中山大学物理与天文学院2023年硕士研究生复试录取方案
根据教育部关于印发《2023年全国硕士研究生招生工作管理规定》的通知(教学〔2022〕3号)、《关于做好2023年全国硕士研究生复试录取工作的通知》(教学司〔2023〕3号)和中山大学《关于做好2023年全国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: 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2.初试成绩符合我院复试分数线要求者,按学科专业总分从高到低的顺序确定本学科专业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23日中午18:00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sysuspa@mail.sysu.edu.cn邮箱,邮件标题格式:“考生编号-姓名-复试材料”,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 我院根据复试要求,加强对考生既往学业、一贯表现、科研能力、综合素质、思想政治素质和品德考核等情况的全面考察,请考生提供科研成果或相关论文、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。 以上材料的原件扫描件,请按顺序将(一)资格审查资料和(二)复试补充资料分别合并为两个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”(文件扫描件应为PDF格式);复试报到和入学时需复查核对原件。不符合报考条件者将被取消复试资格。资格审查材料复印件恕不退回。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:现场复试。 2.复试总分:复试总分占入学总成绩的50%。 3.考核时间:每位考生的面试总时间(含外语应用能力考核)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 复试考核内容由综合评价、外语应用能力测试、专业能力及综合素质考核三部分构成。 1.综合评价(占复试成绩的20%) 考试内容: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%) 考试内容: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,如果初试成绩也同分,则以“专业能力及综合素质考核”成绩排序。 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)。 (3)报考资格不符合规定。 (4)政审不合格。 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、体检 拟录取考生须于拟录取后进行体检。体检表模板请见附件。考生可自行选择到二级甲等及以上医院进行体检,体检内容须涵盖体检表模板中所有内容,体检结果有相应盖章的体检结论即可。体检标准参照教育部、原卫生部、中国残联印发的《普通高等学校招生体检工作指导意见》(教学〔2003〕3号)要求,按照《教育部办公厅卫生部办公厅关于普通高等学校招生学生入学身体检查取消乙肝项目检测有关问题的通知》(教学厅〔2010〕2号)规定。体检结果最迟须于公布拟录取名单后7个工作日内寄送(邮寄地址:广东省珠海市香洲区唐家湾大学路2号天琴中心2301办公室),不参加体检或体检不合格者不予录取。 六、信息公布 将在本单位网站公布复试录取方案、分学科专业的拟招生人数、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公布。 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。 七、其他事项 1.复试期间,考生应自觉遵守本单位复试规则、考场规则及考生复试前所签署的《中山大学2023年硕士研究生招生考生诚信复试承诺书》等内容,不得对外透露或传播复试试题内容等有关情况。 2.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。 3.本办法未尽事项,以中山大学研究生院相关文件为准。 八、咨询、申诉及监督 (一)咨询 物理与天文学院招生办公室 电话:0756-3668932 邮箱:sysuspa@mail.sysu.edu.cn (二)申诉 物理与天文学院 电话:0756-3668932 (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 物理与天文学院 2023年3月17日
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