2021-22 Unit Plan
Construction
Mission Statement
The Construction program educates, 培训和准备学生,以满足建筑行业的期望,获得技能和准备作为可持续建筑劳动力的一部分.
建筑技术项目也是进入建筑管理的跳板, Concrete Industry Management, and Engineering Programs at the CSU and UC level.
Program Description
建筑专业旨在帮助学生达到建筑行业工作的入门级要求. 课程有足够的广度,让学生追求职业生涯在各种建筑行业和行业雇用建筑工人. 课程可以通过以下任何一种方式安排:成绩证书课程:几乎所有的课程都与进入就业密切相关. 副学士学位课程:就业技能与通识教育相结合. 请注意,建筑项目是根据之前的建筑检测技术(BIT)项目修订的,因此目前只有有限的数据可用.
Student Learning/Administrative Unit Outcomes
学生们在远程教育中表现不佳,在CTE课程中也表现不佳.
Standards/Goals for Student Achievement (Instruction Departments)
![](data:image/png;base64,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)
Only one year of data available, it is obvious that the program needs to grow
![](data:image/png;base64,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)
我们有很多学生因为某种原因没有申请证书
![](data:image/png;base64,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)
Standards/Goals for Student Achievement (All Other Departments)
我们正专注于招聘和营销我们的项目和学院作为一个整体,以增加入学率.
Strategic Direction
我们正在努力招收更多样化的学生群体,以更好地代表大学和行业.
Program Review
建筑技术(CNST)以前存在于建筑检测技术(BIT)中,该技术于2012年终止. No subsequent program review for CNST has been performed. 为了建立这个项目,我们从形成的行业咨询中收集了大量数据.
Department Goals
Recruit, recruit, and recruit!
Future Development Strategies
Strategy 1 - Provide high-quality full-time faculty
保持高质量的全职教师队伍,并扩大项目以解决当地问题, regional, state, 以及国家对熟练建筑工人和建筑技术专业学生的需求.
Initiatives
- Enhancing a Culture of Completion and Goal Achievement
- Supporting Student, Faculty and Staff Success
- Maximizing Resources to Support Student Learning
Supporting Rationale
行业对具有建筑技术教学资格的个人的需求 高,所以在我们的服务领域,合格的副教职员工通常接近于零. 保持我们课程的高质量,并扩大我们的产品,以满足不断增长的行业需求, we must be able to offer tenure-track, full-time positions to qualified individuals.
Supporting Rationale Alignment
Supports the College's Strategic Direction and Priorities: No
Supports Program Review Recommendations: No
Supports Course level SLOs: No
Supports PLOs: No
Supports ILO - Think Critically: No
Supports ILO - Communicate Competently: No
Supports ILO - Engage Collaboratively: No
Supports ILO - Work Effectively: No
Supports Meeting Vision for Success Goal - Credentials: No
Supports Meeting Vision for Success Goal - Transfer: No
Supports Meeting Vision for Success Goal - Time to Degree: Yes
Supports Meeting Vision for Success Goal - Employment in field of Study: Yes
Supports Meeting Vision for Success Goal - Reducing Equity Gaps: No
Strategy 2 - Build a pool of qualified associate faculty
Identify potential associate faculty from local industry and CSU, Chico and work to bring these individuals into our associate faculty pool.
Initiatives
- Enhancing a Culture of Completion and Goal Achievement
- Supporting Student, Faculty and Staff Success
- Maximizing Resources to Support Student Learning
- Enhancing a Culture of Equity and Inclusiveness
Supporting Rationale
Potential faculty are always at a premium so we must constantly 努力寻找合格的教师来推广建筑技术. 作为一个项目,建立我们的副教师队伍对我们的持续成功和长期健康至关重要.
Supporting Rationale Alignment
Supports the College's Strategic Direction and Priorities: No
Supports Program Review Recommendations: No
Supports Course level SLOs: Yes
Supports PLOs: Yes
Supports ILO - Think Critically: No
Supports ILO - Communicate Competently: No
Supports ILO - Engage Collaboratively: No
Supports ILO - Work Effectively: No
Supports Meeting Vision for Success Goal - Credentials: No
Supports Meeting Vision for Success Goal - Transfer: No
Supports Meeting Vision for Success Goal - Time to Degree: Yes
Supports Meeting Vision for Success Goal - Employment in field of Study: Yes
Supports Meeting Vision for Success Goal - Reducing Equity Gaps: No
Strategy 3 - Develop career and transfer pathways
Work to develop pathways with local high schools and programs such as ROP, and recruit and retain under-represented students in our programs.
Initiatives
- Enhancing a Culture of Completion and Goal Achievement
- Supporting Student, Faculty and Staff Success
- Using Data-Informed Processes for Continuous Improvement
- Enhancing a Culture of Equity and Inclusiveness
Supporting Rationale
To meet industry demand for professionals in our field we must 扩大我们的学生人数,包括更多代表性不足的群体,如女性. 我们项目中更大的多样性也将有助于使我们更有活力,改善学生大学经历的氛围和质量.
Supporting Rationale Alignment
Supports the College's Strategic Direction and Priorities: No
Supports Program Review Recommendations: No
Supports Course level SLOs: No
Supports PLOs: No
Supports ILO - Think Critically: No
Supports ILO - Communicate Competently: No
Supports ILO - Engage Collaboratively: No
Supports ILO - Work Effectively: No
Supports Meeting Vision for Success Goal - Credentials: No
Supports Meeting Vision for Success Goal - Transfer: No
Supports Meeting Vision for Success Goal - Time to Degree: No
Supports Meeting Vision for Success Goal - Employment in field of Study: No
Supports Meeting Vision for Success Goal - Reducing Equity Gaps: No
Strategy 4 - Provide Construction Technology Facilities and Resources
获得和利用设施,使学生能够接受行业标准的培训, to maximize their employment potential.
Initiatives
- Enhancing a Culture of Completion and Goal Achievement
- Supporting Student, Faculty and Staff Success
- Maximizing Resources to Support Student Learning
Supporting Rationale
We must have facilities to use for Construction Technology courses or we will be unable to prepare our students adequately for transfer or the workforce.
Supporting Rationale Alignment
Supports the College's Strategic Direction and Priorities: No
Supports Program Review Recommendations: Yes
Supports Course level SLOs: Yes
Supports PLOs: No
Supports ILO - Think Critically: No
Supports ILO - Communicate Competently: No
Supports ILO - Engage Collaboratively: No
Supports ILO - Work Effectively: No
Supports Meeting Vision for Success Goal - Credentials: No
Supports Meeting Vision for Success Goal - Transfer: No
Supports Meeting Vision for Success Goal - Time to Degree: No
Supports Meeting Vision for Success Goal - Employment in field of Study: No
Supports Meeting Vision for Success Goal - Reducing Equity Gaps: No
Strategy 5 - Provide professional development opportunities
确保可靠的资金支持我们的教师每年至少参加一次专业会议,以确保教师和项目的货币,并建立和维护行业联系,为我们的学生创造就业机会.
Initiatives
- Supporting Student, Faculty and Staff Success
Supporting Rationale
We must provide our faculty with opportunities for professional development in the latest technologies, 为了确保我们的课程保持相关性,我们的学生完成课程后进入行业所需的技能. 与行业专业人士面对面接触是我们为学生确定实习和工作机会的最佳途径之一.
Supporting Rationale Alignment
Supports the College's Strategic Direction and Priorities: No
Supports Program Review Recommendations: No
Supports Course level SLOs: Yes
Supports PLOs: No
Supports ILO - Think Critically: No
Supports ILO - Communicate Competently: No
Supports ILO - Engage Collaboratively: No
Supports ILO - Work Effectively: No
Supports Meeting Vision for Success Goal - Credentials: No
Supports Meeting Vision for Success Goal - Transfer: No
Supports Meeting Vision for Success Goal - Time to Degree: No
Supports Meeting Vision for Success Goal - Employment in field of Study: Yes
Supports Meeting Vision for Success Goal - Reducing Equity Gaps: No
Strategy 6 - Aquire tools and supplies to train students
有一些工具和材料是学生获得成功所必需的.
Initiatives
- Supporting Student, Faculty and Staff Success
Supporting Rationale
CTE教育可以有很高的前期成本来提供所需的工具和培训辅助.
Supporting Rationale Alignment
Supports the College's Strategic Direction and Priorities: No
Supports Program Review Recommendations: No
Supports Course level SLOs: No
Supports PLOs: Yes
Supports ILO - Think Critically: No
Supports ILO - Communicate Competently: No
Supports ILO - Engage Collaboratively: No
Supports ILO - Work Effectively: No
Supports Meeting Vision for Success Goal - Credentials: No
Supports Meeting Vision for Success Goal - Transfer: No
Supports Meeting Vision for Success Goal - Time to Degree: Yes
Supports Meeting Vision for Success Goal - Employment in field of Study: Yes
Supports Meeting Vision for Success Goal - Reducing Equity Gaps: No
Requested Non-Financial Resources
classroom space, computer lab space
Current Financial Resources
Perkins, Strong Workforce, and other grant funding sources
Augmentation Requests
Original Priority |
Program, Unit, Area |
Resource Type |
Account Number |
Object Code |
One Time Augment |
Ongoing Augment |
Description |
Supporting Rationale |
Potential Alternative Funding Sources |
Prioritization Criteria |
1 |
Construction Technology |
Personnel |
|
|
$13,581.00 |
$0.00 |
Return Ag Staff to 100% (farm manager, nusery technician, mechanics) |
在几年前的经济衰退期间,这些职位减少到不到100%, resulting in less hours worked. Since the cutbacks, 我们大多数项目的入学人数都有所增长,并增加了三个新项目, necessitates the need for more hours of support. Beyond a morale issue, 现在这是一个安全问题,因为设施和设备无法按照需要的方式进行维护! |
|
- Meeting Vision for Success Goals
- Addressing Program Review Recommendations
- Meeting student achievement goals (Vision for Success Goals)
|
2 |
Construction Technology |
Personnel |
|
|
$114,000.00 |
$0.00 |
一(1)名全职教师,负责解决CNST项目的需求,并提供绿色建筑和替代能源等新产品. |
CNST项目正在开发中,我们正在使用现有的FT和副教授来开发, schedule and provide instruction. 以我们目前的人员配备水平,我们将无法满足学生的需求,除非我们的教师超负荷工作. Additionally, 我们将无法扩大我们的产品,以满足行业对特定工艺技能能力发展的需求. |
|
- Meeting Vision for Success Goals
- Meeting enrollment targets
|
3 |
Construction Technology |
Operating Expenses |
|
|
$25,000.00 |
$0.00 |
Instruction expenses for operating a CNST Program |
Use of funds to support instruction of the program. CTE项目在教学过程中费用较高,耗材较多,在实验室中使用较多.
|
|
- Meeting Vision for Success Goals
- Meeting student achievement goals (Vision for Success Goals)
|
4 |
Construction Technology |
Personnel |
|
|
$82,307.00 |
$0.00 |
Hire an Administrative secretary III |
Our program requires a lot of secretarial support as it is new |
|
- Meeting Vision for Success Goals
- Addressing Program Review Recommendations
- Meeting student achievement goals (Vision for Success Goals)
|
5 |
Construction Technology |
Facilities |
|
|
$468,000.00 |
$0.00 |
为35-40名讲座学生和15-20名实验室学生增加足够的教学空间,在校内设施内或根据协议在校外增加 |
确保35-40名CNST学生在讲座和15-20名动手实验环境中需要适当的能源资源的工具和设备的设施资源. |
- Career and Technical Education - Perkins
|
- Meeting Vision for Success Goals
- Meeting student achievement goals (Vision for Success Goals)
|