Wind resistance on an airsoft BB

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SUMMARY

The discussion focuses on calculating the effect of wind resistance on a 0.2 gram airsoft BB, specifically using the drag coefficient and other relevant parameters. The drag coefficient for a spherical BB is confirmed to be 0.47, and the air density is set at 1.204 kg/m³. The user aims to create a chart plotting distance versus instantaneous velocity, starting from an initial velocity of 125 m/s. Key formulas and resources, including the drag equation and drag coefficient references, are provided for accurate calculations.

PREREQUISITES
  • Understanding of drag coefficient and its application in physics
  • Familiarity with the drag equation for calculating wind resistance
  • Basic knowledge of air density and its impact on projectile motion
  • Ability to create charts for data visualization
NEXT STEPS
  • Research the drag equation and its components for better understanding
  • Learn how to calculate instantaneous velocity using distance and time
  • Explore methods for visualizing data in charts, particularly in physics contexts
  • Investigate the effects of different air densities on projectile motion
USEFUL FOR

This discussion is beneficial for airsoft enthusiasts, physics students, and anyone interested in understanding the dynamics of projectile motion and wind resistance in spherical objects.

chip92us
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Hey, I have a question pertaining to the effect of wind resistance on a 0.2 gram plastic, spherical airsoft bb over a given distance. I know it has something to do with drag coefficient, and I’ve been having a little trouble calculating it myself, so I would really appreciate any ideas and/or help.

I would like to construct a chart of distance (m) vs. instantaneous velocity (m/s). Distance will be in increments of 5m, starting at 0. Similar to these charts, but with a different initial velocity and distance as the independent variable instead of time:

http://www.swatairsoft.eu/37.html

Here’s some data:

Mass of bb: 0.0002 kg
Initial velocity of bb: 125 m/s (410 fps)

Since the bb is a sphere, it would have a drag coefficient of 0.47, correct? (neglecting any spin).

An air density value is also required: I was thinking of using 1.204 kg/m^3 (density of air at 20 degrees celsius).

If needed, the cross-sectional area of a bb is 0.0000281 m (5.98mm diameter).

If any more information is needed to make it more accurate, please let me know. Anyone know how to go about doing this?
 
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