rockets vs. the campanile

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Rockets vs. The Campanile Rocket Science and Physics

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Rockets vs. The Campanile. Rocket Science and Physics. Background and Hypothesis. Functions of rocketry were developed through many years of trial and error Hypothesis: - PowerPoint PPT Presentation

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Page 1: Rockets vs. The Campanile

Rockets vs. The Campanile

Rocket Science and Physics

Page 2: Rockets vs. The Campanile

Background and HypothesisFunctions of rocketry were developed

through many years of trial and error

Hypothesis:

If we make a rocket that will fly higher than the Campanile, then the rocket’s center of mass will have to be located higher than the center of pressure.

Page 3: Rockets vs. The Campanile

What makes rockets fly?Thrust: Solid or liquid combustion must travel

straight down for rocket to fly straight up. This applies Newton’s Third Law of Motion

Newton’s Third Law of Motion: For every action, there is an equal and opposite reaction

Page 4: Rockets vs. The Campanile

What makes rockets fly?Newton’s Second Law of Motion also applies

to rocketry

Newton’s Second Law of Motion: F=ma (Force=mass*acceleration)

In rockets, propellants make up to 90% of a rocket. In flight propellant is lost (m), so that acceleration increases(a)

Page 5: Rockets vs. The Campanile

What makes rockets fly?Flight Control:

Fins help stabilize rockets during flight, giving them direction. 3s and 4s (symmetrically separated) are most effective. 5 is too much drag.

Rocket Launcher:

Gives rocket initial direction and

thrust

Page 6: Rockets vs. The Campanile

MethodThe rocket launcher was built using following materials:

Wood Corner BraceMending Plate with

screwsGalv FLR Flange Rubber stopperMIP Hex Nipple (brassHigh pressure air hoseDowelCast Female Pipe Tee

(brass)

Hook and Loop Cable Tie

Barb Splicer 

Rubber Bands

Pan head metal screws

Drill

Bicycle pump

Launch string

Page 7: Rockets vs. The Campanile

Steps for Launcher  

Screw flange into wooden base

Attach each brass nipple to each end of the tee

Insert pressure air hose so that it goes through each end of the tee 

Insert barb splicer into hole

Drill and stand wood block to base (use braces to sustain)

Drill wooden block on opposite end

Insert rod in wooden block

Attach clamps (should tighten bottleneck)

Wrap rubber bands on back end of the clamps

Wrap hook and cable tie to other end of clamps (after bottle is inserted)

Tie launch string to cable 

Connect hose to a pump 

Page 8: Rockets vs. The Campanile

Materials for Rockets2-Liter empty

plastic bottleCardboardHot Glue GunTapeScissors Clay Water

Page 9: Rockets vs. The Campanile

Steps for Rocket1) Cut out and tape cone to bottom end of

bottle

2) Cut out and attach (use hot glue gun) fins into upper end of the bottle

3) (Ran “string test” to test stability and direction of rocket)

Page 10: Rockets vs. The Campanile

Running the ExperimentThese were the steps taken in running our

experiment:Place rocket launcher right in front of Berkeley

CampanileFill up rocket with different amounts of waterInsert Rocket into rocket launcherInsert different quantities of pressureDetach string from hook and cable tieRecord (very roughly) how high each rocket went

(based purely on eyesight)

Page 11: Rockets vs. The Campanile

ResultsRocket Launch#1:

Volume: 70% total mass of bottle

Pressure: 50 psi

Height: 4th Window of the Campanile

Page 12: Rockets vs. The Campanile

ResultsRocket Launch #2:Volume: 75% total mass of bottlePressure: 80 psiHeight: Clock

Page 13: Rockets vs. The Campanile

ResultsRocket Launch #3:

Volume: 75% total mass of bottle

Pressure: 90

Height: TOP OF THE TOWER!!!!!!

Page 14: Rockets vs. The Campanile

ResultsRocket Launch #4:Volume: 65% total mass of bottle Pressure: 90Height: HIGHER THAN THE TOWER!!!!!!

Page 15: Rockets vs. The Campanile

AnalysisBecause our (Juan and Luis’) rocket had its

center of mass more obviously located above the center of pressure than the other rocket, our experiment supports the notion that this rocket setup is best.

Page 16: Rockets vs. The Campanile

Conclusion A rocket whose center of mass is higher

than the center of pressure is more likely  to fly higher than one that is very roughly positioned equally or in which the center of pressure is located higher than the center of mass.

Page 17: Rockets vs. The Campanile

And the winner is…