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NASA KC-135 Flight Georgia Tech Aerospace Engineering October 18, 2001 Dynamic Behavior of Surface Tension in Microgravity

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NASA KC-135 Flight. Georgia Tech Aerospace Engineering October 18, 2001. Dynamic Behavior of Surface Tension in Microgravity. NASA’s Reduced Gravity Student Flight Opportunities (RSGFO) Program College and high school students submit scientific experiment proposals - PowerPoint PPT Presentation

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Page 1: NASA KC-135 Flight

NASA KC-135 Flight

Georgia Tech Aerospace Engineering

October 18, 2001

Dynamic Behavior of Surface Tension in Microgravity

Page 2: NASA KC-135 Flight

What is the KC-135?

• NASA’s Reduced Gravity Student Flight Opportunities (RSGFO) Program– College and high school students submit scientific

experiment proposals

– If selected, fly experiment aboard KC-135

• KC-135 Weightless Wonder– a.k.a the “Vomit Comet”

– Flies in parabolas to simulate weightlessness

– Used primarily for astronaut training

Page 3: NASA KC-135 Flight

Our Experiment

Dynamic Behavior of Surface Tension

in Microgravity• Basic idea

– View the dynamic motion of liquids of varying surface tension in zero-g

• Objectives– Determine the frequency at which liquids oscillate

– Determine a dampening effect

Page 4: NASA KC-135 Flight

Experimental Setup

• Liquids usedWater, water and soap, milk,

olive oil, and Jello

• Liquid deploymentPopped balloons with needles

• Liquid ContainmentHoused in a sealed container

with access by gloves

Page 5: NASA KC-135 Flight

Pre-Flight• Test Readiness Review• Lectures

• Chamber RideTaken to simulated altitude of 25,000 ft to experience

hypoxia

• Tours of NASA

Page 6: NASA KC-135 Flight

Flight Day 1• Flyers

– Robbie Coffman

– Daniel Uhlig

• Tested – Balloon size

• Found – Large balloons popped

the best

Page 7: NASA KC-135 Flight

Flight Day 2• Flyers

– Courtney Spells

– Alisa Hawkins

• Tested – Liquids of different surface

tension

Page 8: NASA KC-135 Flight

Plane Motion

Variables:

a – acceleration t – time

v – velocity g – gravity

y – position

Equations of Motion:a = -g∫ a dt = - ∫ g dt∫ a dt = - g ∫ dt

v = - gt + Vo

∫ v dt = - g ∫ (t + Vo)dt

y = -gt2/2 + Vo t + yo

What shape must the plane’s trajectory be in order to match the acceleration of gravity?