CASE STUDY Teaching Nature of Science Through Scientific Models: The Geocentric vs. Heliocentric Cosmology By Matthew Price and Michael Rogers I n the nonmajor science classroom, case studies—when used as learning tools—should help students build the necessary framework for us to help them build an understanding of the nature of science. For most students, the nonmajor science course (in our case, Astronomy 101) may well be the last time that they interact with science in a formal learning setting. In their 1998 study, Abd-ElKhalick, Bell, and Lederman found that many teachers believe that they are teaching nature of science through activities when they are mostly concentrating on the content and little on the processes that led to our understanding of the content. As Ryder, Leach, and Driver (1999) noted, nature of science consists of understanding many different facets of science. For example, the nature of science also includes scientific practices such as peer review, mutual criticism, or grant writing and science–society interactions to including the historical, ethical, and economic dimensions of science (National Science Teachers Association, 2000; American Association for the Advancement of Science, 2009). Knowledge of the methods and concepts used by scientists are often elements of science instruction, yet they are rarely treated as an integrated process by which scientific knowledge is developed, used, and modified. Therefore students in the college classroom have epistemic frameworks that do not reflect 58 Journal of College Science Teaching the underlying nature of scientific knowledge (Abd-El-Khalick, 2004). The study by Abd-El-Khalick (2004) indicated that students think that science itself progresses in an enumerated scientific method, with each step needing to be done before continuing to the next step. Often in the introductory science courses with laboratory exercises, this is the way that students are instructed, so their framework is supported by the instruction. At Ithaca College, we’ve been conducting a National Science Foundation–funded project (DUE#0536246) that examines methods of helping students understand the nature of science and build an appropriate epistemological framework. We have explicit discussions about the nature of science with the students and the “values and beliefs inherent to scientific knowledge” (Lederman, 2004) to include science–society interactions. The connection between the process and the products of science are discussed directly and embedded in examples and activities. This framework is based on the work by Lederman (2004), in which he introduces the seven aspects of the nature of science: that science (a) is tentative, (b) is empirically based, (c) is subjective, (d) involves imagination and creativity, (e) is socially and culturally embedded, (f) treats observation and inference differently, and (g) has theories and laws that are different but contain similarities. Lederman (2004) also advocated for using the term nature of science instead of the nature of science because no consensus presently exists on a single definition for the nature of science. We have found the discussion of and activities concerning the construction of scientific models particularly effective in helping students understand the nature of science. We share here the first of many model building exercises. The first is a mock debate-style introduction to applying current evidence to building a scientific model. Most introductory astronomy textbooks begin with a review of ancient Greek astronomy, often starting with Aristotle and a brief nod to the Babylonians. Our students have likely learned about the Sun-centered (heliocentric) universe in middle or high school. Engaging students in a debate between an Earth-centered (geocentric) universe and a Suncentered (heliocentric) universe can help them better understand why the Greek’s geocentric model matched observations of the time. The model building To present a consistent approach to building scientific models we use the same algorithm with different topics such that early on in the semester, students can begin to think about our approach. The algorithm is: Introduce the concept: The students read about the topic prior to FIGURE 1 When introducing the concepts of the nature of science and how one builds a model, we have found success in discussing directly with students the frameworks from Ryder et al. (1999) and Lederman (2004). The students are given the definitions and some examples of each of the seven aspects of science given PHOTO COURTESY OF THE AUTHOR attending a class period where thinkpair-share (Lyman, 1987; Mazur, 1997) questions about the concept are punctuated by mini-lectures when needed. This may be a list of observations needing to be explained, a set of definitions that will need to be used, or other important aspects of the concept such that the students create an advanced organizer for the rest of the instruction. Group discussions of the historical alternatives: Most successful modern scientific models have had one or more competing models that were shown to be less robust as more evidence was gathered. The Geocentric and Heliocentric cosmologies are prime examples of this idea. This discussion can take from 15 minutes to an entire class period. Group discussions of scientific decision making: Discuss why we discarded the alternate and kept the original model, modified the original model, or discarded the original model in favor of the alternate model. In the case presented here, the evidence that the Greeks had at the time was not compelling enough to abandon the Earth-centered universe. Move forward through time: Minilecture on how technology and society can create new experimental opportunities that can help revisit the model such that it can become a more complete explanation of the physical world, and an explicit discussion of the nature of science elements. Students participating in an inquiry lab in the performance-based physics classroom at Ithaca College. This room has 11 tables that seat 9 students. We use the organization of the tables to create working groups for the Helio-Geo centric universe discussion. by Lederman (2004), with some additions from Sagan (1995). That all ideas obeying our scientific principles are equally valuable at the beginning of the model-building process is stressed throughout the course. As evidence is accumulated, those ideas with no evidence must be discarded for now and only those ideas with evidence remain. As students build their evidence-based models and present them to the class, the instructor acts as a facilitator who points out that the students, and scientists, may have two strong ideas at some point where the evidence seems to support both models. Through the use of Occam’s razor and student polling, the class tries to reach consensus in choosing the explanation that is the simplest. To set the stage for the rest of this discussion, we need to describe the classroom where this instruction takes place. The classroom that our introductory astronomy course takes place in is based on the SCALE-UP classroom developed by Beichner (2006). Figure 1 shows the layout of this room. The room has eleven twometer-diameter tables located about a media/teaching console. Each table is equipped with three laptop computers for students to record data, write reports, or watch media demonstrations. There are nine chairs at each table, allowing groups of three to work together. The tables are set such that the entire table can also engage in a conversation while working on large group assignments. In this classroom arrangement, the instructor is able to assign projects or tasks to the class and progress from table to table during the work. Demonstrations that are normally done by the professor at the front of the lecture hall can be turned into table-top experiments for the students. The intent for this classroom orientation is to create a student-centered environment and actively engage the students in the class. The structure of our classroom allows us to have 99 students in an active learning environment where we Vol. 46, No. 2, 2016 59 CASE STUDY can move easily from lecture to activity, and from individual student work, to group work, to entire table work (Kregenow, Rogers, & Price, 2011). To prepare for the Geo-Helio activity, students respond to think-pair-share questions or statements that act as an advanced organizer. These statements and questions ask the students to commit to some understanding of the way that science uses evidence to build its models and how and what those models might be. Examples follow: • Scientific models are always true and accurate representations of the real physical world. • Models that are incorrect will be immediately abandoned. • The Earth-centered model of the universe is wrong and cannot be used to gain any knowledge of the universe. • Given the observational evidence that we have so far in class we would describe the universe as: ○ Sun-centered ○ Earth-centered ○ Both ○ Neither The last question is based on an observational description of the night sky that has taken place for the previous two class meetings. While the students are working on the questions, a classroom helper (an undergraduate teaching assistant in our classroom) hands out 10 prepared index cards (one per table) with 5 of one color for the Geocentric tables and 5 of another color for the Heliocentric tables. Note that during this particular activity, we have students arrange themselves so that an even number of tables are occupied. A short lecture sets the stage for the model-building activity and acts as a transition from the think-pair-share activity: 60 Journal of College Science Teaching We are in Greece approximately 2,000 years ago. We do not have any technology or findings available to us that would not be available to the Greeks. This means that all of our evidence can only be collected with our eyes. Five of the tables are believers in the Geocentric cosmology and five are believers in the Heliocentric cosmology. The students are told to read their card. Each card contains a statement and the argument that might be made for that statement. The students are instructed to think of an experiment or experiments that might be conducted to gain evidence in favor of the argument on their index card. While the students are listing possible experiments, we alert them to the fact that we have rigged the system a bit. We tell the students that we’ve picked certain arguments and evidence, while ignoring others. This was done to simplify a rather complex scientific debate to allow the class to focus more on model building. The cards that are handed to the tables are: • Describe your model: Talk about your cosmology and what that means for the motions that we see the stars make in the sky. • The Moon problem: Both groups agree that the Moon orbits the Earth or we wouldn’t have Moon phases. How come the Moon is not left behind by the Earth if the Earth is moving? • The Parallax problem: We don’t measure stellar parallax with the naked-eye. We would expect to see stellar parallax if the Earth moved. • Motion problem 1: For the Sun to rise and set, the Earth should spin. How come we do not feel that motion, experience a great wind opposite the direction of the motion, or we do not see the birds left behind when they are no longer sitting on the ground? • Motion problem 2: To see Seasons, the Earth should orbit the Sun faster than the Stars. How come we do not feel that motion, experience a great wind opposite the direction of the motion, or see the birds left behind when they are no longer sitting on the ground? The students spend approximately 20 minutes generating experiments to support their argument. While the students are working, the instructor and teaching assistant move throughout the room listening, prompting, and answering questions. It is important that the instructors don’t fall into giving mini-lectures at each table, but rather serve as a guide to the activity. While the students are developing an argument from their cosmology that could possibly be tested, it becomes clear to the Heliocentric tables that their task is daunting. They begin to realize that the rules of the activity do not give them any of the physics or technology available that would make it possible to do experiments in support of their model. The Geocentric tables, however, have an easy time by mostly saying “go outside and look for yourself.” After the students at the tables have identified their experiments, a representative for each table is elected and each table reports their findings. After the representative delivers the argument (normally no more than one minute) the instructor asks the questions, “Does this argument fit the observations that we can make?” (The answer is either yes or no.) “Can we accomplish the proposed experi- ment?” Through this questioning the students are reminded that we are in Greece approximately 2,000 years ago and the Geocentric cosmology is the accepted model, and the Heliocentric cosmology is the alternate model. After all of the tables have presented, we look at a tally for each argument. We notice that there are some good arguments for the Heliocentric cosmology, but they are not strong enough at this time to abandon our currently working Geocentric cosmology. We Greeks will accept the geocentric cosmology. This introduces a good point to discuss with the students —the tentative nature of science. Our Geocentric cosmology is not complete, and the Heliocentric cosmology has some merit. If the evidence were more complete, we Greeks would agree that the Heliocentric cosmology is the better model. The activity concludes with a discussion of a model that explains a phenomenon but may not correctly explain the underlying nature of the phenomenon. This discussion uses the Geocentric model and reviews the numerous predictions this model correctly makes, but yet the underlying premise that the Sun revolves around the Earth is completely wrong. A model of what is truly happening may take many centuries to develop, and you might come back to one of the models that we had earlier put to the side. In the case of the Geocentric cosmology, it took the observations of Galileo to show that each of the Geocentric arguments could be proven false. Yet to this day when we first teach students to look at the night sky, we do so from a Geocentric perspective. This exercise is indeed a straw man set up on our part. We believe that the students are told conflicting ideas about the early astronomers in an unconvincing way. When many texts bring up the discussion about the dawn of scientific thinking, students will read that the Greeks gave us our ideas for thinking scientifically, but that they got their cosmology wrong. A question in the texts may by on the order of, “How could the Greeks get their cosmology so wrong?” The purpose in the text is to lead into the discussion of the lack of technology. That it was really the dawn of better observations that led us away from Aristotle’s and Ptolemy’s cosmologies. However, Aristarchus, Philolaus, and other contemporaries of Aristotle offered heliocentric points of view. I try to show with this straw man approach that it is not out of the realm of rhetorical argument that Aristotle could argue the preponderance of evidence for his cosmology over that of Aristarchus. Yet later in the semester, as we move into the discoveries of Brahe and Kepler, the work by Copernicus, and the work by Galileo, we note that there is a technological advance. But we remind the students that as astronomers we also assume a geocentric point of view when we make measurements. This indicates that even when previous models are shown to be false, we don’t abandon them completely, and that now it is common for the term geocentric or heliocentric to indicate a coordinate system for the student. Data were taken during the Spring and Fall semesters in 2009. Students were given the following question during an exam period: In no more than two sentences explain why the Greek scientists would accept the Earth-centered universe over the Sun-centered universe. Do not talk about the different specific arguments, just talk about what would make the scientific Greeks choose a model that does not explain what is really happening. The exam question was graded on a 20-point scale by one of us teaching the course. The exam took place two weeks after instruction. In spring 2009, the average score for the exam question was 16/20, with 50% of the class scoring at 18 or better and 20% scoring below 10/20. In fall 2009, the average score for the students was 17/20, with 60% of the class scoring 18 or better and 10% scoring below 10/20. When we looked at the responses for those scores of 18 or better we found common phrases; “they didn’t have the technology” and “the observation fit Sun-centered better.” Our common theme of how to pick between competing models revolves around which model better explains the observations and what would a scientist need to make a measurement that might refute the current accepted model. Students that scored lower than 10/20 did not use these phrases and commonly said “it looks like the Sun is moving and we are sitting still,” without discussing why this observation would be important. Discussion The nonmajor science course is an opportunity for instructors to help students interact with the process and products of science for, what is likely, the last formal time to do so. Using case studies to show students how scientific models are built may help students gain a deeper understanding of how and why we choose one idea over another. Our project is conducting pre/posttesting using the Views on the Nature of Science instrument (Lederman, Abd-El-Khalick, Bell, & Schwartz, 2002) and selective interviews based on the Student Understanding of Science and Vol. 46, No. 2, 2016 61 CASE STUDY Scientific Inquiry instrument (Liang et al., 2006) to better understand how our efforts are helping students form a better understanding of the nature of science (Kregenow, Rogers, & Constas, 2010). Both of these instruments are showing shifts from novice thinking to more sophisticated views of the nature of science. However, these shifts in understanding are not as strong as we expected. We are currently looking at possible limits to the measurement instruments, while also examining each of Lederman’s seven aspects of the nature of science to see if certain items are more resistant to change. Our measurement instruments have shown that discussions of the difference and similarities between theories and laws to be particularly problematic. We suspect that these two words have such a wide variety of colloquial uses that their scientific meaning (even among scientists) may be lost. We are particularly interested in the hierarchical perspective to theory and law (e.g., over time theories eventually become laws) that leads to statements such as “XYZ is just a theory and not a fact.” The National Science Teachers Association’s (2000) position piece on the nature of science and the Next Generation Science Standards (NGSS Lead States, 2013) both put forward clear definitions of theory and law and dispel the hierarchical nature that theories are eventually promoted to laws. Seeing as how some of the students in our Astronomy 101 course will go on to be childhood and adolescence educators, we think it important to keep working on this issue. In contrast, our students generally leave our course having a more sophisticated understanding that culture and society have an impact on the nature of science. ■ 62 Journal of College Science Teaching References Abd-El-Khalick, F. (2004). Over and over again: College students’ views on the nature of science. In L. B. Flick and N. G. Lederman (Eds.), Scientific inquiry and nature of science: Implications for teaching, learning, and teacher education (pp. 389–425). Dordrecht, The Netherlands: Kluwer Academic. Abd-El-Khalick, F., Bell, R. L., & Lederman, N. G. (1998). The nature of science and instructional practice: Making the unnatural natural. Science Education, 82, 417–436. American Association for the Advancement of Science. (2009). Project 2061: Revised benchmarks for teaching of the nature of science. Retrieved from http://www. project2061.org/publications/bsl/ online/index.php?chapter=1 Beichner, R. J. (2006). Instructional technology research and development in a U.S. physics education group. European Journal of Engineering Education 31, 383–393. Kregenow, J., Rogers, M., & Constas, M., (2010). Multidimensional education research: Managing multiple data streams, Astronomy Education Review, 9(1), 010104. Kregenow, J., Rogers, M., & Price, M. (2011). Is there a “back” of the room when the teacher is in the middle? Journal of College Science Teaching, 40(6), 45–51. Lederman, N. G. (2004). Syntax of nature of science within inquiry and science instruction. In L. B. Flick and N. G. Lederman (Eds.), Scientific inquiry and nature of science: Implications for teaching, learning, and teacher education (pp. 301–317). Dordrecht, The Netherlands: Kluwer Academic. Lederman, N. G., Abd-El-Khalick, F., Bell, R. L., & Schwartz, R. (2002). Views of nature of science questionnaire: Toward valid and meaningful assessment of learner’s conceptions of nature of science. Journal of Research in Science Teaching, 39(6), 497–521. Liang, L. L., Chen, S., Chen, X., Kaya, O.N., Adams, A.D., Macklin, M., & Ebenezer, J. (2006, April). Student understanding of science and scientific inquiry: Revision and further validation of an assessment instrument. Paper presented at the annual conference of the National Association for Research in Science Teaching (NARST), San Francisco, CA. Lyman, F. (1987). Think-pair-share. Unpublished manuscript, University of Maryland. Mazur, E. (1997). Peer instruction: A user’s manual. Upper Saddle River, NJ: Prentice-Hall. National Science Teachers Association. (2000). The nature of science—A position statement of NSTA. Retrieved from http://www.nsta.org/ about/positions/natureofscience.aspx NGSS Lead States. (2013). Next generation science standards: For states, by states. Washington, DC: National Research Council. Retrieved from www.nextgenscience.org/nextgeneration-science-standards Ryder, J., Leach, J., & Driver, R. (1999). Undergraduate science students’ images of science. Journal of Research in Science Teaching, 36, 201–219. Sagan, C. (1995). The fine art of baloney detection. In C. Sagan, The demonhaunted world: Science as a candle in the dark (pp. 201–218). New York, NY: Random House. Matthew Price ([email protected]) is an assistant professor and Michael Rogers ([email protected]) is a professor, both in the Department of Physics and Astronomy at Ithaca College, Ithaca, New York. Reproduced with permission of the copyright owner. Further reproduction prohibited without permission.
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