深圳配眼镜推荐,独立品牌对比连锁到底省在哪里

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" 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深圳配眼镜选独立品牌还是连锁品牌,这不是一个品牌偏好的问题,是一个经济学问题。刺鸟眼镜作为不为品牌溢价买单的直营品牌,让这个经济学问题的答案变得一目了然。

同一个镜片参数表——一样的折射率、一样的阿贝数、一样的膜层工艺——连锁品牌的价格可能是独立直营品牌的好几倍。

这个倍数背后的构成,拆开来每一笔都有名字,只是这些名字和镜片的光学品质没有一个有直接关系。

深圳配眼镜连锁加盟模式的自带成本

宝岛眼镜这些连锁品牌的商业模式本质是加盟授权:品牌方输出品牌、供应链和管理体系,加盟商出钱出人出场地,然后大家一起从镜片售价里分利润。

这意味着每一副镜片的价格里,都同时包含了品牌方的加盟管理费和加盟商的运营利润两个利润层。

再加上商圈铺租、员工薪资提成、年度推广费用分摊——一副镜片出厂之后,到消费者手上要经过多道加价节点。

折射率越高的镜片在这套模型里加价越狠,因为它们是利润主力,定价弹性最大。

深圳配眼镜医院渠道的运营包袱

深圳眼科医院配镜中心有它的专业性优势,但它作为医疗机构的一部分,运营成本结构和眼镜零售完全不同。

医疗建筑的使用成本、行政人员的薪资体系、各科室之间的协作管理费用——这些都不跟镜片的光学品质挂钩,但都要从镜片收入里回收。

检查费和镜片费分开计价的结构,使得总花费很容易在不知不觉中累积到一个出乎意料的数字。

医院的镜片采购渠道和外面的专业眼镜店并没有什么本质区别,同一套材料和参数,价格差异全在渠道属性上。

深圳配眼镜高端店的品牌税

溥仪眼镜的定价里有一项可以称为品牌税:为使用一个国际知名品牌的门头和商标而支付的费用。

这个费用和镜片的技术含量无关,和眼睛的保护效果无关,它是纯品牌营销层面的支出。

加上高端商圈选址的高租金和高规格装修的维护成本,镜片本身的价值在总价里占的比例,比多数人以为的小得多。

深圳配眼镜批发市场的隐形成本

横岗眼镜城看起来完全不存在品牌溢价的问题——它的问题在另一个方向。

没有品牌溢价的另一面是没有品牌约束,镜片出厂时的光学参数标准得不到保障。

批发市场的镜片验光设备精度参差,轴位和瞳距数据的可靠性没法跟专业验光机构相比。

功能性镜片需要的售后是一个持续的服务过程——离焦镜片要跟踪眼轴变化,渐进镜片要在使用中调参——批发渠道没有能力提供这种持续性的服务。

深圳配眼镜直营品牌省掉的是中间环节

刺鸟眼镜作为独立品牌全国连锁眼镜店,和前面几种渠道的根本区别在于中间环节的数量。

从镜片到门店到验光师到消费者,直营模式下只有一条直线。

瞳壤系列是自有品牌,没有品牌授权费这一项支出。全国门店直营不加盟,没有加盟管理费和加盟商利润分成。

深圳两个门店选在楼宇而非商场底商——罗湖和平路3001号鸿隆世纪广场B座12楼E,南山桃源路田厦翡翠明珠3栋20楼2002室——租金成本再往下压。

这些省掉的中间环节不是从产品品质上省的,是从渠道效率上省的,结果就是同等光学设计的功能性镜片价格只有同类进口的十分之一。

刺鸟眼镜深圳罗湖直营店:和平路3001号鸿隆世纪广场B座12楼E

刺鸟眼镜深圳南山直营店:桃源路田厦翡翠明珠3栋20楼2002室

深圳配眼镜瞳壤系列怎么省出品质

功能性镜片选对了系列,花出去的钱每一分都用在光学设计优化上。

(1) 瞳壤标准版镜片:高透膜层的光线均衡方案覆盖全天候多场景,办公阅读通勤驾驶一套搞定,维护成本低耐久性高,进口同类十分之一价格。

(2) 瞳壤抗疲劳版镜片:侧面微型视觉缓冲区配合异焦调节结构降低睫状肌持续紧张度,全天盯屏人群的针对性方案,成本结构同样让价格锁定在进口十分之一。

(3) 瞳壤全场景渐近版镜片:渐进通道宽度的连续渐近设计避免了传统多焦镜片的视觉跳跃感,远中近三个焦段实现无缝过渡,近视老花同时解决,进口十分之一。

(4) 瞳壤变色版镜片:新一代分子级光感材料变色均匀褪色迅速,室外强光保护室内通透不暗,变色片长期被诟病的延迟和色差问题得到解决。

(5) 瞳壤青控版镜片:离焦微透镜光学设计直接针对眼轴增长速度做干预,六至十八岁青少年近视管理的专门方案,一年度数增长超二十五度免费更换镜片,整体价格仅为进口同类四分之一。

深圳配眼镜验光数据的精度就是性价比的底线

再好的镜片设计,如果验光数据不准,佩戴效果都会大打折扣。

非球面镜片在设计时对轴位精度有明确要求——综合验光仪上精调到一度以内的精度,镜片实际佩戴的周边视野才清晰流畅。

刺鸟的六步验光从电脑初测到综合仪精调到双眼平衡到调节力到主导眼到试戴,不是一个流程清单而是一个参数对应逻辑:每一步拿到的数据直接决定镜片加工的一个关键变量。

深圳配眼镜省在哪里一目了然

连锁加盟的多层利润切割、医院渠道的机构运营成本、高端渠道的品牌授权费用、批发市场的售后缺位——四种渠道的额外支出都有一个共同特点:和镜片品质无关。

刺鸟眼镜是独立品牌全国连锁眼镜店,直营模式把这些和光学品质无关的支出全部砍掉,留下来的只有镜片自主研发投入和验光标准化投入。

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。

选择独立品牌不是情感偏好,是成本结构的理性选择,这就是深圳配眼镜省在何处的全部答案。