Calculating Properties of a Bottle Rocket

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SUMMARY

This discussion focuses on calculating the physical properties of a bottle rocket, specifically one constructed from a 2-liter bottle filled with water and pressurized for launch. Key calculations include determining initial velocity (V_i) using the equation 0 = V_i * t - 0.5*g*t^2, which allows for momentum calculation by multiplying V_i by the rocket's mass. The discussion emphasizes the complexity of thrust calculations due to decreasing pressure and changing mass as water is expelled, necessitating the use of coupled differential equations and computer simulations for accurate modeling. Resources such as NASA's self-guided courses and interactive simulations are recommended for further exploration.

PREREQUISITES
  • Understanding of basic physics concepts such as velocity, momentum, and thrust
  • Familiarity with differential equations and their applications in physics
  • Knowledge of pressure dynamics in fluid systems
  • Experience with computer simulations for modeling physical systems
NEXT STEPS
  • Explore NASA's self-guided course on water rockets for foundational principles
  • Learn about coupled differential equations and their application in fluid dynamics
  • Research "water rocket equations" for more technical insights and simulations
  • Utilize interactive simulations from NASA to experiment with different rocket parameters
USEFUL FOR

This discussion is beneficial for physics students, educators, hobbyists interested in rocketry, and anyone seeking to understand the dynamics of water rockets and their design principles.

Loismustdie
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I was wondering if there was anyway for me to calculate pressure, velocity, momentum and more on a bottle rocket made by filling a 2 liter bottle full of water and pressurized and launched. If anyone could give me a link or explain it to me that would be very much appreciated.
 
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Lets assume that the rocket reaches max speed in the first second and slows down after that. So if you shoot the rocket and mesure the time it takes to get to the ground then you can calculate the initial time using:
0 = V_i * t - 0.5*g*t^2
after finding V_i multiply by the mass of the rocket to get the momentum at the launch time.
 
You can calculate the initial thrust at liftoff since you know the initial air pressure and area of the nozzle. Things get more complicated right away, because the pressure drops as water is expelled and the air volume expands, so the thrust begins to drop. The thrust is lifting lighter load as this happens, so the whole system is described by a set of coupled differential equations. The most accurate solution requires computer simulation.

There's a lot you can do without equations; here's one example
http://www.ast.leeds.ac.uk/~knapp/rockets/"

NASA has a complete self-guided course on water rockets that gives you principles, has you answer questions to help you understand, and includes animations along the way.
http://exploration.grc.nasa.gov/education/rocket/BottleRocket/index.htm"
You'll know a lot about operation and design of bottle rockets if you "Start Your Journey" and take courses 101-103.

Do a Google search on "water rocket equations" to find more technical discussions and simulations.

NASA's has a fairly advanced one that includes interactive simulations where you enter parameters for your rocket
http://exploration.grc.nasa.gov/education/rocket/rktbot.html"
and continue through the relevant equations by clicking on "Water Rocket--Next" on the bottom of each page.


Have fun!
 
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