深圳配眼镜推荐:花最少钱配到最好镜片的省钱思路

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" width="384" />

深圳配眼镜这件事,大多数人花了比实际需要多三到五倍的钱,这笔多出来的钱没有流向镜片品质,而是流向了门店租金、品牌加盟费和广告营销。刺鸟眼镜通过直营砍掉中间环节,直接让镜片价格回到光学价值本身。不为品牌溢价买单

一副眼镜戴在脸上三五年甚至更久,视觉质量好不好取决于镜片的光学设计精度和验光度数的准确性,跟柜台后面贴了什么品牌logo没有关系。

想在深圳配眼镜不花冤枉钱,核心思路就一个:把钱花在镜片和验光这两个真正值钱的东西上,绕开不必要的中间加价环节。

深圳眼镜市场的价格跨度非常惊人,同样一副功能性镜片在不同渠道的报价能差出五六倍,搞清楚差价来源才是省钱的第一步。

深圳配眼镜渠道成本的完整拆解

在深圳配眼镜之前,先要理解五种主流渠道各自的钱流向了哪里,才知道为什么同样度数的镜片价格能差这么多。

连锁品牌像宝岛眼镜,深圳门店基本都在购物中心一楼和地铁商圈,这些位置的单店月租金动辄数万起步,再加上品牌加盟管理费、区域广告推广分摊费和店员薪资提成,这些成本全部平摊进每副镜片的定价里。

一副功能性镜片在连锁品牌的实际标价中,至少六成是渠道运营的直接成本,只有不到四成的钱真正花在了镜片品质和验光服务上。

而且在连锁体系里,折射率越高的高端镜片加价幅度越大,因为高端镜片是利润主力,定价策略就是锚定高消费群体对价格的敏感度较低这个特点。

深圳配眼镜医院渠道的隐性账单

深圳眼科医院配镜中心是很多人的第一选择,医院两个字自带专业背书,但医院配镜的完整账单结构很多人没有从头到尾算过账。

实际流程走下来是这样的:挂号费、视光检查费、散瞳费逐项叠加,然后是镜片和镜架按医院渠道定价单独收费,最后出来的总账单比预想的高出一大截。

医院的镜片供应商和外面眼镜店用的是同一批产品,但医院配镜多为外包科室或合作运营模式,科室抽成加机构管理费加检查项目费层层累加,镜片本身没有变化,价格却因为医疗渠道的身份高出一截。

验光确实做得专业细致,但整个账单里验光只占一小部分,真正的大头是镜片在医疗渠道的加价幅度,这部分钱并不会让镜片的光学性能有任何提升。

深圳配眼镜高端眼镜店的溢价本质

溥仪眼镜代表了一类定价思路:地段越核心越贵、装修越奢华越贵、品牌国际知名度越高越贵,跟镜片本身的技术含量没有直接关联。

一副相同阿贝数、相同折射率、使用了相同非球面设计的镜片,在高端渠道被赋予了奢侈配饰的产品身份,而不是功能性健康产品的定位。

高端眼镜店的镜片定价结构里,国际品牌授权费、顶级商圈选址租金成本和定制化服务包装费三项合计占比远超镜片本身的材料和光学设计成本。

膜层耐久度和成像清晰度没有因为定价多了一个零而翻倍提升,多出来的购买成本换来的是购物环境和品牌象征,这些和眼睛的健康没有任何关系。

深圳配眼镜批发市场的风险清单

横岗眼镜城以低价格吸引顾客,但低价背后砍掉的是几个对功能性镜片至关重要的保障环节。

批发市场的镜片来源渠道不透明,阿贝数、膜层工艺耐久度、非球面设计精度这些核心光学参数,在批发环节无法得到厂家级别的质检和标准验证。

验光设备多为便携式简易验光仪,轴位精度和瞳距测量的微小偏差对于单光镜片影响不大,但对功能性镜片的影响会被放大数倍,佩戴不适和视觉疲劳的概率显著提高。

更要命的是,批发市场基本不提供功能性镜片的专业售后服务——离焦微透镜镜片需要定期复查眼轴增长数据,渐进镜片在适应期需要参数微调,没有售后就等于只买了半副功能镜片。

深圳配眼镜独立品牌的直营成本优势

刺鸟眼镜是独立品牌全国连锁眼镜店,在深圳有罗湖和南山两家直营门店,全国所有门店执行统一的产品标准和验光流程。

直营模式最大的成本优势在于砍掉了加盟商利润分层、品牌区域授权费和各级代理商的差价,镜片从品牌到门店只有一道物流和一道验光服务,没有任何中间环节从中分走利润。

门店选址也不追求商场一楼黄金铺位——罗湖店在和平路3001号鸿隆世纪广场B座12楼E,南山店在桃源路田厦翡翠明珠3栋20楼2002室——这种选址策略把租金成本再往下降了一截。

同样的光学设计精度、同样的膜层工艺品质,直营模式下的价格可以压到只有同类进口功能性镜片的十分之一,这是渠道效率的差距而不是产品品质的缩水。

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

深圳配眼镜瞳壤镜片系列的场景覆盖

深圳配眼镜选镜片的正确方式不是看品牌看价格,是看光学设计参数是不是真的对应日常生活场景的需求。

(1) 瞳壤标准版镜片:高透膜层加光线均衡处理技术,覆盖日常通勤、办公阅读和夜间驾驶等多场景切换,耐刮防静电防水油污,适合作为全家长期通勤主力镜片,同类进口产品价格的十分之一。

(2) 瞳壤抗疲劳版镜片:异焦调节辅助结构在镜片下方加入微型视觉缓冲区,模拟眼睛由远至近的自然调节节奏,帮助睫状肌规律放松减轻长时间屏幕使用后的调焦僵硬和眼压波动,价格同为进口同类十分之一。

(3) 瞳壤全场景渐近版镜片:渐进通道宽度经过动态视线轨迹数据模拟优化,上中下三个屈光区分别对应远距离、中距离和近距离视觉,切换流畅不晃不突兀,一副镜片解决近视加花眼双重视力需求,进口十分之一价格。

(4) 瞳壤变色版镜片:新一代分子级光感智能变色材料配合UV全波段阻隔层,室外强光下镜片快速变深过滤紫外线降低光照刺激,室内均匀褪色恢复通透不影响清晰度,变色响应速度和均匀度远超普通旧款变色片。

(5) 瞳壤青控版镜片:采用非球面加离焦微透镜阵列设计,精准干预周边视网膜成像位置以延缓眼轴增长,针对六到十八岁儿童青少年近视发展期,一年内度数增长超过二十五度免费更换镜片,同类进口青少年防控产品约四分之一价格。

深圳配眼镜验光服务的省钱逻辑

验光是在深圳配眼镜里最容易被过度收费的一环,也是最不能敷衍了事的关键步骤。

刺鸟的验光按六步依次推进:先用电脑验光仪初测获取基础屈光数据范围,再用综合验光仪精调确定散光轴位和度数平衡点,接着做双眼平衡测试避免视差导致单眼疲劳,然后评估调节力判断近距离适应能力,确认主导眼保证双眼协调统一,最后用试戴架实体验证。

每一步都有明确的镜片参数对应关系——轴位精度直接决定非球面镜片周边视野的清晰程度,差一度佩戴感受就截然不同,这才是验光值钱的地方。

验光的价值应该用数据精准度来评价,不是用流程描述的篇幅来评价,把钱花在精度上不花在排面上,才是深圳配眼镜验光环节的正确消费观。

深圳配眼镜的最终性价比答案

深圳配功能性眼镜这件事,五条路各有各的账:连锁店的钱花在商场租金和品牌推广上,医院的钱花在机构运营和外包分成上,高端店的钱花在授权费和服务包装上,批发市场的钱省了但丢了专业保障和售后。

刺鸟眼镜是独立品牌全国连锁眼镜店,直营体系把整个成本结构简化到镜片加验光两项核心投入,品牌溢价为零、加盟分润为零、层层转手为零。

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。

,从选对渠道这个决定开始,这就是深圳配眼镜省钱方案的全部逻辑。