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关于印发《邵阳学院二级学院本科教学工作评价方案》的通知

 

关于印发《邵阳学院二级学院本科教学工作评价方案》的通知

 

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邵阳学院二级学院本科教学工作评价方案》已经校长办公会讨论通过,现印发给你们,请认真贯彻实施。

 

 

 

 

 

邵阳学院

                                     2019624

 

 

 

 

邵阳学院二级学院本科教学工作评价方案

    为贯彻落实全国教育大会、新时代全国高等学校本科教育工作会议精神和教育部《关于加快建设高水平本科教育全面提高人才培养能力的意见》(教高〔20182)、《教育部关于普通高等学校本科教学评估工作的意见》(教高20119号)、《教育部关于开展普通高等学校本科教学工作审核评估的通知 》(教高201310)等文件精神,建设高水平本科教育,建立健全校内本科教学质量保障体系,提高教学管理水平和人才培养质量,特制订本方案。

一、评价的对象和内容

    全校各学院的本科教学工作。

二、评价的目的和意义

    通过对二级学院本科教学工作的评价,增强教学质量管理的责任性和主动性,促进二级学院进一步明确教学工作思路,加强教学基本建设,深化教学改革,提高教学管理水平和教学质量;促进教师教学工作以及教学管理工作的规范化和科学化,准确反映本科教学工作状态,推进本科教学质量常态监控机制建设,完善学校本科教学质量保证体系。

三、评价的原则

以全国教育大会、新时代全国高等学校本科教育工作会议精神和教育规划纲要为指导,坚持“以评促建、以评促改、以评促管、评建结合、重在建设”的方针;体现“四个结合”,即过程性评价与终结性评价相结合、定性评价与定量评价相结合、经常性检查与定期性评价相结合、核实数据与重点考察相结合;突出内涵建设,突出特色发展,强化专业合理定位意识,强化人才培养中心地位,强化本科教学质量保障体系建设,不断提高人才培养质量。

四、评价的组织领导

学校成立以分管教学工作副校长为组长,学生工作部(处)、教务处、教学质量监控处、人事处、招生就业处、国有资产管理处、计划财务处、发展规划处、团委、创新创业学院等职能部门主要负责人为成员的领导小组,全面领导二级学院本科教学工作评价。

领导小组下设办公室,挂靠在教学质量监控处,具体组织实施二级学院本科教学评价工作。

    五、评价的方法

二级学院本科教学工作评价每学年进行一次,主要通过听取汇报、审核数据、实地考察等方法来实施。

1.听取汇报:由各学院领导汇报本科教学工作的理念、思路、工作特色等内容,校领导、专家组及相关职能部门领导听取汇报,并作出评价。

2.审核数据:由专家组及相关职能部门核实有关数据,评定相应等级。

3.实地考察:由专家组深入各学院查阅相关材料,并根据需要进行现场考察,了解有关情况,在此基础上对有关指标作出评价。

    六、评价指标体系

本方案共设6个一级指标和附加项目,25个二级指标,42个观测点,其中重要观测点14个。

    七、评价结果的确定及应用

1.各观测点的评价采用等级制与评分制两种方式。

采用等级制评价的观测点根据等级标准确定相应的等级,分为ABCD四等,高于C不足A的为B,不足C的为D。在确定每个观测点的等级时,必须首先达到C等标准要求,才能评为B等或A等。

各等级按如下标准计入评价总分:

A等(90-100):A95分,A+98分,A-92分;

B等(75-89):B82分,B+86分,B-78分;

C等(60-74):C68分,C+72分,C-64分;

D等(60):40分。

采用评分制评价的观测点根据实际得分与该观测点的权重确定相应的等级或评分。

2.当某些二级学院与某指标无关时,取其他各学院平均分计入总分。

3.将最后得分从高到低排名(最后得分相同时,重要指标总评分高者排前),在全校范围内公布。

4.对排名第1至第3的,给予适当经费奖励;若没有观测点评为D等、排名倒数第1名的重要观测点不超过1项的,可授予“年度教学工作先进单位”荣誉称号。

对于排名30%以后的,当年综合目标考核不得评优。

    八、附则

机关职能部门、教辅及后勤单位兼课教师应归口到相应的二级学院参与评价。

评价方案中有关材料的统计时点全部遵照“高等教育质量监测国家数据平台数据填报指南”的有关规定,即教学工作数据按学年度统计,财务、科研、图书信息等按自然年度统计,特定时刻产生的数据按时点值统计当时发生数。

 

附表:1.邵阳学院二级学院本科教学工作评价指标体系

2.邵阳学院二级学院本科教学工作评价指标与等级标准


附表1

邵阳学院二级学院本科教学工作评价指标体系

一 级 指 标

     

   

满分

1. 定位与目标15分)

1.1教学工作思路(8分)

●教学工作目标

2

●教学工作措施

3

●人才培养方案*

3

1.2教学中心地位(7分)

●重视教学工作

2

●日常教学巡视

2

●党政领导参与教学

1.5

●党政干部听课*

1.5

2.教师教学(13分)

2.1教授、副教授上课(2.5分)

●教授、副教授上课

2.5

2.2教学评价(8分)

●督导评教*

3

●同行评教

3

●学生评教

2

2.3教学竞赛(2.5分)

●教学竞赛获奖

2.5

3.教学建设(16分)

3.1教学基本文件建设(2.5分)

●教学基本文件

2.5

3.2专业建设(3分)

●专业建设成效*

3

3.3课程建设(3分)

●课程建设成效*

3

3.4教材建设(2.5分)

●教材建设成效

2.5

3.5实践教学基地建设(2.5分)

●实践教学基地*

2.5

3.6教师队伍建设(2.5分)

●教师队伍建设

2.5

4.教学改革(10分)

4.1教研教改活动(2.5分)

●教研教改活动开展情况*

2.5

4.2教研教改课题(2.5分)

●教研教改课题立项情况

2.5

4.3教学研究论文(2.5分)

●教学研究论文发表情况

2.5

4.4教研教改成果(2.5分)

●教研教改成果

2.5

5.教学管理(32分)

5.1教学管理制度(2分)

●教学管理制度与执行

2

5.2常规教学检查与评价(5分)

●教师教学业绩考核

2

●日常教学检查与评价*

3

注:带*的观测点为重要观测点。

(续表)

一 级 指 标

     

   

满分

5.教学管理(32分)

5.3教学秩序(9分)

●人才培养方案的执行

2

●教学事故*

2

●调停课

2

●学生到课率*

2

●学生考试违规作弊

1

5.4考试工作(4分)

●考试试卷抽查*

4

5.6实践教学管理(10分)

●毕业设计(论文)检查*

5

●实习与实训*

2.5

●实验教学

2.5

5.7教学档案管理(2分)

●教学档案

2

6.教学效果(14分)

6.1学科竞赛(4分)

●学生参与情况

1.5

●学生获奖情况

2.5

6.2英语等级考试(2分)

●英语应用能力考试、四级考试累计通过率

2

6.3应届毕业生就业(4分)

●考取研究生的学生占应届本科毕业生的比例

2

●已就业学生占应届毕业生的比例*

2

6.4大学生创新与创业(4分)

●大学生研究性学习和创新性实验计划项目、大学生创业项目

2

●应届毕业生在校期间公开发表学术论文

2

附加项目(8分)

国家级项目与成果

产学研合作教育

特色与创新

学生道德典范

2

注:带*的观测点为重要观测点。

 

 

 


附表2                  邵阳学院二级学院本科教学工作评价指标与等级标准

一级指标

二级指标

观测点

满分

     

评价方法

A

C

1. 定位与目标(15分)

1.1教学工   作思路(8分)

●教学工作目标

2

教学工作思路清晰,落实立德树人根本任务,目标明确,措施得力。

教学工作思路比较清晰,提出了目标。

①听取二级学院主要负责人汇报。

②汇报会现场查阅各学院的年度教学工作计划、总结。

③评价专家现场审查专业人才培养方案、教学大纲或课程标准等教学文件。

●教学工作措施

3

教学工作措施得力,有切实可行的年度教学工作计划和客观、全面的年度教学工作总结。

年度教学工作计划不具体,年度教学工作总结不全面,教学工作具体措施不明确。

●人才培养方案* [1]

3

专业人才培养目标定位准确,体现德、智、体、美、劳全面发展的要求;符合国家本科专业教学质量标准相关要求;理论与实践教学课程体系合理可行,有利于人文素养、科学素质、身心素质的提高以及实践能力、创新精神和创业能力的培养。

专业人才培养方案明确了专业人才培养目标,培养要求和课程体系基本符合培养目标的要求。

1.2教学中   心地位(7分)

●重视教学工作

2

①二级学院党政主要领导[2]每年组织召开教学工作专题会议4次及以上,有详细的会议记录,提出了解决问题的措施。

②有激励教师积极投入本科教学工作的政策、措施及具体实施办法,执行良好。

①二级学院党政主要领导每年组织召开教学工作专题会议2次,有会议记录。

②有激励教师积极投入本科教学工作的政策,但执行不够。

评价专家现场查阅相关材料。

●日常教学巡视

2

①每周都有二级学院党政领导进行日常教学(考试)巡视(查),有记录及处理意见。

②每天都有学生工作人员(含班主任)进行日常教学(考试)巡视,有记录及处理意见。

①二级学院党政领导进行日常教学(考试)巡视(查)平均每周0.60.8次,有记录。

②学生工作人员(含班主任)进行日常教学(考试)巡视平均每天不足0.60.8人次,或记录不完整,或处理意见不到位。

①考试巡查记录由教务处提供。

②教学巡视记录由评价专家现场认定或由教学质量监控处随机抽查确认,当年有抽查结果的以抽查结果为依据。

●党政领导参与教学

1.5

具有主讲教师资格的二级学院党政领导每人每年至少为本科生上1门课。

具有主讲教师资格的二级学院党政领导担任本科生课程教学任务的比例为50%70%

教务处提供相关材料。

●党政干部[3]听课*

1.5

二级学院党政干部每学期听课都在10节及以上,听课记录完整、规范。

二级学院党政干部每学期人均听课8节,有听课记录。

由评价专家现场认定或由教学质量监控处随机抽查确认,当年有抽查结果的以抽查结果为依据。


(续)

一级指标

二级指标

观测点

满分

等级标准

评价方法

A

C

2.教师教学(13分)

2.1教授、   副教授  上课(2.5分)

●教授、副教授上课

2.5

教授、副教授每人每年至少为本科生上1门课。

教授、副教授每人每年至少为本科生上1门课的比例达80%90%

①教务处提供相关资料。

②含各类选修课。

③含在其它二级学院承担的教学任务。

2.2教学评价(8分)

●督导评教*

3

取校级教学督导对二级学院教师评价的加权平均分,计算方法:

①教学质量监控处提供相关材料。

②以教学质量监控通报发布的数据为依据。

●同行评教

1

取二级学院同行评教比例,计算方法:

以各二级学院在规定时间内报送的同行评教材料为准。

●学生评教

2

取学生对二级学院教师网上评教的加权平均分, 计算方法:

①教学质量监控处提供相关材料。

②含本科学生对二级学院各类教师的评价分数。

2

取学生网上评教参与人次数比率,计算方法:

2.3教学竞赛(2.5分)

●教学竞赛获奖

2.5

在岗在编教师获得省级及以上教学名师、省级青年教师教学能手、参加省级教学竞赛获得一等奖等荣誉称号。

在岗在编教师在校级教学竞赛中获奖、获得优秀教学质量奖,在省级教学竞赛获得优秀奖等。

①教务处提供相关材料。

②在岗在编教师参加省级教学竞赛获得奖励(不含优秀奖)的,评为B等。

 

 

(续)

一级指标

二级指标

观测点

满分

等级标准

评价方法

A

C

3.教学建设(16分)

3.1教学基本文件建设(2.5分)

●教学基本文件

2.5

专业人才培养方案、教学大纲(或课程标准)、考试大纲、学期开课计划等教学基本文件齐全,格式规范。

专业人才培养方案、教学大纲(或课程标准)、考试大纲、学期开课计划等教学基本文件基本齐全、格式欠规范。

以教务处认定为主,兼顾教学质量监处抽查结果。

3.2专业建设(3分)

●专业建设成效*

3

有省级及以上优势品牌专业(含一流专业、重点专业、特色专业或综合改革试点专业等)立项,或在建项目年度检查合格。

或:专业认证申请被受理的或在专业认证有效期内。

校级优势品牌专业、新设专业建设进展顺利,年度检查合格的。

或:省级及以上优势品牌专业年度检查基本合格的。

或:达到专业类国家标准。

①由教务处提供相关材料。

②凡出现一个专业为D等的,定为D等;没有出现D等的,以学院各专业的最高等级为准。

③校级优势品牌专业、新设专业年度检查、验收评估基本合格的,评为D等。

④当年正式递交了专业认证申请的,评为B等。

⑤专业综合评价:以省教育厅公布的等级评定等级。

3.3课程建设(分)

●课程建设成效

3

①必修课程自有教师开出率100%,实际开出的专业选修课程学分数达到规定选修的学分数。

②有校级及以上优质课程(含精品课程、视频课程、微课等)立项,或已有优质课程建设成效显著(含出版自编教材、开发网络教学资源丰富、优质教学资源实现共享等)。

③广泛应用多媒体辅助教学[4],有一定数量自行研制开发的多媒体课件,获得校级及以上多媒体教学课件奖励,教学效果好。

①必修课程自有教师开出率80%90%,实际开出的专业选修课程学分数达到规定选修的学分数的80%90%

②近3年有校级及以上优质课程立项。

③部分课程应用多媒体辅助教学,教学效果较好。

①教务处提供相关材料。

②优质课程未通过年度检查或评估验收的,评为D等。

 

(续)

一级指标

二级指标

观测点

满分

等级标准

评价方法

A

C

3.教学建设(续)(16分)

3.4教材建设(2.5分)

●教材建设成效

2.5

①选用近5年省部级及以上规划教材、统编教材以及获奖教材比例≥50%

②近3年有1本及以上主编、公开出版或再版的省部级以上规划教材或有2本及以上主编、公开出版或再版的教材或有1本及以上教材获省部级以上奖励。

①选用近5年省部级及以上规划教材、统编教材以及获奖教材比例为30%40%

②近3年有1本及以上参编、公开出版或再版的教材。

由教务处提供相关材料。

3.5实践教   学基本建设   (2.5)

●实践教学基地

2.5

①实习实训基地数量充足,能满足学生实习实训需要,学生在实习基地实习的比例达到100%

②有省级及以上实践教学基地(含实验室)立项或年度检查合格。

①有实习实训基地,能基本满足学生实习实训需要,学生在实习基地实习的比例达到70%-80%

②有校级实践教学基地(含实验室)立项。

①教务处提供相关材料。

②评价专家到二级学院查阅相关材料,并根据需要进行现场考察。

③实践教学基地(含实验室)未通过评估验收或年度检查的,评为D等。

3.6教师队伍建设(2.5)

●教师队伍建设

2.5

①教师队伍建设有规划,措施得力,成效显著。

②重视青年教师培养,有合理可行的青年教师培养制度和措施(如青年教师导师制等),实施效果好。

③当年新增省级青年骨干教师培养对象或省级及以上教学团队、省级及以上教师荣誉(含优秀教师、121人选、芙蓉学者等)。

①有教师队伍建设规划。

②比较重视青年教师培养,有青年教师培养制度和措施(如青年教师导师制等)。

③组织教师积极申报青年骨干教师培养对象或教学团队。

①由人事处提供材料或到二级学院查阅相关材料。

②满足C等要求且有校级青年骨干教师或教学团队的,评为B等。

③有省级、校级青年骨干教师培养对象未通过验收的,评为D等。

④凡有教师被给予警告及以上处分的,评为D等。

 

 

(续)

一级指标

二级指标

观测点

满分

等级标准

评价方法