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Projectile Motion
Concepts
• To illustrate the relationships among concepts
  involved in projectile motion and energy
  transformation, particularly:
  – How Kinetic Energy is transformed into Potential
    Energy and vice versa
  – Mass, Initial Velocity and Firing Angle’s effects on
    Range and Displacement
  – How velocity and acceleration change through
    time
  – How energy is conserved and transformed
Frame 1: User inputs
1. firing angle, la
2. initial velocity, v0
3. Mass, m

Press GO
Frame 2: When GO is pressed,
Ball (with the dotted lines) follow
the projectile, showing these
variables:
1. Height
2. Range, d
3. Acceleration
4. Velocity
5. Bar Graphs
hang




h




           d
t




    vf


    a
vf


a = 9.8
Target falls
when the red
 ball touches
any part of it.
Stop button to stop
 everything so that the user
can see all the variables at a
         given time
Reset button
 when clicked
goes to frame 1,
 where t=0 sec.

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Storyboard: Projectile Motion

  • 2. Concepts • To illustrate the relationships among concepts involved in projectile motion and energy transformation, particularly: – How Kinetic Energy is transformed into Potential Energy and vice versa – Mass, Initial Velocity and Firing Angle’s effects on Range and Displacement – How velocity and acceleration change through time – How energy is conserved and transformed
  • 3. Frame 1: User inputs 1. firing angle, la 2. initial velocity, v0 3. Mass, m Press GO
  • 4.
  • 5. Frame 2: When GO is pressed, Ball (with the dotted lines) follow the projectile, showing these variables: 1. Height 2. Range, d 3. Acceleration 4. Velocity 5. Bar Graphs
  • 6. hang h d
  • 7. t vf a
  • 9. Target falls when the red ball touches any part of it.
  • 10. Stop button to stop everything so that the user can see all the variables at a given time
  • 11. Reset button when clicked goes to frame 1, where t=0 sec.

Editor's Notes

  1. FRAME 1stop();var v0:Number;varla:Number;var m:Number;//pwedeng decimals and negative numbersLatext.restrict=“-.0-9”V0text.restrict=“-.0-9”Mtext.restrict=“-.0-9”go.addEventListener(MouseEvent.CLICK, asdjlfa);function asdjlfa(e:MouseEvent):void { v0 = Number(v0text.text); la = Number(latext.text); m = Number(mtext.text);gotoAndPlay(2);}
  2. FRAME 2stop();var vy0:Number;var vx0:Number;var h:Number;varhang:Number;var d:Numbercalculate();reset.addEventListener(MouseEvent.CLICK, recalculate);function calculate():void { vy0 = Math.sin((3.14159265358979323 * la) / 180) * v0; vx0 = Math.cos((3.14159265358979323 * la) / 180) * v0; hang = vy0 / 4.9; d = vx0 * hang; h = (vy0 * vy0) / 19.6;httext.text = String(hang);dtext.text = String(d);thtext.text = String(h); v0text.text = String(v0);latext.text = String(la);mtext.text = String(m);}function recalculate(e:MouseEvent):void { v0 = Number(v0text.text); la = Number(latext.text); m = Number(mtext.text); calculate();};
  3. FRAME 2 pa rinI copied a script from the internet (see attached fla file) but it basically shows how it goesThe velocity should change as the ball moves with equation: vf = math.sqrt((vx0*vx0)+(vy0*vy0-at)), where vx0 and vy0 equations in slide 4The acceleration is actually constant as the ball moves: a = 9.8 m/s^2 langlahat until it touches the groundThe script in ay1.fla contains vxo and vyo. We need to compute this to get vf but there is no need to show it in the interface. Direchona to vf.
  4. FRAME 2 pa rin: BAR GRAPHSKinetic energy = ke = m*9.8*h (no need to show number, just translate to bar graph)Potential energy = pe = 0.5*m*vf*vf (no need to show number, just translate to bar graph)(please see flash file addition tutorial, I tried it but I don’t know how to get rid of the numbers)Dissipated energy = animation lang, pataasnangpataas until ball reaches the ground