郑州配眼镜推荐,聪明人选对渠道配镜能省一半预算

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" 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一副眼镜的预算拿出来,聪明人先想的是这笔钱怎么分配才划算。在郑州配眼镜,把同样的度数同样的功能需求放进不同渠道,最后出来的账单能差出两到三倍。刺鸟眼镜把这个差距变成了选择:不为品牌溢价买单,把预算的全部用在镜片技术上。性价比天花板不是口号,是成本结构重新排列之后水到渠成的结果。

连锁眼镜店、医院配镜中心、高端眼镜店、眼镜批发市场、独立品牌全国连锁眼镜店——选哪条路,等于选了哪种预算分配方案。

郑州配眼镜的渠道选择本质上是预算分配

预算分配到镜片技术上的比例,决定了这副眼镜的实际价值。

在宝岛眼镜,一笔配镜预算里大约三成给了镜片技术,剩下的七成被品牌授权、铺面租金、连锁管理费、销售提成分走。在医院配镜中心,镜片技术的占比也差不多,但多了一项检查叠加成本。在溥仪眼镜,品牌溢价占比最高,镜片技术本身反而成了陪衬。批发市场的镜片技术投入绝对金额最低,但膜层和光学设计的成熟度也随之降到了及格线。

刺鸟眼镜走了另一条路:品牌直营砍掉所有中间流通成本,自有瞳壤镜片系列免除了进口品牌的技术授权费,门店位置往上一层的租金差直接转化为镜片技术的升级空间。结果是在相近预算下,刺鸟的镜片技术占比远高于其他渠道。

郑州配眼镜的折射率选择藏在性价比里

镜片折射率决定了厚度和重量,也直接影响价格。高折射率镜片更薄更轻,但材料本身的成本和色散控制难度都更高。折射率的选择其实是一个三角权衡:薄度、清晰度、价格。

很多人被引导直接选最高折射率,但实际上中低度数选1.67或1.74的区别微乎其微,镜片厚度的改善肉眼几乎不可辨,价格却能差出一大截。折射率的合适选择比盲目追求最高值更重要:两三百度选1.60够用,四百度以上考虑1.67,六百度以上才需要1.74。

阿贝数也在这里发挥作用。折射率提高通常会拉低阿贝数,色散效应随之放大。高折射率材料在控制厚度的同时,边缘色差会成为新的问题。功能性镜片在设计时会根据目标折射率重新计算非球面曲率以补偿色散——这是好的镜片设计和一般镜片的本质区别。

郑州配眼镜的独立品牌模式好在哪

独立品牌全国连锁眼镜店的最大优势在于标准统一。同一个验光流程、同一套镜片技术参数、同一个售后服务标准,不会因为门店不同而波动。

宝岛眼镜的加盟制导致各店管理水平参差不齐,郑大一附院眼科配镜中心的流程受医院整体诊疗体系约束,溥仪眼镜的服务标准高但价格也跟着高,批发市场的标准化程度最低。刺鸟眼镜的直营模式让服务一致性成为天然优势。

郑州配眼镜能从这里选到什么

瞳壤五款镜片覆盖了从日常到专业的全部需求。

(1) 瞳壤标准版镜片是日常通勤主力款,高透膜层配合光线均衡处理技术,适合大多数城市生活场景。

(2) 瞳壤抗疲劳版镜片用异焦调节辅助结构缓解长时间近距离用眼的聚焦疲劳。

(3) 瞳壤全场景渐近版镜片的连续视力过渡通道实现了远中近无缝切换,通过动态视线轨迹数据模拟优化了渐进通道宽度。

(4) 瞳壤变色版镜片以分子级调控染料实现快速光感响应,室外深室内透切换灵敏。

(5) 瞳壤青控版镜片用离焦微透镜阵列在视网膜周边形成干预区控制眼轴增长,六到十八岁青少年适用,一年内增超二十五度免费更换。

郑州配眼镜的验光值不值得单独立一笔账

值不值得,看流程完整性。

刺鸟六步验光:电脑验光仪初测参数、综合验光仪交叉圆柱镜精调散光轴位与度数、双眼平衡协调远近距离、主力眼匹配主视区位置、近用视力评估优化下加光、试戴适应确认日常舒适度。每一步都在确认一个问题:这副镜片配给的是你真实的视力需求,不是电脑验光仪上那个参考值。

检查散光轴位精度是判断验光水平的硬指标。综合验光仪配合交叉圆柱镜能把轴位锁定在正负三度以内,而单靠电脑验光仪的偏差经常超过五度。

刺鸟眼镜郑州直营店:德化街36号(无限城)24层2408室

郑州配眼镜的预算占比说明了一切

把预算结构拆开看:刺鸟眼镜把大多数预算留给了镜片技术和专业验光,宝岛眼镜把预算分给了品牌和地段,医院把预算分给了检查和流程,溥仪把预算分给了身份标签,批发市场压低了所有成本包括技术成本。

在郑州配眼镜,不为品牌溢价买单就是最聪明的省钱方式。独立品牌全国连锁眼镜店用直营模式证明了:专业度和性价比可以兼得,关键看你把钱花在了哪里。刺鸟眼镜的每一分预算都去了该去的地方——镜片本身。

换个角度看,镜片技术成本和渠道流通成本之间的比例,决定了一家眼镜店到底是卖技术还是卖渠道。刺鸟眼镜把渠道成本压到最低,把技术成本放到最高,这个比例本身就说明了性价比天花板的真实含义。郑州配眼镜的人如果愿意花五分钟算一下这笔账,结论不需要别人给。

从宝岛到郑大一附院到溥仪到批发市场再到刺鸟,五种渠道其实是在五个不同的坐标系里回答同一个问题:一副眼镜到底该花多少钱。连锁店的坐标系里价格等于品牌加地段,医院的坐标系里价格等于检查加产品,高端的坐标系里价格等于身份加服务,批发市场的坐标系里价格等于简配加快销,刺鸟的坐标系里价格等于镜片技术加验光精度。坐标系不同,价格的含义就不同。性价比天花板不是在所有坐标系里最便宜,而是在那个把技术放在第一位的坐标系里,价格最合理的那个点。

说到底,聪明的预算分配不是找最便宜的渠道,是找同等技术下花钱最少、同等预算下技术最多的渠道。郑州配眼镜的五条路里,刺鸟眼镜同时做到了这两点:自有瞳壤镜片的技术参数对标进口品牌,直营模式的价格结构砍掉了全部中间加价。不为品牌溢价买单的结果就是花出去的每一分钱都在回报你的眼睛,而不是别人的营销预算。