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TE Activity: Making a Liquid Xylophone Contributed by: Electrical and Computer Engineering Department, Drexel University GK-12 Program
Learning Objectives (Return to Contents) After this activity, students should be able to:
Materials List (Return to Contents) Each group needs:
For the entire class to share:
Introduction/Motivation (Return to Contents) How many of you have ever played a xylophone? How does it work? (Answer: Each long narrow strip of metal or wood is a key. Depending on how long the pieces are, they create sounds that are high or low in pitch.) How do you think engineers knew how long to make the keys? As a critical part of the design process, these engineers would have researched the physics of sound and investigated how metal or wooden pieces create different sounds.
Today, you will be the engineers designing new instruments. Instead of tapping on xylophone keys, we will be tapping beakers filled with different liquids. To get different notes, we cannot change the size of the beakers. Instead, we will get different notes by changing the type of liquid we put in the beakers! How is the liquid in the beaker related to the pitch it will make? We'll soon find out! Vocabulary/Definitions (Return to Contents)
Procedure (Return to Contents) Background Students may wonder why the pitch changes with different liquids. The explanation requires a bit of physics background. A closed tube produces a series of harmonic frequencies when an excitation source occurs at the closed end. The frequencies heard are based on the physical dimensions of the tube and the medium through which the sound travels. The first frequency in the harmonic series is called the fundamental frequency or pitch. These frequencies are heard because they resonate, which means that the waves have an antinode (wave crest) at the open end of the tube. The antinodes of these frequencies occur at one-fourth the wavelength.
Therefore, we can calculate the wavelength of the sound produced using the formula: wavelength = 4 × length of tube. The frequency of the sound can be found using the equation frequency = speed of sound ÷ wavelength, where the speed of sound in air is 343 meters per second, and the wavelength is the value found in the first equation. In this experiment, the wavelength of sound is constant. Since the frequency of the sound changes with each liquid, this must mean that the speed of the sound has changed. In general, sound travels more quickly through materials that are denser. This is because sound waves are simply vibrations, and it is easier to transmit these vibrations through dense objects, which have more tightly-packed molecules. The four test liquids rank from least dense to most dense in the following order (with general density estimates in parentheses): vegetable oil (0.894 g/ml), water (1 g/ml), maple syrup (1.32 g/ml) and ketchup (1.4 g/ml). Before the Activity
With the Students
Attachments (Return to Contents) Safety Issues (Return to Contents)
Troubleshooting Tips (Return to Contents) While the different liquids produce different pitches, some are similar in pitch due to the small contrast in density. Thus, it is critical to take care with following set-up variables before performing the experiment, as they can affect the differentiation of pitches for different beakers containing the same substance: height of the beakers, accuracy of measuring the correct amount of each substance, deformities in the beakers, and/or having substances on the sides of the beakers. The primary factor of concern is the height of the beakers; they all MUST be exactly the same height. Before students arrive in class, tap each set of four beakers to make sure each produces the correct relative high-to-low pitch results. Investigating Questions (Return to Contents)
Assessment (Return to Contents) Pre-Activity Assessment Discussion/Brainstorming: As a class, have students engage in open discussion. Solicit, integrate and summarize student responses. Remind students that in brainstorming, no idea or suggestion is "silly." All ideas should be respectfully heard. This is one way that engineers come up with amazing ideas. Take an uncritical position, encourage wild ideas and discourage criticism of ideas. Have them raise their hands to respond. Record their ideas on the board. Ask the students:
Investigation Question: On the worksheet, have students write down an investigation question that will help them with their design problem. (In general, we're investigating the relationship between the pitch produced from a substance and the density of the substance.) Activity Embedded Assessment Worksheet: Have students fill out the worksheet as they proceed with the activity. Review their answers to gauge their understanding of the subject. Post-Activity Assessment Poster: Have each team create a poster that illustrates and describes their design for a musical instrument. The instrument should in some way use what they have learned in today's investigation, but it can also include additional features. Analysis/Discussion: After the liquids have finished settling, have students finish the worksheet and compare their final results to their investigation question. Have each group share their results by drawing their density charts on the board. Tell the students what the true results should have been and discuss factors that could cause inaccuracies in the observations (such as beaker imperfections, inaccuracies in the amount of substance in each beaker, students focusing on the amplitude or loudness rather than pitch, etc.). Activity Extensions (Return to Contents) For homework, extra credit or during free time, have students experiment with other liquid substances. Have a set of solids that students can experiment with to see if they find the same relationship between density and pitch. Have students build the instruments they designed as part of their musical instrument posters. Have students explore some of the tools that real acoustics engineers use and brainstorm possible scenarios in which they could use these instruments. To start, browse the Acoustics Engineering website: http://www.acoustics-engineering.com/ Activity Scaling (Return to Contents)
Contributors Travis M. DollCopyright © 2008 by Drexel University GK-12 Program. Drexel University GK-12 program, Engineering as a Contextual Vehicle for Science and Mathematics Education, supported in part by National Science Foundation Award No. DGE-0538476.Supporting Program (Return to Contents) Electrical and Computer Engineering Department, Drexel University GK-12 ProgramLast Modified: May 12, 2010
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