同样是研究生,读两年还是读三年到底有什么区别?

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  • 在职考研-自考研究生

他们也是研究生,有的需要三年,有的只需要读两年。很多同学想知道他们之间有什么区别,想知道哪个好。今天,帮助将带你去揭示它。

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一、设置理由

研究生两年和三年没有实质上的区别。中国研究生原的学制是三年制,但是国家为了适应当的硕士教育展,推出了两年制研究生。

 

研究生分为学术型研究生专业型研究生,学术型研究生是三年,而专业型研究生大多是两年,具体学制还要看学校具体要

 

二、有哪些具体区别?

1、培养目标不同

 

学术型硕士是培养学术研究型人才专业硕士培养应用型和工程研究型人才。

总体而言,专业型研究生主要是和实践结合比较紧密,实用性强,而学术型研究生主要是理论研究,注重理论。

 

2、教学和进度安排

 

学硕是三年的学习时间,专硕是两年的学习时间,于是二者在教学进度和教学安排上会有一的不同。

 

例如学硕是在研二开始开题报告,研三论文答辩,专硕是研一准备开题报告,研二论文答辩,同时还有实习、找工作等相关事宜。因此专硕学生每一个阶段都有非常重要的事情需要处理,而学硕相比于专硕具有更多的时间处理这些事情。

 

3费用不一样

 

关于研究生费用,2年的费用和3年费用肯定是不一样的。学硕学费大多为8000/年,而两年制专硕高于学硕,1到几万不等。不能具体说哪个费用更高,毕竟每个人的生活费和奖学金获得情况是不一样的

 

虽然专硕的学费可能更高一些,但是学制只有2年,但是学硕是3年制,多一年的生活费和工作的机会成本,另外,两种类型的研究生都可以申请高额奖学金,所以2年还是3年的费用更高也是因人而异

 

4考博机会上的不同

博士生学位作为我们国家目前最高级别的学位,也有很多学习优异或者是想继续读博的研究生选择报考,而这两种不同学制的研究生在考博的机会也是存在着一定的差异。

虽然说在进行博士生招生的时候并没有明确规定不招专业型研究生,但是很多博士生导师还是比较倾向于学术型考生的,这两者的机会也是不言而喻。

 

三、如何选择:

研究生分为两年制和三年制,学生可以根据各自的情况,比如专业性质、自己未的规划、自己的时间安排等来选择是读两年还是读三年。存在即合理,对于两年制和三年制的硕士研究生来说,没有好与坏之分,只有适合与不适合。

 

很多学生选择读两年制的研究生,希望自己能够尽快拿到硕士学历,这样便能更快的进入和融入社会。而且,和同时读研的同学相比,自己早一年就业,可以积累不少工作经验。然而,对于那些适合搞理论和研究的专业,选择三年制的研究生则较为适合,因为这样可以有更多的时间和硕士导师做理论研究。

  

究竟要选择三年学制还是两年学制,各有利弊,希望大家都可以在权衡之后做出最适合自己的选择。

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