中大材料学院 2021 年硕士研究生复试录取方案
中山大学材料学院 2021 年硕士研究生复试录取方案根据《教育部关于印发<2021 年全国硕士研究生招生工作管理规定>的通知》（教学函〔2020〕8 号）、《关于做好2021 年全国硕士研究生招生录取工作的通知》（教学司〔2021〕2 号）和中山大学《关于做好 2021 年硕士研究生复试录取工作的通知》等相关文件精神和要求，结合疫情防控要求及我院各学科专业（方向）考生实际情况，制定本方案。
一、复试分数线和复试名单1. 我院各专业（方向）复试分数线如下：
序
专业代码
专业名称方
方向名称复试分数线
号向代码
总分
政治
外语业务课一业务课二
1 080500材料科学与工程 01
材料物理与化学 280 50 50 60 60
2 080500材料科学与工程 02 材料学 280 50 50 60 60
3
085600材料与化工
01
材料工程
280
50
50
60
60
2. 初试成绩符合我院复试分数线要求者，按学科专业（方向）总分从高到低的顺序确定本学科专业（方向）参加 复试的考生名单。考生可以通过学院官网查询复试名单（见附件 1）。
3. 各专业（方向）拟招生人数如下，最终以实际录取人 数为准：data:image/png;base64,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
二、资格审查请复试考生于 3 月 21 日 16:00 前提供以下材料进行资格审查，材料以原件扫描件或照片电子版的形式，通过邮件提交，发送邮件至 materialszs@mail.sysu.edu.cn邮箱， 邮件标题格式：“考生编号-姓名-资格审查材料”，入学复 查时核对原件。（一）资格审查材料1. 身份证原件正反面。如果身份证丢失，可以用临时身 份证（在有效期内）或户籍所在地派出所开具的户籍证明（贴 有本人近期一寸免冠照片、盖骑缝章）。曾经更改过姓名或身份证号的考生，需提供户口本或公安局开具的证明。2. 初试准考证。3. 学籍学历证明（往届考生须提交《教育部学历证书电子注册备案表》，应届生须提交《教育部学籍在线验证报告》 办 理 方 式 详 见 中 国 高 等 教 育 学 生 信 息 网http://www.chsi.com.cn/xlcx/bgys.jsp）。4. 本科阶段学习成绩单原件或复印件（原件应加盖学校
教务管理部门公章，复印件须有“原件复印”并加盖原件存档单位公章）。5. 应届生提供学生证。6. 往届毕业生提供毕业证书、学位证书（毕业证书丢失的提供“中国高等教育学生信息网”的《教育部学历证书电子注册备案表》或《中国高等教育学历认证报告》）。7. 凡于境外获得的文凭须提交教育部留学服务中心出 具的认证报告。8. 在读研究生需提供培养单位出具的同意报考证明和 提交入学前完成原学校退学手续的承诺书。9. 网上报名出现学籍学历错误信息的考生还须提供资 料：往届生的《教育部学历证书电子注册备案表》、应届生 的《教育部学籍在线验证报告》，或有效的学籍、学历验证 书面报告。（二）复试补充材料学院将通过复试环节加强对考生既往学业、一贯表现、科研能力、综合素质和思想品德等情况的全面考察，请考生提供大学学习成绩单、毕业论文摘要、科研成果、竞赛获奖、 社会服务等相关补充材料，作为复试综合评价的评分依据。
以上材料，复试前提交原件扫描件（请按顺序将资格审查资料和复试补充资料分别合并为单独的 PDF 文件，文件分别命名为“附件 1：考生编号-姓名-资格审查材料”、“附件 2：考生编号-姓名-复试补充材料”)，入学复查时核对原件。不符合报考条件者将被取消复试资格。资格审查材料
恕不退回。资格审查未通过的考生将取消复试资格。
三、复试方式、内容及评分（一）复试方式1. 复试方式：网络远程复试。2. 复试总分：复试总分占入学总成绩的 50%。3. 考核时间：每位考生的复试总时间不少于 20 分钟。4. 考核办法：以面试为主。复试小组对参加复试的考生 进行逐个考核，考生当场回答问题，必要时，复试小组成员会就相关问题进一步提问。（二）复试内容复试考核由综合评价、外语应用能力测试、专业能力及综合素质考核三部分构成。复试的满分为 500 分。1. 综合评价（占复试成绩的 20%）考核内容：结合考生大学学习成绩单、科研成果、竞赛获奖、社会服务等相关资料，对考生既往学业、一贯表现、科研能力、综合素质和思想政治素质等情况进行全面考察。2. 外语应用能力测试（占复试成绩的 20%）考核内容：重点考查考生外语应用的基本能力，是否具备本专业研究生入学的基本要求。3. 专业能力及综合素质考核（占复试成绩的 60%）考核内容：重点考查考生对专业理论及相关知识的掌握是否扎实、深厚和宽广，是否具备本专业硕士研究生入学的 基本要求；考查考生的知识结构、实践（实验）能力、综合 分析和解决实际问题的能力、创新能力、写作水平等。
（三）考核评分每位考生复试结束后，由复试小组成员现场独立为考生评分。复试小组成员各自评分的算术平均值为该考生的最终复试成绩。成绩保留小数点后两位，四舍五入。
四、复试成绩1. 复试成绩和初试成绩相加，即为入学考试总成绩，复 试成绩和初试成绩各占总成绩的 50%。2. 各招生学科专业（方向）按照总成绩从高分到低分依 次确定拟录取名单。总成绩同分情况下按照初试成绩排序。 学术学位及专业学位考生的成绩分别排序，分别按照总成绩从高分到低分依次确定拟录取名单。3. 如有以下情况之一的考生，不予录取：（1） 思想政治素质和道德品质考核不合格。（2） 未参加复试或复试不合格(复试成绩低于复试满分值的 60%为不合格)。入学后 3 个月内，按照《普通高等学校学生管理规定》有关要求，对所有考生进行全面复查。复查不合格的，取消入学资格或学籍；情节严重的，移交有关部门调查处理。
五、信息公布将在本单位网站公布复试录取方案、分学科专业（方向） 的拟招生人数、复试考生名单、复试安排、调剂信息、复试结果等信息。对参加专项计划、享受初试加分或照顾政策考生的相关情况，在公布考生名单时将进行说明。复试结果报学校审核后在中山大学材料学院网站发布（http://materials.sysu.edu.cn）。拟录取名单经审核后将在中山大学研究生招生网上统 一进行公示。
六、其他事项1. 研究生院将根据上级统一工作安排开通硕士研究生 招生录取通知书邮寄地址校对系统，拟录取的考生可通过该系统进行邮寄地址校对及修改，届时请关注中山大学研究生招生网。2. 本办法未尽事项，以中山大学研究生院相关文件为准。
七、咨询、申诉及监督（一）咨询材料学院办公室电话：0755-23260137邮箱：materialszs@mail.sysu.edu.cn（二）申诉材料学院电话：0755-23260137（三）监督中山大学研究生招生办公室电话：020-84111686，020-84113696邮箱：yzba@mail.sysu.edu.cn
材料学院2021 年 3 月 21 日
此文章来源中山大学研究生官网，如有侵权，请及时联系删除
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