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,结合湖北工程学院新技术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、专升本公告网址、招生对象及条件
(一)本校专升本唯一公告网址:http://jwc.hbeutc.cn/zsb.htm
新消息和通知会第一时间在该网址发布,请各位考生关注。
(二)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。
2.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。
(三)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全部课程,成绩良好,能如期毕业;身心健康等。
考生务必确认本人符合以上湖北工程学院新技术学院普通专升本两类招生对象之一及报名条件,确认本人学籍或学历能在“中国高等教育学生信息网”(学信网)查询并提供学信网学籍在线验证报告后,方可报名。考生只能选择“普通考生”“退役大学生士兵”中的一种考生类型报考。
二、招生计划
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),湖北工程学院新技术学院2022年普通专升本招生计划450名,详情见附件1《湖北工程学院新技术学院2022年普通专升本各专业招生计划》,退役大学生士兵招生计划将通过湖北省高等学校普通专升本报名平台于志愿填报前公布。
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,计划调整情况于4月22日前在学校专升本工作网站上公布。
三、报名
(一)网上报名
1.统一报名平台网址:http://zsb.e21.cn。具体报名流程登陆报名平台查看《考生须知》。网络报名期间,报名平台实时公布湖北工程学院新技术学院招生专业报考人数。
2.报名时间。
(1)普通考生。2022年4月1日8:00至4月5日18:00进行志愿填报。
(2)退役大学生士兵。退役大学生士兵报名分两个阶段:第一阶段,3月25日8:00-3月30日18:00进行预报名;第二阶段,4月1日8:00-4月5日18:00进行志愿填报,填报要求同普通考生一致。
注:①未参加预报名的退役大学生士兵不能填报退役大学生士兵志愿。
②退役大学生士兵需在报名平台上传本人照片、身份证、退出现役证、普通全日制专科毕业证书(应届毕业生提供学籍证明)、入伍地证明等材料。申请免于参加综合考查的退役大学生士兵,还需上传个人立功受奖证明材料。
③预报名期间,退役大学生士兵填写相关信息后,可下载打印《2022年湖北省退役大学生普通高校专升本申请表》(系统自行生成),并提交批准地县级人民政府征兵办公室盖章,本人签字确认,盖章确认后的申请表须于志愿填报结束(4月5日)前上传报名平台。
3.符合报名条件的考生选择“普通考生”“退役大学生士兵”中的一种考生类型报考。每名考生只能填报一个本科专业,报考时确认本人是否符合所报专业的报考条件。教育厅志愿填报平台实时公布各举办高校招生专业报考人数,志愿填报结束前,可修改志愿。
考生对其提供的信息和资料真实性负责,并承担相应责任。请考生务必准确填写自己的手机号、身份证号码及其他选项。学生应按页面提示上传符合要求的本人电子照片文件、居民身份证正反面、学籍证明材料(在线学籍验证报告或毕业证书)。
考生电子照片应使用学信网专科阶段学历照片,学历照片可使用个人帐号登录学信网获取。数字化图像文件为宽480像素*高640像素,分辨率300dpi,应符合JPEG标准,压缩后文件大小一般在20KB至40KB。
学籍认证报告下载流程:点开学信网(https://www.chsi.com.cn/)→本人查询→登录(未注册的需实名注册)→在线验证报告→高等学籍→申请→生成报告。
(二)志愿审核
填报志愿结束后,4月6日8:00-18:00,学校将对考生进行在线志愿审核。志愿审核通过的考生不得再更改志愿信息,志愿审核未通过的考生可在4月7日8:00-17:00更正一次志愿信息,因考生未查阅专业审核结果等原因导致错过更正志愿或无法报考的,责任由考生本人承担。4月8日8:00-17:00学校进行终审。
4月6日8:00-4月9日14:00,通过志愿审核的普通考生通过报名平台下载打印《2022年湖北省高校普通专升本报名申请表》,退役大学生士兵考生通过报名平台下载打印志愿填报后生成的《2022年湖北省退役大学生士兵普通高校专升本申请表》,确认网络报名成功,并手写签字。
(三)资格审核
1.考生需提交的材料:
考生登陆湖北工程学院新技术学院专升本工作网站上的招生管理系统(以下简称“招生系统”:http://hgxy.signup.citjob.cn),在招生系统里根据提示上传审核材料扫描件(4月9日8:00至4月11日18:00):
(1)《2022年湖北省高校普通专升本报名申请表》或《2022年湖北省退役大学生士兵普通高校专升本申请表》盖章并手写签字版照片。
(2)在校期间成绩单照片(加盖成绩主管部门公章,已正常毕业的退役大学生士兵提交毕业证照片,不需要提交成绩单)
2.报考资格审核:
资格审核时间:4月9日8:00至4月11日18:00。
资格审核内容:考生个人信息与学信网信息是否一致(姓名、性别、民族、身份证号码、照片、专科阶段专业名称、预计毕业日期是否为2022年6月30日)。对于以上信息不一致的考生,本校将判断为考生虚报信息,资格审核将会不通过。
资格审核不通过的考生将不能参加本校专升本考试。
(四)缴费确认
1.根据《湖北省物价局、湖北省教育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)文件规定,报名考试费收费标准为80元/生,退役大学生士兵收取报名费50元/人(参加免试的退役大学生士兵不收取报名费用)。
2.审核通过的考生使用工行手机APP中的“e缴费”功能完成报名费缴纳。具体流程是:下载工行手机银行→注册登录→e缴费→学杂费→搜索“湖北工程学院新技术学院”→输入手机号→核对姓名、项目、金额→确认支付。
3.支付完成后在招生系统里上传缴费凭证截图(4月11日8:00至4月12日18:00)。
4.逾期未缴纳报名考试费的考生,视为自动放弃考试资格。报名考试费缴纳后,无论参加考试与否,一律不再退费。
(五)打印准考证
报名截止后,4月18日8:00—5月8日18:00通过报考资格审查的考生登陆准考证打印系统,通过网络在系统上查询和打印准考证。
打印系统网址及登陆详情请关注本校专升本工作网站公告网址(http://jwc.hbeutc.cn/zsb.htm)。
(六)其它
1.根据省教育厅有关文件精神,资格审查将贯穿招生、考试、录取、报到等工作全过程,在整个专升本工作环节,一旦发现考生有弄虚作假、违规违纪行为,一律取消考生报名、考试、录取、报到资格。
2.已在网上报名但未在规定时间内上传审核材料扫描件的考生,视为自动放弃报名。
四、考试
(一)考试安排
1.普通类考生。5月8日,考生携带准考证、身份证原件参加由湖北工程学院新技术学院组织的专升本选拔考试,按国家和省疫情防控要求,具体要求在湖北工程学院新技术学院专升本工作网站上另行通知。考试时间及科目安排见表1。
表1:2022年湖北工程学院新技术学院专升本考试时间及科目
![2022年湖北工程学院新技术学院专升本考试时间及科目](data:image/png;base64,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)
备注:(1)科目一大学英语满分100分;科目二专业课满分150分;
(2)《机械制图》需考生自备:铅笔、橡皮擦、尺子、圆规等绘图工具;土木工程专业的《专业综合》可以自带普通计算器(非编程计算器)。
(3)《建筑学》的《专业综合》考试时间为5月8日13:00—16:00,需考生自备马克笔、三角板、铅笔、针管笔。图板、纸张和丁字尺由学校准备。
(4)考试地点以准考证的信息为准。
(5)各专业课考试大纲将在专升本工作网站上公布,各专业课考试参考教材参见附件2。
2.退役大学生士兵。退役大学生士兵免于文化课考试,参加学校组织的职业适应性综合考查,考查形式为面试,考查时间为5月8日14:00--17:30。职业适应性综合考查满分100分,包括个人基本素质和职业能力考查两部分。其中,个人基本素质40分,考核内容包括仪表仪态、心理素质、语言表达、逻辑思维等;职业能力考查60分,考核内容包括专业认知、专业思维、职业规划等。
在服役期间荣立三等功及以上奖励的退役大学生士兵,可申请免试就读湖北工程学院新技术学院。
(二)成绩公布与查询
1.公布考试成绩。5月20日16:00,学校在专升本工作网站上公布考生的考试成绩,考生可凭本人准考证号查询自己成绩(详情见本校专升本公告网站具体通知)。
2.成绩复查。5月22日16:00前,考生若对本人成绩有异议,可在网上提交成绩复核申请,逾期未申请者,不再受理复核申请。5月24日上午反馈复核结果。具体通知详见湖北工程学院新技术学院专升本工作网站公告。
五、录取
(一)录取规则
1.普通考生的录取
按照普通考生的两门考试科目总分,分专业排名,从高分到低分依次录取。
2.退役大学生士兵的录取
退役大学生士兵按照职业适应性综合考查总分从高分到低分依次录取。
3.免试退役大学生士兵的录取
在服役期间荣立个人三等功及以上奖励的退役大学生士兵,可申请免试,在湖北工程学院新技术学院今年专升本招生专业中任选一个就读。
(二)录取流程
1.拟录取。5月下旬,公布各专业预录取名单(含免试的退役大学生士兵考生),按照录取具体标准,依次进行预录取,预录取名单在湖北工程学院新技术学院专升本工作网站上予以公示七天,公示无异议后报省教育厅审核。
2.补录。
(1)普通考生:第一轮录取结束后,如果湖北工程学院新技术学院已完成招生计划,不再进行补录;如果湖北工程学院新技术学院未完成普通考生计划,由教育厅统一在专升本报名平台公布进行补录。第一轮未被录取的考生,可根据补录计划到湖北工程学院新技术学院进行补录报名;第一轮已被录取的考生不得再参加补录报名。湖北工程学院新技术学院将按照统考英语科目成绩对报名参加补录的考生从高分到低分依次录取。
(2)退役大学生士兵:如果有未完成的退役大学生士兵计划,按照教育厅相关规定进行补录。学校结合报名情况,组织对补录报名考生进行综合评价,择优录取。
预补录名单在湖北工程学院新技术学院专升本工作网站上予以公示七天,公示无异议后报省教育厅审核。
3.正式录取。通过省教育厅审核后,湖北工程学院新技术学院将向正式录取的学生发放录取通知书。8月下旬录取学生凭专科毕业证原件和复印件领取录取通知书,具体通知详见湖北工程学院新技术学院专升本工作网站。
4.入学报到。录取考生必须按照录取通知书上规定的时间来湖北工程学院新技术学院报到,逾期不报到的,视为自动放弃,学校取消其入学资格。
六、收费项目和标准
专升本学生入学后的收费项目和标准与湖北工程学院新技术学院2022年同一专业全日制普通本科生一致。各专业学费标准参见附件1。
七、入学报到及学籍管理
所有专升本学生含(退役大学生士兵)为普通全日制形式学习,相关档案需转入学校。专升本学生不得转学或转专业。
专升本学生入学后,学校进行入学资格复核,复核合格后进行学籍注册。学籍注册后单独编班组织教学,不足编班人数的,插入相应本科专业三年级学习。学生按本校专业培养方案修完规定课程,成绩合格者,颁发普通本科毕业证书,证书内容按照国家规定填写:“在本校XX专业专科起点本科学习”,学习起止时间按进入本科阶段的实际时间填写。达到学校学位授予要求的,可申请授予相应学科学士学位。
在校期间与其他本科生一样享受奖学金、助学金等待遇。专升本学生的就业按普通全日制本科毕业生的就业政策执行。
八、联系方式
湖北工程学院新技术学院2022年专升本招生工作的有关信息将及时在湖北工程学院新技术学院网站上公布(网址:http://jwc.hbeutc.cn/zsb.htm)。
联系人:张老师孙老师
学校地址:湖北省孝感市孝南区学院路158号
联系电话:0712-2345932 0712-2345919
咨询信箱:hbeutczs 163.com
举报电话:0712-2345083王老师
举报信箱:hgjwbgs hbeu.edu.cn
以上便是2022年湖北工程学院新技术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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