如题所述
您好,矫正牙齿一般情况下三四个月就能看到效果了,很多人在三四个月的时候基本排齐,后面的矫正过程就是间隙完全关闭的过程,比较漫长,一般在1-2年,这也是为什么都说矫正牙齿的时间需要1-2年的原因。
矫正牙齿所需的时间并不固定,和矫牙者的年龄、个人口腔状况、矫正方法等因素相关。
矫正牙齿所需的时间并不固定,和矫牙者的年龄、个人口腔状况、矫正方法等因素相关。
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第1个回答 2023-05-23
牙齿矫正多久能看到效果,具体情况因人而异,因矫正方案而异。
牙齿矫正即所谓的正畸治疗,主要依靠在口腔内部或外部戴用矫治器,对牙齿、牙槽骨及颌骨施加适当的力,使其产生移动,从而矫治错颌畸形。
所施加的力应为持续的轻力,过大的力可能会造成牙齿根尖炎症等影响,所以正畸治疗周期相对较长,短期无法看到明显效果。如某些病例前期需要扩弓的情况,可能前几个月除了牙缝变大没有其他变化。
同时正畸治疗所需时间还与年龄、错颌畸形严重程度等因素相关。正畸治疗年龄越小,颌骨生长潜力越大,牙槽骨改建越活跃,所需时间越短,相对于年龄较大的患者来说效果更明显。错颌畸形越严重,正畸治疗难度越大,所需时间也会相对延长。中家医口腔拥有一支具有执业证书、熟练操作的专业团队,其中的口腔医师、带育医师、见习医师都具有在口腔领域的丰富经验,可以对不同患者提供个性化的治疗方案。
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2019-08-24·贝杰口腔让服务更具情感,在自信中笑出精彩
合肥贝杰 口腔贝杰口腔让服务更具情感,让每一个人在自信中笑出精彩!关注
您好,矫正牙齿一般情况下三四个月就能看到效果了,很多人在三四个月的时候基本排齐,后面的矫正过程就是间隙完全关闭的过程,比较漫长,一般在1-2年,这也是为什么都说矫正牙齿的时间需要1-2年的原因。
矫正牙齿所需的时间并不固定,和矫牙者的年龄、个人口腔状况、矫正方法等因素相关。
已赞过已踩过<你对这个回答的评价是?评论收起![](data:image/png;base64,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)
深圳美莱口腔
2022-06-15广告正常的情况下,牙齿矫正在几千到几万元不等。想做牙齿矫正推荐选择深圳美莱口腔。牙齿矫正是通过矫正装置对牙齿进行调整,修整牙齿排列不齐、畸形等情况。不过牙齿矫正的方法有很多,常见的有传统钢丝矫正、自锁托槽矫正以及隐适美,不同的矫正方法,手术价格...点击进入详情页本回答由深圳美莱口腔提供![](data:image/png;base64,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)
2023-05-23·百度认证:广州中家医家庭医生口腔门诊部有限公司
中家医家庭医生口腔关注
牙齿矫正多久能看到效果,具体情况因人而异,因矫正方案而异。
牙齿矫正即所谓的正畸治疗,主要依靠在口腔内部或外部戴用矫治器,对牙齿、牙槽骨及颌骨施加适当的力,使其产生移动,从而矫治错颌畸形。
所施加的力应为持续的轻力,过大的力可能会造成牙齿根尖炎症等影响,所以正畸治疗周期相对较长,短期无法看到明显效果。如某些病例前期需要扩弓的情况,可能前几个月除了牙缝变大没有其他变化。
同时正畸治疗所需时间还与年龄、错颌畸形严重程度等因素相关。正畸治疗年龄越小,颌骨生长潜力越大,牙槽骨改建越活跃,所需时间越短,相对于年龄较大的患者来说效果更明显。错颌畸形越严重,正畸治疗难度越大,所需时间也会相对延长。中家医口腔拥有一支具有执业证书、熟练操作的专业团队,其中的口腔医师、带育医师、见习医师都具有在口腔领域的丰富经验,可以对不同患者提供个性化的治疗方案。
牙齿矫正即所谓的正畸治疗,主要依靠在口腔内部或外部戴用矫治器,对牙齿、牙槽骨及颌骨施加适当的力,使其产生移动,从而矫治错颌畸形。
所施加的力应为持续的轻力,过大的力可能会造成牙齿根尖炎症等影响,所以正畸治疗周期相对较长,短期无法看到明显效果。如某些病例前期需要扩弓的情况,可能前几个月除了牙缝变大没有其他变化。
同时正畸治疗所需时间还与年龄、错颌畸形严重程度等因素相关。正畸治疗年龄越小,颌骨生长潜力越大,牙槽骨改建越活跃,所需时间越短,相对于年龄较大的患者来说效果更明显。错颌畸形越严重,正畸治疗难度越大,所需时间也会相对延长。中家医口腔拥有一支具有执业证书、熟练操作的专业团队,其中的口腔医师、带育医师、见习医师都具有在口腔领域的丰富经验,可以对不同患者提供个性化的治疗方案。
2019-08-24·贝杰口腔让服务更具情感,在自信中笑出精彩
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矫正牙齿所需的时间并不固定,和矫牙者的年龄、个人口腔状况、矫正方法等因素相关。
![](https://ecmc.bdimg.com/public03/b4cb859ca634443212c22993b0c87088.png)
2022-06-15广告正常的情况下,牙齿矫正在几千到几万元不等。想做牙齿矫正推荐选择深圳美莱口腔。牙齿矫正是通过矫正装置对牙齿进行调整,修整牙齿排列不齐、畸形等情况。不过牙齿矫正的方法有很多,常见的有传统钢丝矫正、自锁托槽矫正以及隐适美,不同的矫正方法,手术价格...点击进入详情页本回答由深圳美莱口腔提供
2023-05-23·百度认证:广州中家医家庭医生口腔门诊部有限公司
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牙齿矫正即所谓的正畸治疗,主要依靠在口腔内部或外部戴用矫治器,对牙齿、牙槽骨及颌骨施加适当的力,使其产生移动,从而矫治错颌畸形。
所施加的力应为持续的轻力,过大的力可能会造成牙齿根尖炎症等影响,所以正畸治疗周期相对较长,短期无法看到明显效果。如某些病例前期需要扩弓的情况,可能前几个月除了牙缝变大没有其他变化。
同时正畸治疗所需时间还与年龄、错颌畸形严重程度等因素相关。正畸治疗年龄越小,颌骨生长潜力越大,牙槽骨改建越活跃,所需时间越短,相对于年龄较大的患者来说效果更明显。错颌畸形越严重,正畸治疗难度越大,所需时间也会相对延长。中家医口腔拥有一支具有执业证书、熟练操作的专业团队,其中的口腔医师、带育医师、见习医师都具有在口腔领域的丰富经验,可以对不同患者提供个性化的治疗方案。
第2个回答 2013-11-13
如今选择做牙齿矫正的朋友很多,不过有些朋友担心牙齿矫正影响生活,耽误工作,因此迟迟没有做牙齿矫正。下面牙齿整形专家就向大家介绍下牙齿矫正所需的时间。 正畸治疗可以有效的解决我们牙齿排列不齐的现象,这种治疗是一种持久性的矫正治疗,由于每位患者牙齿排列不齐的严重程度不一,牙齿正畸治疗的方是法不同的,牙齿正畸要多长时间也会存在差异。如果需要拔除多颗牙齿,牙齿正畸时间会相对较长。 专家介绍,虽然每个病人的牙齿畸形程度不一样,治疗所用时间也就不一,但是只要您与正畸医生合作良好,按时复诊,保持口腔卫生健康,保护矫治器不损坏,那么正畸治疗的时间就会大大缩短如果牙齿矫正期间需要患者进行正确的牙齿护理和保健。 正畸矫治的疗程与错颌畸形的严重程度、患者对正畸治疗的组织学反应、患者的合作程度有关、正畸医生的习惯及能力、所使用的矫治器等等因素均有关系。由于存在众多的影响因素,牙齿矫正没有一个具体的时间。 一般来讲,儿童矫治的时间为1-2年,简单病例可能几个月完成,复杂的可能要2年多。成人牙齿矫正由于错过最佳的牙齿矫正时间,矫正时间还需要延长一年左右。牙齿矫正后还需要一段长的保持时间,没有好好的佩戴保持器,矫正过来的牙齿可是会原形毕露的,如果牙齿矫正出现了复发,那么轻微的可以重新调整,可能要多增加几个月到一年的矫正时间,严重的话就要重头来过了。 进行牙齿矫正时一定要到正规专业的医院来进行,这样牙齿矫正才会有效果,检查佩戴合理设计的矫正器,只要患者护理的好,牙齿矫正的时间是会大大的缩短的,矫正的效果也更佳。 专家温馨提醒:牙齿矫正是需要一定时间的,所以我们进行牙齿矫正需要耐心等待。最后专家还要提醒大家,进行牙齿矫正请到正规医院找专业口腔医师操作手术以确保手术的成功和效果。 假如您对于本回答被提问者采纳
第3个回答 2020-04-23
矫正结束正在带保持器的我来说一说:
这个要取决于你的年龄、你的配合程度、你牙齿本身的状况。
首先,成年人肯定比儿童矫正所需时间长。我23岁做的矫正(非隐形矫正),我算配合得比较好的,总共戴牙套的时间:1年零八个月。
其次,牙医的嘱咐也很重要。你不仅要听,也要配合。比如:不让你啃苹果,你非要去啃,甚至尝试啃更硬的食物;让你每日两次刷牙必不可少,每餐后漱口,为了保证去下牙套仍然有一口大白牙,但你就是不听;让你定期复查,你非要一拖再拖;让你少喝碳酸、有色饮料,会导致色素残留在牙齿上,你偏喝;让你带皮筋儿,你非不带………
我原本的牙齿,人眼看起来只有一颗门牙略歪。我也有过疑问说,能不能只做部分的牙齿,答案是NO!医生照片之后,会告诉你一个大概的方案,例如:上下牙齿咬合关系需要调整啦,也就是凹对凸的那种;上下牙齿的覆盖关系啦;中线是不是齐的啦等问题,这些问题我们一般都不会去注意到。
如果帮助到你,不妨夸我一句o(∩_∩)o追答
这个要取决于你的年龄、你的配合程度、你牙齿本身的状况。
首先,成年人肯定比儿童矫正所需时间长。我23岁做的矫正(非隐形矫正),我算配合得比较好的,总共戴牙套的时间:1年零八个月。
其次,牙医的嘱咐也很重要。你不仅要听,也要配合。比如:不让你啃苹果,你非要去啃,甚至尝试啃更硬的食物;让你每日两次刷牙必不可少,每餐后漱口,为了保证去下牙套仍然有一口大白牙,但你就是不听;让你定期复查,你非要一拖再拖;让你少喝碳酸、有色饮料,会导致色素残留在牙齿上,你偏喝;让你带皮筋儿,你非不带………
我原本的牙齿,人眼看起来只有一颗门牙略歪。我也有过疑问说,能不能只做部分的牙齿,答案是NO!医生照片之后,会告诉你一个大概的方案,例如:上下牙齿咬合关系需要调整啦,也就是凹对凸的那种;上下牙齿的覆盖关系啦;中线是不是齐的啦等问题,这些问题我们一般都不会去注意到。
如果帮助到你,不妨夸我一句o(∩_∩)o追答
矫正结束正在带保持器的我来说一说:
这个要取决于你的年龄、你的配合程度、你牙齿本身的状况。
首先,成年人肯定比儿童矫正所需时间长。我23岁做的矫正(非隐形矫正),我算配合得比较好的,总共戴牙套的时间:1年零八个月。
其次,牙医的嘱咐也很重要。你不仅要听,也要配合。比如:不让你啃苹果,你非要去啃,甚至尝试啃更硬的食物;让你每日两次刷牙必不可少,每餐后漱口,为了保证去下牙套仍然有一口大白牙,但你就是不听;让你定期复查,你非要一拖再拖;让你少喝碳酸、有色饮料,会导致色素残留在牙齿上,你偏喝;让你带皮筋儿,你非不带………
我原本的牙齿,人眼看起来只有一颗门牙略歪。我也有过疑问说,能不能只做部分的牙齿,答案是NO!医生照片之后,会告诉你一个大概的方案,例如:上下牙齿咬合关系需要调整啦,也就是凹对凸的那种;上下牙齿的覆盖关系啦;中线是不是齐的啦等问题,这些问题我们一般都不会去注意到。
如果帮助到你,不妨夸我一句o(∩_∩)o
第4个回答 2017-05-25
要想有比较明显的效果,其实一般半年左右对比就很明显了,不过牙齿矫正的整个过程大概需要一年半到两年的时间左右。主要看牙齿的畸形程度,牙齿畸形程度越复杂,矫正的时间也就越长。相对的,牙齿畸形程度不严重,时间上就会短一些。建议到口腔医院检查看看,了解一下。