导语:现在人们的生活水平越来越好了,所以吃的也越来越好了,所以慢慢的,人们的口腔的问题就越来越多了。不只是老年人有牙齿的问题,现在很多的青年人,年纪轻轻的就有很多的牙齿问题和口腔的问题了。不过很多的人在选择口腔医院的时候,并不知道该什么去选择医院,现在我这里给大家整理了一下西安十大牙科医院排名,可以给大家来参考一下。并且我也简单的介绍了一下西安十大牙科医院排名中的其中两个的医院的,可以给大家来参考一下。
![西安十大牙科医院 \n 2021新版排名 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)
西安十大牙科医院排名:
1、空军军医大学口腔医院
2、西安交通大学口腔医院
3、西安小白兔口腔医院
4、西安安贝口腔医院
5、西安碑林美奥口腔门诊部
6、西安海涛口腔
7、西安诺贝尔口腔
8、西安中诺口腔
9、西安画美团圆口腔
10、西安鼎秀牙科
空军军医大学口腔医院:
空军医口腔医院距离建院已经有90多年的时间了,医院地理位置很好,位于西安市,创建于1935年,是一家拥有几十年发展历史的三级甲等口腔专科医院前身是中国比较早创办的牙医专科学校,专业性十分强。是口腔学重点科室,拥有国内外有名气的口腔医学专家以及国内外比较先进的医疗、教学和科研设备。可以解决口腔方面的疑难杂症,每年在这里成功的手术案例数不胜数,在全国都较为有名。

西安交通大学口腔医院:
西安交通大学口腔医院一九八五的时候建立的,医院这些年发展的还是很不错,是一家三级甲等口腔专科医院。目前为止全院拥有教职工400余人,医疗团队庞大、医疗技术厉害、医疗服务舒适,是众多西安人的选择医院。

牙齿矫正手术案例
手术第1天:其实在小的时候,我也并不是很关心牙齿的时候,所以也没有过多的关注过我的牙齿。直到现在工作了,才发现牙齿不齐真的很不好看,所以我就来到了医院,打算做一下牙齿矫正的手术。刚来到医院的时候,见到了医生,我本来以为我的牙齿不齐可以采取佩戴牙齿矫正器这种方法来矫正牙齿的,但是万万没有想到,竟然还有3D矫正牙齿的手术。而且这种手术会比佩戴牙齿矫正器的果更加的好,而且也比较快,所以我就较后选择了这种3D矫正牙齿的手术。我的下牙较为的不整齐,所以可能矫正起来很麻烦的,但是医生竟然矫正成功了。

手术第10天:转眼间,牙齿矫正手术已经有10天左右的时间了,这十天相对来说,还是有一点痛苦的。因为我不能吃饭,其实也不是不能吃饭,就是吃饭的话,只能吃一些比较软的食物,比如稀粥,面包等这些食物。不能吃比较硬的食物,比如米饭,大骨头等。因为这些会导致我用力过度,会伤害到牙齿的。所以我一直都很小心谨慎,慢慢的在家休养,等待牙齿矫正的恢复,也一直忌口,生怕伤害到了我的牙齿等。不过这十天一直都还好,暂时是没有出现什么意外的,所以现在恢复的也还可以,牙齿看起来慢慢的发生了改变了,虽然恢复的比较慢。

手术第30天:已经一个月了,现在已经没有之前的那么的忌口了。现在去照镜子的时候,可以发现,我的牙齿已经和之前是不一样的了。因为较开始的时候,我的上牙和下牙都是不整齐的,尤其是下牙,歪的更加的明X。不过现在可以很明X的看出来,我的上牙基本上是矫正的差不多了,尤其是几颗大门牙,差不多矫正到恢复到正常的整齐的样子了。

手术第45天:今天是距离我做牙齿矫正手术之后的第一个半月了,牙齿恢复的果还是很不错的,这段时间慢慢的可以发现,我的牙齿正在不知不觉的恢复到了整齐的样子。而且牙齿也没有出现意外的,牙齿还是比较好的。在做矫正手术的时候,医生就说牙齿矫正好之后,被影响的脸也会恢复到原来的样子,所以正常情况下,我的脸应该也会变得瘦一点的,果然,现在我感觉我的脸比之前小了很多了。

手术后第60天:两个月的时间过得飞快,我的牙齿矫正的现在整整齐齐了,特别的好看,我真的很喜欢我现在的牙齿,洁白整齐的牙齿给自己的形象加分了不少,而且我的脸也变小了很多,真的是一举两得。

价格表
整形项目价格表 |
整形项目 |
本月整形价格参考 |
美容冠 |
11881-26475 |
龅牙矫正 |
23736-28514 |
地包牙矫正 |
24174-32723 |
虎牙矫正 |
18412-29463 |
牙齿不齐 |
14685-26193 |
牙齿稀疏 |
14339-29445 |
牙齿拥挤 |
21474-31672 |
隐适美 |
10769-19263 |
隐形正畸 |
10858-21308 |
金属托槽矫正 |
10748-30630 |
自锁托槽矫正 |
10859-18301 |
透明托槽矫正 |
10962-30304 |
透明隐形矫正 |
10846-27039 |
隐形矫正 |
10740-16864 |
隐形牙套 |
10731-32617 |
牙齿拥挤矫正 |
10917-30003 |
地包天矫正 |
10993-16062 |
凸嘴矫正 |
10970-20002 |
金属托槽 |
10874-28939 |
半隐型矫正 |
10860-31658 |
陶瓷矫正 |
10905-23660 |
深覆颌 |
10969-21470 |
牙套 |
10841-29748 |
牙颌畸形 |
10701-32050 |
以上价格仅供参考,实际价格请预约医院面诊获取! |
各地活动力度不同,价格有所不同,到院面诊为准!
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