Coffee Filter Lab: Finding Air Resistance & Terminal Velocity

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SUMMARY

The forum discussion focuses on calculating air resistance and terminal velocity for coffee filters dropped from a height of 4.39 meters. The experiment recorded the mass and fall time for one to five filters, revealing that as mass increases, fall time decreases. To determine air resistance, users should apply Newton's second law, noting that air resistance equals the weight of the filters at terminal velocity. The formulas for drag, either Drag = kV or Drag = kV², are essential for analyzing the results and determining the nature of air resistance.

PREREQUISITES
  • Understanding of Newton's laws of motion, specifically Newton's second law.
  • Familiarity with the concepts of terminal velocity and drag force.
  • Basic knowledge of kinematics, including speed and acceleration calculations.
  • Experience with experimental data analysis and error analysis techniques.
NEXT STEPS
  • Research the application of Newton's second law in fluid dynamics.
  • Learn how to calculate terminal velocity for various objects.
  • Investigate the differences between linear and quadratic drag equations.
  • Explore methods for conducting error analysis in physics experiments.
USEFUL FOR

This discussion is beneficial for physics students, educators, and anyone conducting experiments related to air resistance and terminal velocity, particularly in educational settings.

Jonathen
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Homework Statement


We dropped coffee filters from 4.39 M recording the time it took for them to fall, and their masses as followed.
1 Filter- Mass= .86G, Time it took to hit the ground= 3.94s
2 Filters- Mass= 1.76g, Time it took to hit the ground= 3.25s
3 Filters- Mass= 2.72g, Time it took to hit the ground= 2.56s
4 Filters- Mass= 3.63g, Time it took to hit the ground= 2.06s
5 Filters- Mass= 4.56g, Time it took to hit the ground= 1.74s

I essentially need to find Air Resistance for all of the 5 tests, Constant of Air Resistance, Terminal velocity, and any other relevant variables, but am not sure what formulas to use as my teacher has not fully explained it to us or gave us the formulas, Thank You in advance.
 
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Essentially, the coffee filters, being light with relatively large surface areas exposed to the air, reach terminal velocity very quickly, so for all intent and purpose, you can assume in each case that the filter or filters move at constant speed throughout their fall, then explain this in your error analysis. So first calculate the speed in each case, then since the filters are moving at constant velocity, you can apply Newton's __??___ law to each case and note that the air resistance must be equal to __?___________ for that case. Then look up the formula for air resistance (Drag)...it is generally either Drag = kV or drag = kv^2, where k is a constant that is the same for all cases. Your lab results should determine whether the air resistance is linear or quadratic, that is, whether it is a function of v or v^2.
 

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