜就是性价比最高也是最好的选择。







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