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Title: Engineering Awareness at Design Challenge Exhibits
Awareness of a STEM discipline is a complex construct to operationalize; a learner’s awareness of a discipline is sometimes viewed through the lens of personal identity, use of relevant discourse, or knowledge of career pathways. This research proposes defining engineering awareness through a learner’s associations with engineering practices - fundamental processes involved in engineering such as identifying criteria and constraints, testing designs, diagnosing issues and assessing goal completion. In this study, a learner’s engineering awareness was determined by examining 1) their ability to name or identify the engineering-related practices and processes they used, 2) associating those practices and processes with engineering, and 3) reporting that those were practices and processes that engineers use. This research was conducted in a large science center in the Pacific Northwest and capitalizes on science center exhibits as unique family learning environments in the interest of promoting and strengthening family engagement and engineering learning. Participant selection focused on girls ages 9–14 and their families, ensuring the inclusion and influence of members of Latino communities (Spanish speaking and bilingual English/Spanish). Data were collected at three different design challenge exhibits. Engineering awareness was measured using three items on a visitor survey administered following a groups’ exhibit experience and through interview responses which were coded for mention of the words design, engineering and a list of associated practices. Participants were given the option of completing the survey and interview in English or Spanish. The study found that participants overwhelmingly reported that they were doing engineering at exhibits; however, in open-ended responses from the interview, most groups simply implied or named specific engineering design practices rather than use the term engineering. The words building, testing, and improving designs were reported more frequently than words such as defining a problem, making a plan, or completing a challenge. The type of responses about using engineering practices varied by type of exhibit which suggests that different exhibits might encourage respondents to engage in, or recognise that they are engaging in, some engineering design practices more than others. This work proposes an operational definition to measure learners’ awareness of engaging in engineering practices. This definition and the instruments and methods developed to measure awareness in this way are contributions to the larger conversations on this topic in the field. Findings from this study offer insights into how learners identify engineering-related practices and how they associate those practices with engineering. As part of a five-year, federally funded project, the result of this work informs the development of new design challenge exhibits, and the instruments and methods will be used in a second research study to explore how these new exhibits and the addition of staff facilitation impact visitor use and awareness of engineering practices.  more » « less
Award ID(s):
1811617
NSF-PAR ID:
10338669
Author(s) / Creator(s):
; ; ; ;
Date Published:
Journal Name:
2021 ASEE Annual Conference and Exposition
Format(s):
Medium: X
Sponsoring Org:
National Science Foundation
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  1. Background/Context:

    Computer programming is rarely accessible to K–12 students, especially for those from culturally and linguistically diverse backgrounds. Middle school age is a transitioning time when adolescents are more likely to make long-term decisions regarding their academic choices and interests. Having access to productive and positive knowledge and experiences in computer programming can grant them opportunities to realize their abilities and potential in this field.

    Purpose/Focus of Study:

    This study focuses on the exploration of the kind of relationship that bilingual Latinx students developed with themselves and computer programming and mathematics (CPM) practices through their participation in a CPM after-school program, first as students and then as cofacilitators teaching CPM practices to other middle school peers.

    Setting:

    An after-school program, Advancing Out-of-School Learning in Mathematics and Engineering (AOLME), was held at two middle schools located in rural and urban areas in the Southwest. It was designed to support an inclusive cultural environment that nurtured students’ opportunities to learn CPM practices through the inclusion of languages (Spanish and English), tasks, and participants congruent to students in the program. Students learned how to represent, design, and program digital images and videos using a sequence of 2D arrays of hexadecimal numbers with Python on a Raspberry Pi computer. The six bilingual cofacilitators attended Levels 1 and 2 as students and were offered the opportunity to participate as cofacilitators in the next implementation of Level 1.

    Research Design:

    This longitudinal case study focused on analyzing the experiences and shifts (if any) of students who participated as cofacilitators in AOLME. Their narratives were analyzed collectively, and our analysis describes the experiences of the cofacilitators as a single case study (with embedded units) of what it means to be a bilingual cofacilitator in AOLME. Data included individual exit interviews of the six cofacilitators and their focus groups (30–45 minutes each), an adapted 20-item CPM attitude 5-point Likert scale, and self-report from each of them. Results from attitude scales revealed cofacilitators’ greater initial and posterior connections to CPM practices. The self-reports on CPM included two number lines (0–10) for before and after AOLME for students to self-assess their liking and knowledge of CPM. The numbers were used as interview prompts to converse with students about experiences. The interview data were analyzed qualitatively and coded through a contrast-comparative process regarding students’ description of themselves, their experiences in the program, and their perception of and relationship toward CPM practices.

    Findings:

    Findings indicated that students had continued/increased motivation and confidence in CPM as they engaged in a journey as cofacilitators, described through two thematic categories: (a) shifting views by personally connecting to CPM, and (b) affirming CPM practices through teaching. The shift in connecting to CPM practices evolved as students argued that they found a new way of learning mathematics, in that they used mathematics as a tool to create videos and images that they programmed by using Python while making sense of the process bilingually (Spanish and English). This mathematics was viewed by students as high level, which in turned helped students gain self-confidence in CPM practices. Additionally, students affirmed their knowledge and confidence in CPM practices by teaching them to others, a process in which they had to mediate beyond the understanding of CPM practices. They came up with new ways of explaining CPM practices bilingually to their peers. In this new role, cofacilitators considered the topic and language, and promoted a communal support among the peers they worked with.

    Conclusions/Recommendations:

    Bilingual middle school students can not only program, but also teach bilingually and embrace new roles with nurturing support. Schools can promote new student roles, which can yield new goals and identities. There is a great need to redesign the school mathematics curriculum as a discipline that teenagers can use and connect with by creating and finding things they care about. In this way, school mathematics can support a closer “fit” with students’ identification with the world of mathematics. Cofacilitators learned more about CPM practices by teaching them, extending beyond what was given to them, and constructing new goals that were in line with a sophisticated knowledge and shifts in the practice. Assigned responsibility in a new role can strengthen students’ self-image, agency, and ways of relating to mathematics.

     
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