哈尔滨工业大学研究生奖助政策
考研的同学对于研究生的学费，奖学金，助学金这些相关的信息应该都比较关注。中公考研小编整理了“哈尔滨工业大学研究生奖助政策”相关信息，供考生参考,为大家的考研加油筑梦！研究生教育是高等教育的重要组成部分，承担着培养高层次人才、创造高水平科研成果、提供高水平社会服务的重任。根据《财务部 国家发展改革委 教育部关于完善研究生教育投入机制意见》（财教 19号）等有关文件精神，结合我校研究生教育管理的实际情况，特制定本办法。
一、基本原则
1.坚持以人为本，充分激励和调动研究生的学习及科研积极性，改善研究生学习、科研和生活条件，提高研究生待遇。
2.建立健全研究生教育投入机制，以国家学校投入为主、研究生合理分担培养成本、导师资助等多渠道筹集经费，激发研究生教育的活力，促进研究生教育持续健康发展。
3.以提高研究生培养质量为核心，遵循教育规律，立足研究生教育的特点，遵循研究生成长成才需求，深化研究生教育综合改革，提高研究生培养质量。
4.坚持系统设计，统筹谋划，完善体制机制，发挥研究生各项奖励资助政策措施的作用，充分调动各方面的积极性。
二、适用范围
研究生奖助学金管理办法适用于2014年秋季学期及以后入学的全日制非定向就业类中国籍研究生，不包含定向就业类研究生、外国留学生和非全日制专业学位研究生。
三、研究生奖助学金体系的组成及经费
研究生奖助学金体系由研究生基本奖助学金、研究生国家奖学金和“三助”津贴三部分组成。
所需经费由国家助学金、学业奖学金、学生学费、学校助学金、导师科研经费中的劳务费等几部分构成，统筹使用。
四、研究生基本奖助学金
1.硕士生基本奖助学金
硕士生基本奖助学金如表1所示，为三个等级。一等奖学金额度为每年
16000元/生，二等奖学金额度为每年13000元/生，三等奖学金额度为每年8000元/生。三个等级奖学金的比例分别为40%、40%、20%。
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
2.博士生基本奖助学金
博士研究生基本奖助学金由国家助学金、学校助学金、学业奖学金和导师津贴组成。如表2所示，每名博士生奖助学金额度为一、二、三年级4万元/年，第四年3.4万元。博士生四年奖助学金的总额度为15.4万元。
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
五、研究生助教、助管和助研津贴
学校建立“三助”津贴体系，即设置研究生助教、助研和助管岗位，并提供相应津贴，具体如下：
1.助教津贴
研究生助教工作岗位类别设置为A、B、C三类，A类的实际工作时间不少于每周12学时；B类的实际工作时间不少于每周10学时；C类的实际工作时间不少于每周8学时。助教A类岗位津贴标准为每人每月500元，B类为每人每月400元，C类为每人每月300元。
2.助管津贴
研究生助管岗位按工作量分为A、B两类。A类岗位每周工作时间不少于9小时，津贴为硕士生300元/月，博士生400元/月。B类岗位每周工作时间分别不少于7小时，津贴为硕士生200元/月，博士生300元/月。
3.助研津贴
助研岗位主要针对博士生，由博士生导师设置。
六、研究生国家奖学金
研究生国家奖学金用于奖励学业成绩特别优秀、科学研究成果显著、社会公益活动表现突出的研究生。按国家每年下拨名额进行奖励，奖励标准博士生每生每年30000元，硕士生每生每年20000元。
七、奖助学金的管理
1.硕士生基本奖助学金由学生所在院（系）负责评定。第一年奖助学金评定主要依据大学期间学习成绩及有关表现和研究生入学考试成绩。第二年奖助学金评定主要依据硕士阶段学习成绩、科研工作成绩和综合表现等情况。
2.博士生基本奖助学金在学生入学时根据学生学习成绩、科研工作表现以及导师的招生情况确定，每年根据考核情况动态调整。
3.研究生助学金评定不包括有固定工资收入的研究生。研究生助学金按月发放。研究生学业奖学金在评定后一次性发放。
4.研究生奖助学金在学生休学、保留学籍、联合培养等离校期间一般不发放。
5.有纪律处分、考试不及格等情况的研究生不能参加下一年度学业奖学金的评选。
6.学制范围内延期的硕士研究生只发放助学金，超过规定学制年限的硕士研究生不再享受研究生奖助学金。博士研究生奖助学金最长发放四年。
7.直博生和硕博连读学生，根据所修课程的层次阶段确定身份参与奖助学金的评定。
8.定向就业类研究生中，少数民族骨干计划、强军计划参照本办法执行。
八、研究生的学费
全日制非定向就业类研究生在学期间收取学费，硕士生学费标准为8000元/生·年，博士生学费标准为10000元/生·年。其他类型研究生以及有特殊收费政策的研究生学费按照有关规定执行。
九、有关说明
1.本办法从2014年秋季学期及以后入学的研究生开始执行。
2.本办法解释权在研究生院。
附件：
关于研究生收费及奖助政策调整的有关说明
为进一步提高研究生培养质量，促进研究生教育持续健康发展，解决培养经费供需矛盾突出、成本分担机制不健全、奖助政策体系不完善等问题，国家下发了《财政部 国家发展改革委 教育部关于完善研究生教育投入机制的意见》（财教〔2013〕19号）的文件，从2014年秋季学期开始对研究生教育投入机制进行全面改革，根据有关要求，我校确定了研究生的学费标准并对研究生的奖助政策进行了调整，说明如下：
一、我校研究生教育的学费标准的确定
根据《发改委 财政部 教育部关于加强研究生教育学费标准管理及有关问题的通知》（发改价格〔2013〕887号）关于研究生教育学费标准的有关规定，综合考虑我校研究生培养成本、黑龙江和哈尔滨市经济发展水平、学校办学条件等因素，确定我校全日制非定向就业类硕士生的学费为每生每年8000元，全日制非定向就业类博士生的学费为每生每年10000元。非全日制专业学位、定向就业类和有特殊规定的研究生按原规定政策执行。
二、从2014年秋季学期入学新生开始收取学费
《财政部 国家发展改革委 教育部关于完善研究生教育投入机制的意见》要求，从2014年秋季学期起，按照“新生新办法、老生老办法”的原则，向所有纳入全国研究生招生计划的新入学研究生收取学费。根据国家文件精神,我校将对2014年秋季学期新入学的研究生收取学费。学费按年度收取，研究生需交纳学费后才能注册。
三、进一步完善了研究生奖助学金体系
1.调整了研究生奖助学金制度。
从2014年秋季学期起，将现有的研究生奖助学金调整为研究生助学金，用于补助研究生基本生活支出。研究生助学金范围覆盖研究生招生计划内的所有全日制研究生（有工资收入的除外）。
从2014年秋季学期起，设立研究生学业奖学金，用于奖励支持研究生更
好地完成学业。学校根据研究生学业成绩、科研成果、社会服务等因素，确定研究生学业奖学金的等级及标准。
2.学校统筹利用国家财政资金、研究生学费收入及学校自有资金，大幅度提高了硕士研究生的待遇。
3.我校2013年1月对博士生的基本奖助体系进行了调整，显著提高了博士生的待遇。今年，根据国家要求及我校博士生学费标准，对每位博士生增加了10000元/年的学业奖学金。
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