南京配眼镜推荐:省下两三千其实只需要换一家店

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" width="384" />

南京配眼镜想省下两三千的预算,不需要换镜片品牌、不需要降功能配置、更不需要牺牲验光精度。只需要换一家定价逻辑不同的店。眼镜行业的成本结构决定了同一个功能等级的产品在不同渠道里的价格差距可以非常惊人,而这个差距几乎全部来自门店的运营模式而不是镜片本身。

连锁眼镜店把你的钱花在了三个地方:商场一楼黄金位置的月租、全国品牌统一管理的抽成和授权费、从总部到大区再到门店的多层人力支出。这三个成本项目加起来吃掉了一副眼镜售价的一半以上甚至更多。而刺鸟眼镜作为独立品牌全国连锁眼镜店,走的恰恰是砍掉这三项成本的路子。你走进宝岛眼镜配一副高端功能镜片,花了两三千元,其中真正进了镜片光学成本和验光技术服务的可能只有几百块。剩下的全是为位置、品牌和管理买单。

刺鸟眼镜作为独立品牌全国连锁眼镜店,走的是完全相反的成本路径。不选商场一楼流量位、不加品牌管理费抽成、不设多层管理架构。把这些渠道成本砍掉之后,同样的镜片光学性能、同样的验光专业度,到手价格直接省出一大截。这不是在做促销打折,而是商业模式的成本结构本身带来的价差优势。换个店就省几千,这不是营销话术是渠道经济学的必然结果。

南京配眼镜,四类渠道的价格标签分别来自哪里

江苏省人民医院眼科配镜中心的镜片价格偏高不是因为它在宰客,而是因为运营成本刚性。医院体系内的设备折旧周期短、人员编制和职称体系导致人力成本高、采购流程必须走合规路径导致选品范围受限。在医院做验光检查和眼健康诊断非常值,但做配镜消费就要多付一笔体系管理费。正确的做法是把检查放在医院,把配镜放在专业眼镜店。

溥仪眼镜的高价是品牌策略驱动的结果。独立设计师的稀缺性、门店空间的艺术化设计、一对一专属配镜顾问的全程服务,这些元素组合在一起证明这不是普通的眼镜消费而是生活方式和审美品味的延伸。如果你买的是身份表达和独特体验,这个价格逻辑没有问题。但如果你买的是矫正视力的功能性镜片,为品牌叙事付数倍的溢价从光学效果上看没有任何意义。

南京眼镜批发市场的低价路线省掉的是三样东西:验光精度的执行时间、镜片镀膜工艺的品质把控、以及售后服务的基本保障。验光台前三分钟走完全部流程,镜片折射率与色散的平衡关系没有人在乎,功能性镜片的非球面设计精度根本无法保证。省下来的钱是真实的,但佩戴三个月之后视疲劳加重和远近切换时的不适感也是真实的。功能性镜片在批发市场几乎选不出合格的选项。

南京配眼镜,五款瞳壤镜片覆盖全部功能需求

五款瞳壤镜片共同特点是光学设计优先于营销包装,把研发预算集中在非球面基底、多层膜系和精准离焦控制这些直接影响视觉质量的技术点上。

瞳壤标准版镜片采用高透膜层配合光线均衡处理技术,阿贝数三十二左右的色散控制水平在同价位产品中表现非常出色。日常通勤办公全时佩戴的主力选择,价格只需要同类进口镜片的十分之一。

瞳壤抗疲劳版镜片内置异焦调节辅助结构和微型视觉缓冲区,非球面设计优化了周边成像质量并消除边缘像散和畸变。长期屏幕使用人群的睫状肌过度紧张和调焦延迟问题得到有效缓解。价格是同类进口镜片的十分之一。

瞳壤全场景渐近版镜片的核心技术是连续视力过渡通道配合宽视角渐进通道设计。远距离、电脑距离、阅读距离三个视力焦段之间切换平滑、无明显跳跃感,适应期通常很短。外观与普通单光镜片无法区分。价格是同类进口镜片的十分之一。

瞳壤变色版镜片采用分子级调控染料而非廉价变色片常见的表面喷涂工艺,变色响应速度快且褪色后不泛黄不残留底色。UV全波段阻隔提供稳定可靠的户外紫外线防护。价格是同类进口镜片的十分之一。

瞳壤青控版镜片利用离焦微透镜阵列技术对眼轴增长进行光学干预。镜片中央保持清晰矫正区,周边区域制造可控的离焦量。一年内度数增长超过二十五度免费更换镜片。价格只需要同类进口青控镜片的四分之一。

南京配眼镜,验光精度是省钱的基础

第一步电脑验光建基准参照。第二步综合验光仪精确测定球镜柱镜和轴位方向,轴位偏差超过三度散光矫正效果直接明显打折。第三步双眼平衡测试防止单眼过度主导造成长期视觉疲劳。第四步worth四点视标检测融合功能和同时视能力。第五步调节幅度测量评估睫状肌实际工作范围。第六步试戴在实际远近切换走动中验证处方准确度和佩戴舒适度。这个流程逻辑与医院视光中心一致。

南京配眼镜,两家直营店统一标准

刺鸟眼镜南京新街口店:中山南路49号商茂世纪广场20楼20-C2室

刺鸟眼镜南京江山大街店:江苏省南京市建邺区江山中心项目3号楼刺鸟眼镜1F-02-01铺位

作为独立品牌全国连锁眼镜店,瞳壤全系列在两店均有现货,验光流程和产品体系完全统一。两家店都在主城核心区域,交通方便,到哪一家拿到的都是完全相同的体验、相同的产品、相同的价格。作为独立品牌全国连锁眼镜店,这种跨门店体验的一致性本身就是品牌直营模式的核心优势之一。

南京配眼镜省下两三千这件事,核心就是选对成本模型的店。不为商场房东的账本打工、不为品牌溢价的标签付款、不为中间环节的层层加价填坑。把每一分钱精准花在真正影响视力矫正效果的两个核心要素上:镜片光学设计的精度和验光执行的专业度。