Search

The abstract nature of quantum mechanics makes it difficult to visualize. This is one of the reasons it is taught in the language of mathematics. Without an opportunity to directly observe or interact with quantum phenomena, students struggle to develop conceptual understandings of its theories and formulas. In this paper we present the process of designing a digital game that supplements introductory quantum mechanics curricula. We present our design process anchored on three key challenges: 1) drawing upon students' past experiences and knowledge of classical mechanics while at the same time helping them break free of it to understand the unique qualities and characteristics of quantum mechanics; 2) creating an environment that is accurate in its depiction of the mathematical formulations of quantum mechanics while also playful and engaging for students; and 3) developing characters that are relatable to players but also do not reinforce gender stereotypes. Our design process can serve as a useful resource for educational game designers by providing a model for addressing these challenges.

In this paper, I ask: 'Can digital games support the learning of scientific inquiry as a situated practice? If so, how?' To approach this question, I draw upon feminist, STS, and pragmatist scholarship to develop a framework that can be used to analyze how a learning environment has been designed to teach scientific inquiry, as well as how it can be redesigned to teach inquiry more like a situated practice. To demonstrate the utility of the framework, I employed it as part of a case study to analyze the game "The Mystery of Taiga River." Based on this, I recommend general directions for the design of digital games to support the learning of inquiry as a situated practice using the framework.

Quantum mechanics (QMs) is a foundational subject in many science and engineering fields. It is difficult to teach, however, as it requires a fundamental revision of the assumptions and laws of classical physics and probability. Furthermore, introductory QM courses and texts predominantly focus on the mathematical formulations of the subject and lay less emphasis on its conceptual understanding. Consequently, students struggle to build robust mental models of the concepts. This paper posits that games can provide an effective platform for an experiential and conceptual understanding of introductory QM. Games are particularly suitable for demonstrating QM characteristics because their repetitive nature is conducive to demonstrating probability concepts that form a core part of QM. Games can also immerse students in an engaging environment that motivates them to learn. This paper presents the design and evaluation of a digital game for learning introductory QM concepts. The evaluation of the game indicates an improvement in students' conceptual understanding of probability. Students also reported an increase in comfort level with key concepts taught in the game.