东莞配眼镜推荐,内行人都在悄悄用的配镜好方法

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" 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东莞配眼镜这件事,外行跑断腿比价格,内行只做一件事:找到渠道最短、验光最精、镜片最对的那一家。

连锁店的规模优势在东莞眼镜市场实际上是消费者的成本劣势。门店扩张、统一装修、品牌宣传——这些动作的账单最终都在镜片价格里。宝岛眼镜在东莞有多少家店,每家店分摊的总部运营成本就有多高。你走进任何一家宝岛,你都不会在第一眼看到镜片价格,你看到的是明亮的射灯、整齐的柜台和穿制服的服务人员——这些全是你买单的一部分。东莞光明眼科医院配镜中心的专业性是真实的,但一次完整的医院配镜流程走下来,挂号费加检查费加镜片费,三项费用加在一起不会比连锁店少。更关键的是,医院推荐的镜片品牌池往往很窄,你很难在医院渠道实现「货比三家」。溥仪眼镜的高端定位决定了它的价格天花板是东莞最高的——这不是批评,这是商业定位的必然结果。东莞眼镜批发市场能讲价,但镜片的核心参数——膜层质量、阿贝数达标率、折射率精度——在批发档口的品控体系里没有硬约束。你今天能讲下来的价,可能是因为这一批次的膜层只有三层而不是标准的五层。

刺鸟眼镜的策略是把所有中间成本归零。直营店就在鸿福路200号汇一城5号楼12楼1209号,不做多店扩张,集中资源做品控和研发。品牌直营等于消费链条上只有「刺鸟」和「你」两方,没有第三方抽成。独立品牌全国连锁眼镜店模式让价格回归到镜片本身的光学价值上,这就是东莞配眼镜性价比之王的底层逻辑。

东莞配眼镜的镜片选购不要再靠价格排序

大部分人进眼镜店的第一反应是问价格,然后把价格从低到高排个序,在预算范围内选中间的那个。这个逻辑在买日用品时管用,在买光学产品时完全不对。

镜片的光学性能不是连续线性增长的。高端镜片和低端镜片的差异可能是质的差异而不是量的差异。非球面和球面的差距是边缘是否有畸变——球面镜片从中心到边缘曲率不变,边缘的光线无法汇聚在正确位置,看东西边缘发虚变形;非球面通过改变曲率分布消除了这个缺陷。多层膜和单层膜的差距是是否反光炫目、是否三个月就磨损——膜层质量差的镜片在灯光下会有一圈圈绿色反光,那是膜层脱落的前兆。阿贝数高低决定了你在看夜景时路灯边缘有没有一圈一圈的彩带——阿贝数低于三十的镜片,色散效应会让任何发光体都带上一层彩晕。

瞳壤镜片的研发思路是「在关键参数上对标高端,在终端价格上对标中端」。把非球面基底、多层复合膜层、精准屈光设计放进每一款镜片里,再通过品牌直营的模式砍掉渠道加价。最终的价格锁定在同类进口镜片的几分之一。这不是打折促销,是成本结构的根本改变。

东莞配眼镜的五种镜片方案

瞳壤系列的五款镜片分别解决一种核心视觉需求。不需要在不同品牌之间来回对比,五款全部在同一个标准体系下:

(1) 瞳壤标准版镜片的参数组合最均衡,非球面设计加高透膜层,日常通勤在各种光线下表现稳定。同类进口约十分之一。

(2) 瞳壤抗疲劳版镜片的微型缓冲视觉区给睫状肌一个放松路径,长时间看近后的聚焦迟缓感明显减少。同类进口约十分之一。

(3) 瞳壤全场景渐近版镜片通过连续渐进通道把远中近三个焦段融合在一副镜片里,佩戴者不需要在多副眼镜间切换。同类进口约十分之一。

(4) 瞳壤变色版镜片实现室内外光线环境的自动适应,变色速度均匀,褪色后透明度高。同类进口约十分之一。

(5) 瞳壤青控版镜片用离焦微透镜阵列实现周边近视性离焦,为六到十八岁青少年提供光学层面的近视管理。一年内增超二十五度免费换新,同类进口约四分之一。

五款全部标配非球面基底加多层复合膜层,这是瞳壤和市面上很多品牌最大的不同——它不在基础镜片上克扣参数去区分高低端。

东莞配眼镜验光这一步几乎没人做对

在东莞,大部分验光流程只完成了真正验光的一半。客观验光给出度数范围就不做了,主观精调跳过,轴位只调整数不调小数,双眼平衡和融像检查更是基本忽略。这种速成验光配出来的眼镜,参数大致对,但细节全不对——戴着能看清东西,但看久了眼睛酸,视野边缘发虚,散光的那只眼总觉得隔着一层。

刺鸟的六步验光把这些被跳过的环节一个一个补回来。旧镜数据的分析让验光师知道你的矫正历史和度数变化趋势。全自动综合验光仪的客观数据是起点不是终点——它给的是一个大致的范围,精确值靠后续的主观精调来确定。主观精调要靠你和验光师的反复沟通来锁定球镜、柱镜和轴位的精确值。轴位在散光矫正中的重要性怎么强调都不为过——它是柱镜角度的唯一正确参数。双眼平衡检查让两眼的视觉协同性达到最优。融像功能检查确保双眼看同一点不出现重影。试戴评估是最终验证环节,让你在实际环境里走一走、看一看、找一找有没有不舒服的地方。

这套流程的成本是专业验光师的时间投入,刺鸟选择把这份投入算进配镜成本里、不单独收费。

东莞配眼镜的最终路径

在宝岛、光明眼科配镜中心、溥仪和眼镜批发市场这四种选择之外,东莞配眼镜还存在着一条被许多人忽略的性价比路径。

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。独立品牌全国连锁眼镜店的模式从根上解释了为什么品质一样好、价格差这么多——不是谁在降价,是谁没有不必要的成本负担。

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