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2022 Physics Education Research Conference Proceedings最新文献

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Introducing the Departmental Action Leadership Institute and its preliminary outcomes 介绍部门行动领导学院及其初步成果
Pub Date : 2022-09-22 DOI: 10.1119/perc.2022.pr.corbo
J. Corbo, D. Craig, Robert P. Dalka, C. Turpen
,
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引用次数: 2
Assessing the efficacy of a new online game and simulation to teach electric fields 评估一个新的在线游戏和模拟教学电场的效果
Pub Date : 2022-09-22 DOI: 10.1119/perc.2022.pr.mburu
Ted Mburu, Liana Rodelli, Colleen Countryman
,
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引用次数: 0
Introducing political disability identity as a framework for studying disability in physics 引入政治残障认同作为残障物理研究的框架
Pub Date : 2022-09-22 DOI: 10.1119/perc.2022.pr.mcdermott
Liam G. E. McDermott
physics identity,
物理身份,
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引用次数: 0
Analyzing Multiple-Choice-Multiple-Response Items Using Item Response Theory 运用项目反应理论分析多项选择-多项反应项目
Pub Date : 2022-09-22 DOI: 10.1119/perc.2022.pr.smith
Trevor I. Smith, Philip Eaton, Suzanne White Brahmia, Alexis Olsho, Charlotte Zimmerman, A. Boudreaux
Multiple-choice-multiple-response (MCMR) items allow students to select as many responses as they think are correct to a given question stem. Using MCMR items can provide researchers and instructors with a richer and more complete picture of what students do and do not understand about a particular topic. Interpreting students’ MCMR responses is more nuanced than it is for single-response items. Unfortunately, many typical analyses of data from multiple-choice tests assume dichotomously-scored items, which eliminates the possibility of incorporating the rich information from students’ response patterns to MCMR items. We present a novel methodology for using a combination of item response theory models to analyze data from MCMR items. These methods could be applied to inform scoring models that incorporate partial credit for various response patterns.
多项选择-多项回答(MCMR)项目允许学生在给定的问题中选择他们认为正确的答案。使用MCMR项目可以为研究人员和教师提供一个更丰富、更完整的画面,了解学生对特定主题的理解和不理解。解读学生的MCMR回答要比解读单题更细致。不幸的是,许多对多项选择题数据的典型分析都假设了二分得分的题目,这就排除了从学生对MCMR题目的反应模式中获取丰富信息的可能性。我们提出了一种新的方法,使用项目反应理论模型的组合来分析MCMR项目的数据。这些方法可以应用于通知评分模型,其中包括各种反应模式的部分信用。
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引用次数: 1
Insights into Student Metacognition from Reflective Writing in an Introductory Studio Physics Course 从物理入门课的反思性写作洞察学生的元认知
Pub Date : 2022-09-22 DOI: 10.1119/perc.2022.pr.pressler
P. Pressler, A. Anderson, Katherine Humphreys, M. Swartz, W. Lane
,
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引用次数: 0
Impact of mathematical reasoning on students� understanding of quantum optics 数学推理对学生理解量子光学的影响
Pub Date : 2022-09-22 DOI: 10.1119/perc.2022.pr.justice
Paul Justice, E. Marshman, Chandralekha Singh
We report on an investigation in which we compare the conceptual performance of upper-level undergraduates and graduate students, who worked on two different validated Quantum Interactive Learning Tutorials (QuILTs). One of the QuILTs incorporates mathematical reasoning while focusing on helping students develop a good conceptual understanding of quantum optics using a Mach-Zehnder Interferometer with single photons and polarizers. Performance of students who engaged with this “hybrid” (integrated conceptual and quantitative) QuILT is compared with those who engaged with a conceptual QuILT focusing on the same topics without quantitative tools. We find that the posttest performance on conceptual questions of physics graduate students who engaged with the hybrid QuILT was generally better than those who engaged with the conceptual QuILT. For undergraduate students, the results were mixed.
我们报告了一项调查,我们比较了高年级本科生和研究生的概念表现,他们学习了两种不同的量子互动学习教程(QuILTs)。其中一个QuILTs结合了数学推理,同时侧重于帮助学生利用单光子和偏振镜的马赫-曾德干涉仪培养对量子光学的良好概念理解。使用这种“混合”(综合概念和定量)被子的学生的表现与那些使用没有定量工具的专注于相同主题的概念被子的学生的表现进行比较。我们发现,使用混合拼布的物理研究生在概念问题上的后测表现普遍优于使用概念拼布的物理研究生。对于本科生来说,结果好坏参半。
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引用次数: 0
Finding Derivatives from an Equipotential Graph 求等势图的导数
Pub Date : 2022-09-22 DOI: 10.1119/perc.2022.pr.emigh
Paul J. Emigh, C. Manogue
We examine how upper-division physics students find derivatives from an equipotential graph in an individual interview setting. We focus specifically on identifying the different kinds of behavior that students engage in when finding a derivative from an equipotential graph, and also on the representational elements that students use or introduce during their work. We find that the students were able to find the derivative successfully using a ratio-of-small-changes approach. Students engaged in behavior like sketching straight lines or arrows on the given graph as a way to choose points for calculating a ratio and to keep one variable constant for the derivative. We also saw students make sense of the equipotential graph and reinterpret the derivative they found using those representations using two other graphical representations: cross-sections and three-dimensional plastic surfaces. We find these results encouraging because the students had studied equipotential graphs and derivatives as ratios-of-small-changes as part of their junior-level electrostatics, suggesting that such a course is effective at helping students develop representational fluency for working with multivariable derivatives.
我们研究了高年级物理学生如何在个人面试中找到等势图的导数。我们特别关注学生在从等势图中求导数时所表现出的不同行为,以及学生在作业中使用或引入的表征元素。我们发现学生们能够使用小变化比方法成功地找到导数。学生们在给定的图形上画直线或箭头,以此来选择计算比率的点,并保持导数的一个变量不变。我们还看到学生们理解了等势图,并用另外两种图形表示重新解释了他们发现的导数:横截面和三维塑性表面。我们发现这些结果令人鼓舞,因为学生们已经将等势图和导数作为小变化的比率作为初级静电学的一部分进行了研究,这表明这样的课程有效地帮助学生培养处理多变量导数的流畅性。
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引用次数: 1
The Epic and the Tragedy: Narratives of a Disabled Physics Student 史诗与悲剧:一个残疾物理学生的叙述
Pub Date : 2022-09-22 DOI: 10.1119/perc.2022.pr.oleynik
Dan P. Oleynik, Erin M. Scanlon, Jacquelyn J. Chini
In this paper, we present a case study with a disabled physics student to draw attention to his experiences in the physics community, and the barriers and supports that he experienced as he advanced through his physics career. Using a methodology of narrative analysis, we identify themes and genres within the stories told by the participant. Narratives are often created to explain the unexpected and to solve a problem. In the physics community, disabled students find their “differences” (i.e., disability/impairments) are often positioned as unexpected and a problem to be solved. We use narrative analysis to humanize disabled physics students and to highlight their lived experiences of progressing through the physics community over their perceived deviation from the physics “norm.” From this, we create resources for physics mentors to increase their knowledge of disabled physics students’ experiences and how to support accessibility and inclusion in the physics community.
在本文中,我们提出了一个残疾物理学生的案例研究,以引起人们对他在物理社区的经历的关注,以及他在物理职业生涯中所经历的障碍和支持。使用叙事分析的方法,我们在参与者讲述的故事中确定主题和类型。叙述通常是用来解释意外事件和解决问题的。在物理社区,残疾学生发现他们的“差异”(即残疾/缺陷)经常被定位为意想不到的和需要解决的问题。我们使用叙事分析来人性化残疾物理学生,并突出他们在物理社区中进步的生活经历,而不是他们对物理“规范”的感知偏差。由此,我们为物理导师创造资源,以增加他们对残疾物理学生经历的了解,以及如何支持物理社区的可及性和包容性。
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引用次数: 1
Assessing physics quantitative literacy in algebra-based physics: lessons learned 在基于代数的物理中评估物理定量素养:经验教训
Pub Date : 2022-09-22 DOI: 10.1119/perc.2022.pr.zimmerman
Charlotte Zimmerman, Andrew McCarty, Suzanne White Brahmia, Alexis Olsho, M. De Cock, A. Boudreaux, Trevor I. Smith, Philip Eaton
Physics quantitative literacy (PQL)—applying familiar mathematics in novel ways in the context of physics— is ubiquitous across physics classrooms. The Physics Inventory for Quantitative Literacy, or PIQL, is a recently published reasoning inventory that can be used to assess PQL from calculus-based introductory physics through upper division courses (White Brahmia et al. 2021). There remains a need, however, for assessment of quantitative reasoning at the algebra-based level which includes not only algebra-based college courses but also pre-college physics courses. We present recent work adapting the PIQL to an algebra-based context towards developing the GERQN—the Generalized Equation-based Reasoning inventory for Quantities and Negativity. We report lessons learned from our efforts to adapt items from the calculus-based PIQL to the algebra-based GERQN, and provide examples of how items were revised to be within students proximal zone. We also report on our experience translating the GERQN into Flemish as part of a larger, on-going research project, and what we learned about language accessibility for native and non-native English speakers alike for developing assessment items, curricular materials, and when speaking with students.
物理定量素养(PQL)——在物理背景下以新颖的方式应用熟悉的数学——在物理教室中无处不在。《定量素养物理清单》(physical Inventory for Quantitative Literacy,简称PIQL)是最近发布的一份推理清单,可用于评估从基于微积分的入门物理到高年级课程的PQL (White Brahmia et al. 2021)。然而,仍然需要在基于代数的水平上评估定量推理,这不仅包括基于代数的大学课程,还包括大学预科物理课程。我们介绍了最近的工作,使PIQL适应基于代数的上下文,以开发gerqn -基于广义方程的数量和消极性推理清单。我们报告了将基于微积分的PIQL项目调整为基于代数的GERQN的经验教训,并提供了如何将项目修改为学生近端区域的例子。我们还报告了我们将GERQN翻译成佛兰德语的经验,这是一个更大的,正在进行的研究项目的一部分,以及我们在开发评估项目,课程材料以及与学生交谈时对母语和非母语英语人士的语言可访问性的了解。
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引用次数: 0
Reworking exam problems to incentivize improved performance in upper-division electrodynamics 修改考试题目以激励学生在高年级电动力学方面的表现
Pub Date : 2022-09-22 DOI: 10.1119/perc.2022.pr.mason
Andrew J. Mason, J. Colton
: A previous study showed that incentivizing students to correct mistakes on unit exam problems within an upper-division quantum mechanics course improved students’ problem-solving efforts on those same problems in a final exam environment, relative to a comparison group of students who were not incentivized. We attempt to replicate the quantitative portion of this study within a first-semester upper-division electromagnetism course, specifically examining students’ invoking correct concepts and applying those concepts correctly. A statistical comparison of students who accepted the offer to rework unit exam problems for partial credit, versus students who declined the offer, demonstrates a better improvement for students who chose to rework relative to students who declined. As the results suggested that unit exam performance might provide a covariate within the comparison of choice to rework between groups, the results were analyzed using ANCOVA; to understand the effect size, a pre-post normalized gain comparison was also made; statistical results were consistent across both measurements. Results additionally appear to show that incentivization works more specifically for invoking correct concepts on a primarily conceptual problem, and more specifically for applying concepts correctly on a primarily algorithmic problem. Future plans include a more complete analytical framework using think-aloud protocol interviews for students from the sample, as well as more statistical detail to determine the interaction between unit exam score and choice to rework problems.
先前的一项研究表明,在高年级量子力学课程中,鼓励学生纠正单元考试中的错误,与没有受到激励的学生相比,可以提高学生在期末考试中解决相同问题的能力。我们试图在第一学期的高年级电磁学课程中复制本研究的定量部分,特别是检查学生调用正确概念并正确应用这些概念的情况。接受返工单元考试问题以获得部分学分的学生与拒绝返工的学生的统计比较表明,选择返工的学生比拒绝返工的学生有更好的进步。由于结果表明,单元考试成绩可能在组间返工选择比较中提供协变量,因此使用ANCOVA对结果进行分析;为了了解效应大小,还进行了前后归一化增益比较;两种测量的统计结果是一致的。结果还表明,激励更具体地适用于在主要概念问题上调用正确的概念,更具体地适用于在主要算法问题上正确应用概念。未来的计划包括一个更完整的分析框架,使用对样本学生的有声思考协议访谈,以及更多的统计细节,以确定单元考试成绩和选择返工问题之间的相互作用。
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2022 Physics Education Research Conference Proceedings
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