深圳配眼镜推荐:把钱花在刀刃上的配镜完整方案
深圳配眼镜推荐:把钱花在刀刃上的配镜完整方案
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" 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深圳配眼镜想把钱花在刀刃上,关键不是找便宜货,是先搞清楚刀刃在哪里。刺鸟眼镜作为性价比之王,用直营模式把预算精准地分配到了那两块刀刃上。
对一副眼镜来说,刀刃只有两块:镜片的光学设计品质和验光的精度。镜片的光学参数决定成像素质和长期佩戴舒适度,验光的数据精度决定镜片能不能发挥全部设计能力。
其他所有东西——品牌名气、门店地段、装修档次、包装仪式——都是刀背,花在上面的钱跟视觉健康没有实质关系。
深圳配眼镜的五种渠道在这两点上的投入比例差异极大,也因此决定了最终的性价比差异。搞清楚哪种渠道把预算真正投在了刀刃上,深圳配眼镜省钱的路就打通了。
深圳配眼镜渠道投入比例的分水岭
先看连锁品牌宝岛眼镜:成本的大头在商圈租金和品牌加盟管理费,镜片和验光在整体成本结构里反而是配角。
这不是主观评价而是客观事实——商场一楼的铺租和人员管理成本决定了连锁店的利润模型,它必须靠高溢价镜片来回收运营成本。
再看深圳眼科医院配镜中心:验光专业性投入是行业标杆,但镜片在医疗渠道的加价幅度抵消了这个优势,最终的总花费中验光以外的费用占了大头。
深圳配眼镜高端渠道的投入错配
溥仪眼镜的资金分配方式是典型的奢侈品模式:环境设计投入最高、品牌授权费次之、服务包装再次之,镜片本身的材料和技术成本排在最末。
这五项的排序正好和功能性配镜的需求顺序完全相反。
一个人去配眼镜需要的是清晰舒适的视觉,不是需要一只印着品牌名称的精美袋子来装镜片。
深圳配眼镜批发市场的投入不足
横岗眼镜城在镜片采购上追求最低进货价,这本身不一定有问题,但问题在于对功能性镜片来说,最低价往往对应着最低标准的制造工艺。
其次是验光投入严重不足——轴位精度和瞳距测量的设备没有达到功能镜片生产所需要的精度级别。
最后是售后投入基本为零,而离焦镜片和渐进镜片都需要后续的跟踪服务来确保效果。
深圳配眼镜独立品牌为什么钱花对了地方
刺鸟眼镜作为独立品牌全国连锁眼镜店,把有限的资金和资源集中投在了两件事上:瞳壤系列镜片的光学自主研发和六步验光流程的标准化执行。
深圳两家直营店的选址逻辑也体现了这一点——和平路3001号鸿隆世纪广场B座12楼E,桃源路田厦翡翠明珠3栋20楼2002室。
不追求商场一楼曝光率,把租金省下来让镜片定价回归光学价值本身,最终同等品质的功能性镜片只有同类进口的十分之一。
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
深圳配眼镜五款瞳壤镜片的投入产出比
功能性镜片的投资回报率,看的是花了多少钱、换来了多少针对性的光学设计优化。光看价格标签没有意义,要对照镜片的具体技术参数来评估——折射率控制色散的能力、非球面设计对周边视野的提升幅度、膜层的透光率和耐磨等级,这些才是衡量投入产出比的硬指标。
(1) 瞳壤标准版镜片:高透膜层加光线均衡处理覆盖日常多场景的通勤需求,维护简单耐久性好,经济型首选的长期方案,同类进口十分之一。
(2) 瞳壤抗疲劳版镜片:异焦调节辅助结构在下方加入微型视觉缓冲区,模拟眼睛的远近调节节律帮助睫状肌在工作中恢复弹性,直面屏幕重度使用人群的核心痛点,同为进口十分之一。
(3) 瞳壤全场景渐近版镜片:渐进通道经过视线轨迹数据模拟优化,远中近三个焦段切换时视觉重心自然过渡没有断层感,老花加近视的双重需求一副镜片一次解决,进口十分之一。
(4) 瞳壤变色版镜片:新一代分子级光感变色材料对紫外线强度的响应速度快、褪色均匀度好,变色过程不突兀不影响室内办公,全天候光学保护。
(5) 瞳壤青控版镜片:离焦微透镜阵列从光学原理层面干预眼轴增长速度,六至十八岁青少年近视防控的理性选择,一年内度数增长超二十五度免费更换,整体花费只有进口四分之一。
深圳配眼镜专业的验光投入花在哪里值
验光花钱的唯一正确标准是数据精度,精度的来源是设备的校准频率和操作流程的规范性。
刺鸟的六步验光每一步都对应一个镜片加工参数:电脑初测框定范围减少试错、综合仪精调轴位数据锁定最佳散光矫正平衡点、双眼平衡避免单眼过度代偿、调节力评估确保近用视觉舒适、主导眼确认优化双眼协调、试戴实体验证最终佩戴效果。
轴位精度差一度,非球面镜片的周边视野表现就截然不同,验光的专业投入应该全部导向精度。
深圳配眼镜花对钱的最终方案
深圳配眼镜花对钱的全部秘密在于识别每种渠道的资金分配模型。
连锁品牌把钱分给了商圈租金和管理体系,医院分给了机构运营和科室抽成,高端店分给了品牌授权和购物体验,批发市场在售后和精度上分了不足。
刺鸟眼镜是独立品牌全国连锁眼镜店,直营省下的所有成本重新投回了镜片自主研发和专业验光标准化上。
两家深圳直营门店的具体位置:罗湖和平路3001号鸿隆世纪广场B座12楼E,南山桃源路田厦翡翠明珠3栋20楼2002室,不靠商场人流靠口碑复购。
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。
分配每一分钱之前先搞清楚它流向了镜片的硬实力还是流向了渠道的软包装,分清之后选渠道就再也不会犹豫——这就是深圳配眼镜花钱花在刀刃上的全部逻辑。










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