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Quantifying Refraction
Content Provider | TeachEngineering: STEM curriculum for K-12 |
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Author | Swartz, Caleb |
Copyright Year | 2014 |
Description | Students learn the relevant equations for refraction (index of refraction, Snell's law) and how to use them to predict the behavior of light waves in specified scenarios. After a brief review of the concept of refraction (as learned in the previous lesson), the equations along with their units and variable definitions, are introduced. Then students conduct the associated activity during which they practice using the equations in a problem set, examine data from a porous film like those used in biosensors, and apply the equations they learned to a hypothetical scenario involving biosensors. Students learn the relevant equations for refraction (index of refraction, Snell's law) and how to use them to predict the behavior of light waves in specified scenarios. After a brief review of the concept of refraction (as learned in the previous lesson), the equations along with their units and variable definitions, are introduced. Student groups work through a few example conceptual and mathematical problems and receive feedback on their work. Then students conduct the associated activity during which they practice using the equations in a problem set, examine data from a porous film like those used in biosensors, and apply the equations they learned to a hypothetical scenario involving biosensors. |
Language | English |
Access Restriction | Open |
Rights Holder | Regents of The University of Colorado Vanderbilt University |
Subject Keyword | Physical Science Physics Problem Solving Science and Technology Biosensor Refraction Biomedical Engineering Index of Refraction Biomedical Snell's Law |
Content Type | Text |
Time Required | PT30M |
Education Level | Class X Class XI Class XII |
Resource Type | Notes |
Subject | Physics Technical |