跳到主要内容
首页/课程/Tsinghua University/材料科学与工程(低维材料与纳米结构)
Last updated: July 2026

材料科学与工程(低维材料与纳米结构)

Listing ref 2JBR9CGQ

Tsinghua University

Beijing
博士学位3 年中文开放申请中入学: Fall 2026-2027中等申请

AI Snapshot

材料科学与工程(低维材料与纳米结构) is a 3 Years phd / doctorate degree offered by Tsinghua University in Beijing, China. The program is taught in Chinese. Tuition is approximately 40000 RMB per year.

学费

¥ 40,000 CNY

学制

3 年

语言

中文

学位等级

博士学位

课程概览

Materials Science and Engineering(Low-dimensional Materials and Nano-structures) is a PhD program offered at Tsinghua University for international students.

核心课程

核心课程信息即将更新
入学要求
  • 1.Applicants must be non-Chinese citizens with a valid passport.
  • 2.Doctoral degree program applicants should have a Master's degree or an equivalent degree to a Master's degree (or above) in China.The degree diploma should be authenticated by THU designated institutions.
  • 3.Applicants should be in good health and of good character(meet the physical examination requirements stipulated by the country and THU), be well-behaved and be willing to abide by China's laws and regulations, as well as Tsinghua's rules.
  • 4.Chinese or English proficiency is required for this program.
  • Chinese proficiency requirement: HSK level 4 with a score of 195 or above
  • English proficiency requirement (Non-native English speakers): IELTS:6.5/TOEFL:85.
所需文件

提交申请前请准备好以下文件

Certificate of HSK
Passport information page (Ordinary passport)
Passport photo
Postgraduate school transcript
Master's degree diploma
Two letters of recommendation
常见问题

住宿选项

暂无住宿信息

比较相似项目
ProgramUniversityDurationTuition
材料科学与工程(低维材料与纳米结构)Tsinghua University3 年40000 RMB/yr
材料科学与工程Tsinghua University4 Years30000 RMB/yr
数学Tsinghua University3 Years40000 RMB/yr

开放申请中

申请截止日期:2027年2月27日

准备好申请了吗?
免费申请
快速处理
专家支持
开始申请
费用明细
学费¥ 40,000 CNY
申请费¥ 5,814 CNY

**额外费用可能包括住宿、签证和生活费

为什么选择此课程?

国际认可学位

经验丰富的教职员工

现代化设施与资源

职业发展支持

2026年起强制要求

准备 CSCA 考试?

中国学术能力评估 (CSCA) 现已成为顶尖奖学金的要求。在我们的新综合指南中获取学科、评分和备考策略的完整分类。

专家提示 #1

专业汉语需要学术词汇,不仅仅是 HSK。

专家提示 #2

数学部分偏重几何。复习圆锥曲线。