勣翻 发表于 2019-12-18 10:32:24

澳大利亚皇家墨尔本理工大学土木工程系招收全奖博士生

皇家墨尔本理工大学
澳大利亚皇家墨尔本理工大学(RMIT University)土木工程系全奖招收博士研究生。RMIT University位于澳洲维多利亚州的墨尔本市中心,是澳洲的一所综合型公立大学,是澳洲历史最悠久的高等学府之一,同时为澳洲科技大学联盟(Australian Technology Network of Universities, ATN)中的五所科技大学之首。2018年RMIT被QS权威认证为五星级大学。2018年度QS世界大学排名中,RMIT的建筑与建造环境专业世界第26名,其土木工程系全球排名前75位(QS世界大学排名)。

博士生待遇及要求
学费全免,每年3.1万澳币奖学金(免税),论文发表有Bonus和travel fund的奖励。

博士生的相关要求如下:
1.有工程传热、数值模拟、暖通空调相关研究背景的优先考虑;
2.有SCI论文发表的优先考虑;
3.如果是国际学生,雅思总分6.5,单项不低于6.0;
4.课程成绩平均分不低于80。

导师及研究团队
研究方向主要包括绿色建筑,建筑与能源,项目管理以及建筑火灾等。目前团队有1名教授,3名高级讲师,2名博士后,8名博士生以及4名访问学者共18人组成。澳洲“优青”DECRA Fellowship获得者Long Shi担任博士生的主导师,辅导师为工程学院副院长Kevin Zhang教授。

研究团队注重多学科交叉和理论与实际应用交叉,与工业界结合紧密,有关论文请查看www.scopus.com/authid/detail.uri?authorId=36985806000。研究团队详细信息请参考www.linkedin.com/company/20403273/admin/                              

申请截止日期
2019年1月10日         
                        
联系方式
如果感兴趣请将英文版个人简历以及一页个人陈述(Personal Statement)发送到Dr. Long Shi (long.shi@rmit.edu.au)。

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