E02 Energy Lab Master Report

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Rochester Community Technical College *

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1118

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Physics

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Dec 6, 2023

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docx

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10

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E02 Energy Lab Report Student’s Name, Teacher’s Name, Class Name, Date
P URPOSE (10 PTS ) Go to: Energy Skate Park: Basics Lab . You will use this to investigate how gravitational potential energy and kinetic energy are related to one another and learn more about the conservation of energy. The purpose is to: a. Calculate gravitational potential energy, kinetic energy, and total energy. b. Compare & contrast energy conservation with and without friction. c. Graphically analyze data to identify trends in energy conservation. Play around with the simulation in INTRO MODE and answer the following questions. If you do outside research, make sure to list your sources at the end of the report. Yes, any video you watch should be cited as well as lecture material. 1. What tools are available to you in the simulator and what do they measure or do? Explain for each why it might be useful to have. Grid - useful to see where on the graph is this line(ramp/track that the girl moves on) plotted, and this info could help with calculations Reference Height - You can move it around to see what kind of energy is being used/available(Kinetic, Potential Thermal) . If the girl is not moving but is on the track and you adjust the height, then there is a mix of all 3 energy depending on what you have for the friction gravity, and mass(if path is selected). If the girl is moving on the ground, on flat surface, then the thermal energy is at its max, but no kinetic or potential energy. Play around with friction, gravity, and mass- When stay on track is selected. mass, some friction, smallest amount of gravity gives all 3 energy when the girl is on the track. Mass, no friction, smallest amount gravity gives very small amounts of kinetic and potential when the girl is moving on the track. No friction, and smallest amount of gravity and mass gives barely any kinetic and potential energy when the girl is on the track. Maximum amount of gravity and mass, and no friction gives a lot of kinetic and potential energy(almost full for both). Maximum amount for friction, gravity, and mass gives all 3 energy, with Potential being at its highest when the girl is on the track and then once she begins, the Kinetic energy goes to the max and the gradually decreases to 0, while Potential energy gradually decreases(goes from max to 0), and Thermal energy goes from 0 to maximum. I can go on and on; there are so many possibilities and trials to do, but these are some. Basically, the friction, gravity, and mass measures the Kinetic, Thermal and Potential Energy, along with the height. The kind of track - Along with all the other factors and different possibilities listed for bullet points 2 and 3, depending on the track, that will determine which types of energy show and how much of each Check marking Pie Chart - It is a legend for what each color sybmolizes/refers; which energy does each color correspond to Check marking Speed - You can see what the speed of the girl is Girl - You can move her around to see her speed, and which types of energy + how much of each energy. You can put her to the sky and drop her, and you can put her on the track so she will move. Sliding her across the track and ground is possible but results aren’t necessarily correct. Slow motion or normal - Which pace you want the simulation to run at Skater - Which one will you use(8 options) 2. How does changing the mass of the skater affect the skater’s motion? How does changing gravity affect the skater’s motion? How does changing the friction of the ramp affect the
skater’s motion? I already answered this in question 1 for gravity, mass, and friction in my explanation of what each is and is useful for 3. What is the law of conservation of energy? How might this relate to this simulation? The law of conservation of energy says that energy is neither created nor destroyed. It also says that when humans use energy, it doesn’t disappear, but rather changes from one form to another. 4. How do we calculate gravitational potential energy? How do we calculate kinetic energy? Calculate both for a 50kg skater moving 5 m/s at a height of 5 m. Gravitational Potential Energy = mgh, where g is the constant for Earth’s gravity, and h is height. Calculation for this case: 50kg*5m*9.8m/s^2 = 2450 Kinetic Energy = ½ m v^2, with v being velocity, and m being mass Calculation for this case: 25 kg *25m/s = 625 V ARIABLES (4 PTS ) List which is the Independent and which is the Dependent variable in this lab. List control variables. Remember that controls are anything we want to keep consistent throughout trials. Read this short article , for a quick recap of the difference between independent and dependent variables. Independent Variable(s): modes, mass, slow motion/normal Dependent Variable(s): Kinetic energy, potential energy, total energy, height, time, velocity Control Variable(s): The skater used(though there are 8 options, you need to pick one for that you’ll use for the whole trial; can’t change skaters midway), and what ramp is used H YPOTHESIS (4 PTS ) What hypothesis (prediction) do you have regarding how friction affects the transfer of energy from gravitational potential energy to kinetic energy? Why(reference purpose questions)? (Hint: You can use the “If…Then..because” format.) The higher up the skater is, the greater the potential energy and the smaller the kinetic energy, so I believe that the kinetic and potential energy will be opposite. M ATERIALS (2 PTS ) List the materials that would be used in this experiment if it were happening in real life.
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PhET's Energy Skate Park: Basics Lab https://phet.colorado.edu/sims/html/energy-skate- park/latest/energy-skate-park_en.html P ROCEDURE (6 PTS ) Read through this generic procedure and answer the following procedure questions. Then, complete the experiment. PART 1: No Friction 1. Select the “intro” mode. Check Speed and Stick to Track in top right corner. Check Grid and Reference Height in bottom left corner. Click “+” for Energy Bars at top left. Do not move the gravity slider. Choose one of the three up and down ramps to use for all trials. Choose a mass and skater to use for all trials. Set up will look something like below. The three ramp options are circled. 2. Drag out the timer and click play on the timer (not the big play button at bottom). Place the skater on the top left of the ramp. 3. Collect data by using the play button at the button to start and stop the skater at different times and points on the ramp and fill in the 12 parts of the no friction table below. PART 2: With Friction 1. Move the friction slider to your chosen friction setting. Keep all other settings the same as Part 1. 2. Complete and fill in the part 2 table using the same procedure as Part 1. Procedure Questions: 1. When completing experiments, it’s very important to keep all other variables other than IV and DV constant. Below state what ramp you plan to use of the three options given (cannot use L ramp), what mass you will use for your skater, what skater, and what level of friction for part 2. Include a screenshot of your settings below to easily replicate.
2. In order to quantitatively calculate GPE and KE we need to know the height of the skater and velocity of the skater for multiple times. How will you collect this data in order to fill out the 12 slots of the data tables below for each part? From your investigation in the purpose, what might be some issues that arise in data collection? How can we mitigate these? D ATA O BSERVATIONS (20 PTS ) Record the data or information gathered while doing the experiment in the following table. Include screenshots of your experiment below. Table 1: Without Friction Time(s) Height(m) Speed(m/s) Gravitational Potential Energy (J) Kinetic Energy(J) Total Energy(J) 0.86 4 6 784 360 1144 1.17 2 9 392 810 1201 1.55 0 11 0 1210 1210 1.97 2 9 392 810 1202 2.29 4 6 784 360 1144 3.10 6 0 1176 0 1176 3.79 4 6 784 360 1144 4.19 2 9 392 810 1202 4.56 0 11 0 1210 1210 4.92 2 9 392 810 1202
5.28 4 6 784 360 1144 6.10 6 0 1176 0 1176 6.97 4 6 784 360 1144 7.37 2 9 392 810 1202 7.69 0 11 0 1210 1210 8.14 2 9 392 810 1202 8.44 4 6 784 360 1144 9.17 6 0 1176 0 1176 10.0 4 4 6 784 360 1144 10.4 1 2 9 392 810 1202 10.8 0 0 11 0 1210 1210 Screenshot of Part 1 in Progress : Table 2: With Friction Time(s) Height(m) Speed(m/s) Gravitational Potential Energy (J) Kinetic Energy(J) Total Energy(J) 0.86 4 6 784 360 1144 1.17 2 9 392 810 902 1.55 0 10 0 1000 1000 1.97 2 7 392 490 882
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2.29 4 4 784 160 944 3.30 4 3 784 90 874 3.90 2 7 392 490 882 4.54 0 9 0 810 810 5.02 2 5 392 250 642 6.58 2 5 392 250 642 7.04 0 8 0 640 640 7.84 2 2 392 40 432 8.73 2 3 392 90 482 9.53 0 6 0 360 360 10.26 2 0 392 0 392 11.13 1 4 196 160 356 11.54 0 6 0 360 360 12.05 1 3 196 90 286 12.96 1 3 196 90 286 13.46 0 5 0 250 250 14.28 1 1 196 10 206 Screenshot of Part 2:
R ESULTS (25 PTS ) 1. a) Show how you calculated the gravitational potential energy, kinetic energy, and total energy for one of your trials. 2. Create a separate graph for Part 1 and Part 2 with time on the x-axis and energy on the y-axis. Plot each type of energy from your data tables (using a different color for each, and choosing the connect the dot line graph option) on the same graph. Be sure to title the graphs. Look at my screenshots; numbers on right side(written from top to bottom) is energy in Joules while numbers on the bottom(left to right) is time in seconds CONCLUSION (20 PTS ) 1. Was your hypothesis supported or refuted? Use your data to justify your answer. Yes my hypothesis was supported because, as seen in my bar graphs, the kinetic and potential energy were always opposite each no matter where they were. Which one was high and which was low may have been different each situation, but they were always opposite each other; in the lower areas/the lower the skater went, there was more kinetic than potential energy, while in the higher areas/the higher the skater went, it was opposite with the potential energy being more and kinetic energy being less 2. What energy transfers did you see in Part 1? Based on your data from Part 1, is energy conserved? Explain. I saw both GPE and KE. Yes energy is conserved, and I know because the total energy remains same, meaning equal to GPE and KE energy added together. 3. What energy transfers did you see in Part 2? Based on your data from Part 2, is energy conserved? Explain. I saw both GPE and KE. Yes energy is conserved, and I know because the total energy remains same, meaning equal to GPE and KE energy added together.
4. Describe the trend you see in energy transfers as illustrated by the graphs. GPE starts at the bottom and then goes up down up down, while KE starts at the top, and goes down up down up. This goes for both graphs 5. Compare GPE for your initial height to your total energy at the beginning. How do they compare? How should they compare? Why? ?? 6. How would your energy calculations change if the mass of the skater increased? What about if gravity decreased? Explain your answer quantitatively and qualitatively. When the skater's mass increased, he had higher kinetic and potential energy while going up and down the ramp. His overall level of energy also rose. Increases in kinetic and potential energy accompany increases in mass. If the gravity is decreased, then the objects would feel lighter and it is easier to move lighter objects, which means it will take less energy to move the object, so the total energy will decrease. FUTURE RECOMMENDATIONS (8 PTS ) 1. What would be two examples of error in this lab and are they systematic or random? Why? A human error would be that there are only a few different totals for energy; even though the times are different, the energy totals are same for certain ones(in 20 trials, there are groups of time with the same totals for energy). This can be said within each measurement section, not just for total energy. A human error would be the fact that in each thing needed to measure(every column has a topic)(Kinetic energy, height, gravitational potential energy, etc.), the values for that section in each trial repeat; many trials have the same values and some there is the same value twice in a row/one trial after the other 2. How would an experiment like the one above help you in designing a fun but safe skate park for kids? Describe some of the elements and materials you might use and why in your response. I would follow the same procedure but since it is kids, this actually happening, so I have to use physical materials not an online sim. I would use the knowledge and results I got from this lab to design it.
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WORKS CITED (3 PTS ) Place your citations below for any research done for this experiment. Make sure to put them in APA format. Check out this resource for APA citations as well as a works cited creator. I didn’t use any cites