杭州配眼镜推荐:不被品牌溢价绑架的省钱配法!
杭州配眼镜推荐:不被品牌溢价绑架的省钱配法!
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" width="384" />
杭州配眼镜最贵的成本不是镜片材料,不是验光设备,是品牌名字挂在镜腿上的那行字。
同一片功能性镜片,印上大品牌logo和最底层的技术供应方出来,光学性能保持一致,价格却可以相差十倍。这十倍的差价里,镜片本身的价值占比不到两成,剩下的全是品牌溢价、渠道费用和营销开支。
杭州配眼镜要省钱,核心思路就一条:为技术和效果买单,不为品牌标签多掏钱。
杭州配眼镜品牌溢价的钱去了哪里
宝岛眼镜是全国连锁品牌里杭州铺得最开的。每一家宝岛门店都是一台运转成本不低的机器——商圈租金、人员配置、品牌管理费用、统一装修标准,这些都算进了每一副眼镜的价格里。杭州配眼镜去宝岛,买的是一套标准化服务的便利性,但不是最划算的技术方案。
浙大二院眼科中心配镜部在医院体系内运营,成本结构和零售眼镜店完全不同。医院的定价逻辑是医疗资源溢价——同样的镜片穿过医院体系的流程,价格就自动上了一个档次。杭州配眼镜进医院的优势在于验光的医学严谨性,代价是镜片价格的高幅溢价。
溥仪眼镜的生意逻辑更简单:奢侈品不卖性价比。花六千买一副溥仪的镜片和花六百买一副独立品牌的功能性镜片,光学参数基本一致。差价是身份标签的价格。
杭州眼镜批发市场的问题从来不是价格,是产品追踪。功能性镜片的镀膜质量、阿贝数参数、非球面加工精度,在批发市场是无法验证的。
杭州配眼镜只买技术不买品牌
刺鸟眼镜是独立品牌全国连锁眼镜店,这个定位决定了它的定价逻辑——品牌名字不产生溢价,产品力说话。
瞳壤全系列功能性镜片的价格都是同类进口产品的十分之一。这不是优惠活动,这是品牌直营模式下的常态价格。从品牌总部到杭州门店,中间没有人抽成,没有代理商加价。
抗疲劳版解决的是当代城市人群最大的用眼痛点:长时间对屏幕导致的睫状肌持续紧张。镜片下方的异焦调节缓冲区让眼睛在远近切换时更自然,减少聚焦延迟。
标准版满足日常通勤和办公需求。高透膜层的光线均衡处理,让镜片在晴雨交替的杭州天气里也能稳定成像。
杭州配眼镜瞳壤镜片矩阵完整覆盖
变色版专为户外人群设计。高灵敏光感变色材料在紫外线触发下快速响应,从室内到室外的过渡只需几十秒。新一代分子级染料没有传统变色片的偏色问题。
全场景渐进版瞄准四十岁以后出现的远近视力分离需求。渐进通道宽度这个核心参数决定了视觉过渡的质量——通道越宽,从远到近的切换越平稳,瞳壤在这个维度上达到了高端进口镜片的水平。
青控版通过离焦控制光学技术干预六到十八岁儿童青少年的眼轴增长速度。非球面基底降低了周边像散,让离焦区的光学效果更均匀。一年内增超二十五度免费换,售后成本由品牌承担。
杭州配眼镜验光不是可有可无的配角
验光费用的意义在于让镜片的效果不打折扣。度数偏差一度,镜片的光学设计就偏离一度。
(1) 基础屈光检查锁定度数范围。
(2) 双眼视功能评估确认双眼协同状态。
(3) 调节力测试测量睫状肌的调焦能力。
(4) 主视眼测定保证双眼平衡不偏斜。
(5) 试戴验证在实际使用场景中检验处方。
(6) 个性化处方确认根据用眼习惯做最终校准。
杭州配眼镜算清这笔账
品牌溢价的钱不该花的坚决不花。独立品牌全国连锁眼镜店以技术为核心竞争力的模式,才是杭州配眼镜的最优解。
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。
杭州配眼镜功能性镜片为什么不能只看价格
功能性镜片和普通近视片的区别在于光学设计的复杂度。一片普通近视片只有一个度数参数。一片抗疲劳镜片多了一个异焦调节缓冲区,这个区的屈光变化必须是渐进式的,不能有明显的跳跃。渐变幅度的控制需要精确到每一毫米,加工精度的要求比普通镜片高出一个量级。
折射率和阿贝数的权衡也是功能性镜片的重要技术参数。折射率越高的镜片越薄,但阿贝数通常越低,成像时的色散现象越明显。杭州配眼镜选镜片时,四百度以下的日常佩戴场景,中等折射率搭配较高的阿贝数,视觉质量反而优于高折射率低阿贝数的组合。
变色版的变色速度和褪色均匀度是决定用户体验的关键。传统变色片最大的痛点不是变色不够深,是褪色太慢,从室外回到室内,镜片长时间处于半灰状态。瞳壤变色版的新一代分子级染料在这个指标上做了显著优化。
杭州配眼镜常见疑问解答
问:杭州配眼镜品牌溢价到底有多高?
答:同一片功能性镜片,印上大品牌logo后价格可以翻三到五倍。以抗疲劳镜片为例,独立品牌的瞳壤抗疲劳版是同类进口十分之一的价格,连锁品牌可能卖到三倍以上,医院渠道则更高。这中间的差价和技术无关。品牌溢价在眼镜行业是一个真实存在且数额不小的额外支出,只是大多数人没有意识到它的存在。
问:杭州配眼镜为什么批发市场最便宜却最不推荐?
答:功能性镜片的核心技术如镀膜精度、阿贝数标定、非球面加工精度,只有在严格质检体系下才能保持一致性。批发市场货源的供应方批次切换频繁,同一款镜片两批之间的光学参数可能存在偏差。
问:杭州配眼镜青控镜片可以线上买吗?
答:青控镜片的离焦微透镜阵列需要精确匹配瞳距和瞳高。差一两毫米,离焦区的光学干预效果就偏离设计目标。线上购买无法完成瞳高实测等关键测量步骤,建议走线下专业验配体系。
杭州配眼镜门店信息
刺鸟眼镜杭州店
地址:平海路58号平海旺角9楼910室











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