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Conservation of Energy Through the LoopDLoop into Projectile

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Data Collection. Velocity at the top and bottom of the loop: ... v was found by using the photo gate. Energy after the loop but before projectile motion: ... – PowerPoint PPT presentation

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Title: Conservation of Energy Through the LoopDLoop into Projectile


1
Conservation of Energy Through the Loop-D-Loop
into Projectile
  • By Eric Lum, Matt Ryan, and Tim Carroll

2
The Apparatus
3
The Walkthrough
  • We will be dropping a car from the top of the
    ramp.
  • It will then travel through the loop-d-loop and
    finally undergo projectile motion.
  • We will be doing.
  • Computation centripetal force at the top of the
    loop.
  • Proving conservation of energy throughout the
    experiment.
  • The horizontal displacement of the car during
    projectile motion.

4
Data Collection
  • Velocity at the top and bottom of the loop
  • Take photogate reading as the car passes through
    each point.
  • Initial Velocity before projectile motion
  • Calculate using the conservation of energy
    equation.
  • Height of track
  • Find by adding the measurements of the height of
    track off the table with the height of the table

5
Equations
  • Energy Before
  • PEi mghapparatus height of table
  • PEi ____
  • Energy at the top of loop
  • EnergyKEtop of loop PEtop of loop PEi
  • E1/2mv2 mghloop height of table PEi
    _______
  • v was found by using the photo gate
  • Energy after the loop but before projectile
    motion
  • Energy KEon flat track after loop PEon flat
    track after loop 1/2mv2of car mghof table
    _______
  • V was found by using the photo gate
  • Centripetal Force at top of loop
  • Fcmacm(v2/r)
  • Horizontal Displacement
  • Kinematic Vix ?X/t

6
Data
7
Data w/ Substitutions
  • Energy Before
  • PEi (.035 kg)(9.8 m/s/s)(1.5 m)
  • PEi .51 J
  • Energy at the top of loop
  • Energy (1/2)(.035 kg)(2 m/s)2 (.035 kg)(9.8
    m/s/s) (1.15 m) .46 J
  • Energy after the loop but before projectile
    motion
  • Energy (1/2)(.035 kg)(2.65 m/s)2 (.035 kg)(9.8
    m/s/s)(.92 m) .44 J
  • Centripetal Force at top of loop
  • Fcmac (.035 kg)(2 m/s)2 / (.115 m) 1.2 n
  • Horizontal Displacement
  • Kinematic 2.65 m/s ?X/(.32 sec)
  • ?X .848 m

8
Results
  • Energy Before .51 J
  • Energy At Top Of Loop .46 J
  • Energy After .44 J
  • Centripetal Force 1.2 n
  • Horizontal Displacement .848 m

9
Sources Of Error
  • Friction
  • Measuring
  • Estimations
  • Rounding
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