陆陆续续2022年普通专升本院校招生简章的发出,小编整理了2022年
湖北科技学院普通专升本的招生专业培养目标和要求,下面将招生简章内容公布如下:
根据《省教育厅关于做好2022年湖北省普通高等学校专升本工作的通知》(鄂教高函[2022]5号)精神,结合湖北科技学院普通专升本招生专业培养目标和要求,特制定本章程。
一、招生对象及条件
(一)招生对象
1.高职高专应届毕业生.,2022年湖北高校普通全日制高职高专应届毕业生,报考时能如期毕业(以下简称"普通考生").
2.专项计划考生.根据教育部要求,实施“专升本专项计划",安排适量招生计划,专项用于招收原建档立卡贫困家庭高职(专科)毕业生(以下简称"专项计划考生")."专项计划考生"应是符合"普通考生"报考条件,且经扶贫部门确认并录入全国扶贫开发信息系统的原建档立卡贫困家庭学生。
3.退役大学生士兵.遵守中华人民共和国宪法和法律,服役期间没有受到部
队相关处分;在湖北省应征入伍;普通高校全日制高职(专科)毕业生及在校生(含高校新生)应征入伍,退役后完成高职学业.
报名时,只能选择"普通考生""专项计划考生""退役大学生士兵"中的一种考生类型报考。
(二)报名条件
具有良好的思想品德和政治素质,热爱祖国,遵纪守法,在校期间未受任何纪律处分;修完普通高职高专教学计划规定的课程,成绩良好,能如期毕业;身体健康。
湖北科技学院临床医学、口腔医学、护理学等医学类专业只接受其专科阶段所学专业与报考本科医学类专业保持相同的考生,其它专升本招生专业可接受相近、相关的专科专业考生报名。
二、招生计划
湖北科技学院2022年公布的普通专升本招生计划总数为986(不含退役大学生士兵计划)人,面向全省应届高职高专相应专业毕业生,符合条件的退役大学生士兵.
![招生计划](data:image/png;base64,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)
报名结束后,根据鄂教高函〔2022〕5号文件精神,当学校某专业报考人数不足,招生计划出现空余时,将空余计划调整至其他专业使用,并及时向社会公示.当学校专项计划报考总人数不足专项计划数出现专项计划空余时,空余计划将调整至普通考生计划使用。退役大学生士兵计划不调整到其他类别计划使用。
三、报名
(一)普通考生及专项计划考生
符合条件的考生于4月1日8:00-4月5日18:00登陆湖北省高等学校普通专升本报名平台(以下简称"报名平台",网址为http://zsb.e21.en)进行网络报名.湖北科技学院将于4月6日8:00-18:00审核考生报考资格,未通过专业审核的考生可以在4月7日8:00-17:00更正志愿,湖北科技学院将于4月8日8:00-17:00对更正志愿进行专业志愿终审,考生可于4月6日8:00-4月9日14:00打印报名申请表。
(二)退役大学生士兵考生
1.预报名
符合条件的考生于3月25日8:00-3月30日18:00登陆湖北省高等学校普通专升本报名平台(以下简称"报名平台",网址为http://zsb.e21.cn)进行网络预报名。
重要提示:未参加退役大学生士兵预报名的考生不能填报退役大学生士兵志愿。
2.志愿填报
符合条件的考生于4月1日8:00-4月5日18:00登陆湖北省高等学校普通专升本报名平台(以下简称"报名平台",网址为http://zsb.e21.en)进行网络志愿填报,上传经批准入伍地县级人民政府征兵办公室和本人就读高校签字盖章的《2022年湖北省退役大学生士兵普通高校专升本报名申请表》,湖北科技学院将于4月6日8:00-18:00进行专业志愿审核,未通过专业审核的考生可以在4月7日8:00-17:00更正志愿,湖北科技学院将于4月8日8:00-17:00对更正志愿进行专业
志愿终审,考生可于4月6日8:00-4月9日14:00打印报名申请表.
(三)学校网上报名缴费
通过湖北科技学院专业审核的考生需于4月10日至12日登录湖北科技学院2022年专升本报名系统h ttps://zsb.hbust.edu.cn/报名、缴费,网报前请查看2022年湖北科技学院普通高校专升本网上报名须知。5月4日开始考生可登录湖北科技学院2022年专升本报名系统打印准考证.
四、考试
根据全省统一安排,21022年普通专升本考试时间定于5月8日.
普通考生及专项计划考生:5月8日上午9:00-11:00考大学英语,下午14:00-15:30考专业课一(满分100分),,下午16:00-17:30考专业课二(满分100分)。
退役大学生士兵考生:5月8日下午14:00-15:30考职业适应性综合考查,考查内容为军事理论(20分)、职业素养与道德法治(30分)、人文素养(20分)和专业基础知识(30分),满分100,题型为选择题,采用闭卷考试.荣立
三等功及以上的考生可免于参加综合考查。
湖北科技学院作为举办高校之一,考试地点设在湖北科技学院温泉校区(湖北省咸宁市咸宁大道88号),具体考试教室以准考证上的为准.各招生专业考试科目和参考教材见附件2。从5月20日下午四点开始,考生可在湖北科技学院报名网站查询考试成绩.凡对成绩有疑问的考生,可在5月21-22日12点之前,登录湖北科技学院2022年专升本报名系统https://zsb.hbust.edu.cn/提出查分申请,湖北科技学院将组织人员复查并于5月24日公布复查结果。
重要提示:根据国家及省市区防疫要求,考前14天及现场测量体温正常(<37.3°C),提交个人健康情况承诺书(含体温自我监测登记表),出示"健康码”(绿码)、“行程卡”(绿色状态)和提供原居住地考前48小时内核酸检测阴性证明和湖北咸宁地区考前24小时内核酸检测阴性证明,方可进入考试区域,不能提供的,将不能参加考试.
五、录取
湖北科技学院录取工作将在省教育厅指导下,坚持公开、公平、公正的原则,推行"阳光操作"。
专项计划考生录取,,依据招生计划按考试成绩从高分到低分录取专项计划考生,直至完成专项计划.专项计划结束后,未被专项计划录取的专项计划考生,与普通考生一起参加普通考生录取。
普通考生录取,首轮录取时,各专业录取人数根据各专业报名人数和综合各门课程考试总成绩,在计划数内,从高分到低分择优录取.如总分相同时,按大学英语成绩排序录取;大学英语成绩也相同的,再按专业课一的成绩排序录取,依此类推.第一轮录取工作结束后,若有未完成的普通考生计划,则按照省教育厅补录工作程序进行补录.补录时,按大学英语成绩对报名参加补录的考生从高分到低分依次录取。
退役大学生士兵录取,首轮录取时,根据招生计划依据考生职业适应性综合考查成绩从高分到低分依次录取.第一轮录取工作结束后,若有未完成的退役大学生士兵计划,则按照省教育厅补录工作程序进行补录.补录时,若报名人数未超过补录计划数,按报名考生综合考查从高到低依次录取;若报名人数超出补录计划,将增加线上面试环节并结合综合考查成绩,综合评价,择优录取.
湖北科技学院于5月下旬将拟录取的专升本学生名单在学校网站上公示,公示时间为7天,无异议后上报湖北省教育厅审核备案.8月向录取的考生发放录取通知书.
六、收费项目和标准
普通"专升本"报名考试费按《湖北省物价局、湖北省财政厅关于规范教育招生考试收费有关问题的通知》(鄂价费〔2006〕107号)批准的标准执行,报名参加湖北科技学院普通专升本考试的考生应向本校缴纳普通专升本报名费,收费标准:普通考生及专项计划考生130元/人,退役大学生士兵考生50元/人.被湖北科技学院录取的2022年普通专升本学生,入学后的学费、住宿费等收费项目和标准与湖北科技学院2022年同一专业全日制普通本科生一致.
七、入学报到及学籍管理
湖北科技学院将拟录取名单报省教育厅备案并审核学籍,审核未通过的考生将被取消录取资格。
被湖北科技学院录取的普通专升本学生持湖北科技学院的录取通知书、毕业证及身份证原件和复印件、退出现役证等资料在规定的时间报到。逾期未报到的视为放弃。退役大学生士兵凡录取后未报到、自行放弃入学资格的,此后不再享受免试专升本政策.专升本学生(含退役大学生士兵)为普通全日制高等学校学生,学制2年或3年,不得采取非全日制学习形式就读,入学后不得转专业和转学.普通专升本学生编入本科三年级插班或单独组班教学,其本科学籍由湖北科技学院到省教育厅办理注册手续,按普通全日制本科学生的要求管理,录取学生档案由原所在学校或单位集中整理后转入学校,按照有关规定办理转出和接收手续.
专升本学生修完本科学业,成绩合格者,颁发普通本科毕业文凭,毕业证书的学习起止时间按进入本科阶段的实际时间填写;达到湖北科技学院学位授予要求的,可申请授予学士学位。
地址:湖北省咸宁市咸宁大道88号
联系电话:0715-8151315/0715-8342004
邮编:437100
监督电话:0715-8261926
网址:http://ww.hbust.edu.cn或http://jwc.hbust.edu.cn/
以上便是2022年湖北科技学院普通专升本招生简章的全部内容了,有意向报考该院校的考生可以查看自己是否符合报名条件以及选择自己心仪的专业。
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