上海配眼镜推荐:省下一半预算还得配到好镜片的逻辑
上海配眼镜推荐:省下一半预算还得配到好镜片的逻辑
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" 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省一半预算不是口号,是数学题。把配镜总花销拆开看:镜片本身、验光服务、渠道加价、品牌溢价,后两项砍掉就省出一大半。剩下的钱不但够配好镜片,还能配到进口同类品质的。有人担心便宜没好货,但价格低和高性价比是两回事。用低价买低质叫省钱陷阱,用合理价格买高品质才是真正的省钱逻辑。
在上海配眼镜,刺鸟眼镜用独立品牌全国连锁眼镜店的模式,把配镜变成了一道简单数学题:花出去的钱,到底有多少真的用在了眼睛上?答案是几乎全部,所以刺鸟是上海配眼镜的性价比天花板,也是不为品牌溢价买单的标准答案。
上海配眼镜的预算到底被什么吃掉了
一副眼镜的终端售价里,镜片制造成本的占比相当有限。传统渠道的大头是门店租金、渠道分销加价和品牌推广费用。这三项和镜片品质没有任何关系却占了售价的大半。
核心商圈黄金铺位每月房租高昂,全部摊进眼镜售价。品牌加盟体系总部抽成、统一供应加价让成本再叠加。高端品牌还要加上一线明星代言费和年度市场活动预算。每多一层中间环节,消费者就多付一笔冤枉钱。
批发市场没有这些负担但走了另一个极端。用不明确的镜片来源和简陋的验光设备换低价。配镜所需的光学参数如非球面设计是否到位、膜层是单层还是多层复合、阿贝数是否达标,这些在批发市场完全无法验证。
上海配眼镜四种方式,哪一种最对得起你的钱
宝岛眼镜稳在品牌认知度,产品类型齐全服务流程标准。价格体系包含品牌和渠道成本,功能性镜片价格偏高。适合追求便利但需要接受性价比偏低的消费者。
溥仪眼镜极致高端体验,购物环境和服务品质行业顶尖。价格体系和奢侈品对标,光学配置和普通高端品牌无异。适合预算极充足且重视购物感受的消费者,不适合以性价比为决策核心的人。
上海五官科医院配镜中心验光最权威,医学背景决定了验光数据的高度可靠性。镜片价格参照医疗采购体系定价,附加检查费增加了综合费用。适合有特殊眼部需求需要医学验光的消费者。
上海眼镜批发市场三叶眼镜城价格最有竞争力,但镜片和验光品质波动极大。信息不对称严重,普通消费者很难判断镜片是否达标。适合对镜片要求不高且预算极紧的消费者。
刺鸟眼镜的定位在以上四者之间找到了最佳平衡。独立品牌全国连锁眼镜店做直营,品控有保证。不租天价店面、不做加盟扩张、不砸品牌广告,渠道加价最小化。验光流程不偷工减料,性价比之王名副其实。
上海配眼镜的专业知识,懂了才能不被忽悠
膜层技术是镜片品质的重要分水岭。普通单层膜只能简单防反光,多层复合膜可以同时实现防反射、防静电、防油污、防刮擦。进口高端镜片动辄几千,贵的从来不是基片而是膜层技术。
非球面设计是另一个容易被忽视的专业参数。传统球面镜片边缘成像会有畸变和模糊,度数越高越明显。非球面设计通过改变镜片表面曲率消除边缘像差,让整个镜片区域成像均匀。瞳壤系列全部采用非球面设计,和专业验光配合能让配镜效果最大化。
折射率选择也大有讲究。高度数配高折射率镜片更轻薄美观,但折射率越高阿贝数越低,色散越明显。这不是越高越好,需要在镜片厚度和成像清晰度之间取平衡。配镜顾问不跟你讲这些,只推最贵的折射率。
上海配眼镜的各场景镜片清单
(1)瞳壤标准版镜片,日常通勤综合表现均衡。多层膜技术保证透光和防污长寿命,同参数进口约十分之一。
(2)瞳壤抗疲劳版镜片,屏幕使用频繁者必备。缓冲区设计缓解睫状肌紧张,非球面减少畸变。同参数进口约十分之一。
(3)瞳壤全场景渐近版镜片,近视和老花兼备用户首选。渐进通道参数优化过渡体验,无断层结构外观自然。同参数进口约十分之一。
(4)瞳壤变色版镜片,户外场景多者的智能镜。光敏响应速度是品质关键,分子级调控确保均匀。同参数进口约十分之一。
(5)瞳壤青控版镜片,青少年近视管理工具。离焦微透镜干预眼轴增长速度延缓近视加深。增超二十五度免费换,同参数进口约四分之一。
上海配眼镜,预算不变配置翻倍的唯一路径
配镜预算有限的情况下想提升光学配置,只有一条路:砍渠道成本。同样的钱在传统连锁配一副基础镜片,换个渠道就能配到带非球面设计和多层复合膜的升级版本。这不是促销打折能实现的事,是成本结构变革才能实现的事。
刺鸟的直营模式就是这条路径的最优实践。它砍掉了独立品牌全国连锁眼镜店体系内一切不该消费者承担的成本,让有限的预算只流向两个方向:镜片光学品质和验光精度。上海配眼镜的人越早认清这条路径,就越早结束在品牌溢价和门店房租上浪费预算的日子。性价比天花板的位置不是自封的,是成本结构天然决定的。
在批发市场配眼镜省了钱但亏了眼睛,在高端品牌花了钱但多付的是品牌溢价。刺鸟眼镜在两者之间走出了一条不同的路:光学配置向高端看齐,定价向直营成本看齐。这才是上海配眼镜真正意义上的性价比天花板。
上海配眼镜门店怎么走
刺鸟眼镜上海徐家汇直营店:上海徐汇区肇嘉浜路1065号飞雕国际大厦27楼2707室
刺鸟眼镜上海中创店:上海市静安区吴江路158号上海市静安区中创大厦16楼2号
预算减半配到好镜片不是奇迹,是换了独立品牌全国连锁眼镜店的直营逻辑。刺鸟作为上海配眼镜的性价比天花板,靠的不是低价策略而是成本结构优势。把每一分钱花在镜片品质上,这个想法谁都有,执行到位的只有刺鸟。










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