PHYSICS
PROJECTILE MOTION
OBJECTIVES
Students will be able to:
Define Projectile Motion
Distinguish between the different types of projectile
motion
Apply the concept to a toy car and measure its velocity
Describe the motion of a projectile by treating horizontal
and vertical components of its position and velocity.
Solve for position, velocity, or time when given initial
velocity and launch angle.
WHAT IS PROJECTILE MOTION?
FEATURES OF PROJECTILE MOTION?
2-D Motion
Parabolic Path
Affected by Gravity
Thrown into the Air
Determined by Initial Velocity
DEFINITION: PROJECTILE MOTION
Projectile motion refers to the 2-D motion of an object
that is given an initial velocity and projected into the air
at an angle.
The only force acting upon the object is gravity. It
follows a parabolic path determined by the effect of the
initial velocity and gravitational acceleration.
DEFINITION: PROJECTILE MOTION
Projectile motion refers to the 2-D motion of an object that
is given an initial velocity and projected into the air at an
angle.
The only force acting upon the object is gravity. It
follows a parabolic path determined by the effect of the
initial velocity and gravitational acceleration.
DEFINITIONS
Two-dimensional motion of an object
Vertical
Horizontal
TYPES OF PROJECTILE MOTION
Horizontal
Motion of a ball rolling freely along a level surface
Horizontal velocity is ALWAYS constant
Vertical
Motion of a freely falling object
Force due to gravity
Vertical component of velocity changes with time
Parabolic
Path traced by an object accelerating only in the vertical
direction while moving at constant horizontal velocity
TYPES OF PROJECTILE MOTION
PROJECTILE MOTION
If we launch an object at an angle other than straight upward,
and consider only the effect of acceleration due to gravity, then
the object will travel along a parabolic trajectory.
FORMULAS
The force of gravity causes an object to fall but does not
affect the object”s horizontal motion. To simplify the
analysis of parabolic motion, we analyze the horizontal and
vertical motions separately, using the Big Five. This is the
key to doing projectile motion problems. Calling down the
negative direction, we have:
EXAMPLE
Imagine you’re manning a cannon, aiming to smash down the
walls of an enemy castle so your army can storm in and claim
victory. If you know how fast the ball travels when it leaves the
cannon, and you know how far away the walls are, what launch
angle do you need to fire the cannon at to successfully hit the
walls?
EXAMPLE
Launching a Cannon ball
EXAMPLE
PROJECTILE MOTION
IMPORTANT EQUATIONS
When you launch a projectile at an angle θ from the
horizontal, the initial velocity of the projectile will have
a vertical and a horizontal component.
IMPORTANT EQUATIONS
In order to determine the maximum height reached by
the projectile during its flight, you need to take a look at
the vertical component of its motion.
IMPORTANT EQUATIONS
Vertically, the motion of the projectile is affected by gravity.
This means that at maximum height, the vertical
component of the initial speed will be zero.
The projectile will decelerate on its way to maximum height,
come to a complete stop at maximum height, then starts
its free fall descent towards the ground.
If you use the vertical component of its initial speed, you can
write
IMPORTANT EQUATIONS
FOUR MAIN EQUATIONS
The equations for projectile motion are the constant acceleration
equations from kinematics, because the acceleration of gravity is
the only source of acceleration that you need to consider. The
four main equations you’ll need to solve any projectile motion
problem are:
vx = v0
vy = - g t
dx = v0 t
dy = 1/2 g t2
EQUATIONS
MAIN EQUATIONS
GEOMETRY
EQUATIONS
EQUATIONS
What two factors would affect projectile
motion?
Angle
Initial velocity
Initial Velocity
Angle
EXAMPLE -1
A projectile was fired with initial velocity v0 horizontally
from a cliff d meters above the ground. Calculate the
horizontal range R of the projectile.
EXAMPLE -2
Find the horizontal distance
9 - QUIZ
Find the components of velocity Vx and Vy, with an initial
speed of 20 m/s and a launch angle of 60 degrees
9 - QUIZ
The highest barrier that a projectile can clear is 14 m,
when the projectile is launched at an angle of 30.0
degrees above the horizontal. What is the projectile's
launch speed?
LESSON TAKEAWAYS!
THANK YOU!

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Physics projectile w7

  • 2. OBJECTIVES Students will be able to: Define Projectile Motion Distinguish between the different types of projectile motion Apply the concept to a toy car and measure its velocity Describe the motion of a projectile by treating horizontal and vertical components of its position and velocity. Solve for position, velocity, or time when given initial velocity and launch angle.
  • 4. FEATURES OF PROJECTILE MOTION? 2-D Motion Parabolic Path Affected by Gravity Thrown into the Air Determined by Initial Velocity
  • 5. DEFINITION: PROJECTILE MOTION Projectile motion refers to the 2-D motion of an object that is given an initial velocity and projected into the air at an angle. The only force acting upon the object is gravity. It follows a parabolic path determined by the effect of the initial velocity and gravitational acceleration.
  • 6. DEFINITION: PROJECTILE MOTION Projectile motion refers to the 2-D motion of an object that is given an initial velocity and projected into the air at an angle. The only force acting upon the object is gravity. It follows a parabolic path determined by the effect of the initial velocity and gravitational acceleration.
  • 7. DEFINITIONS Two-dimensional motion of an object Vertical Horizontal
  • 8. TYPES OF PROJECTILE MOTION Horizontal Motion of a ball rolling freely along a level surface Horizontal velocity is ALWAYS constant Vertical Motion of a freely falling object Force due to gravity Vertical component of velocity changes with time Parabolic Path traced by an object accelerating only in the vertical direction while moving at constant horizontal velocity
  • 10. PROJECTILE MOTION If we launch an object at an angle other than straight upward, and consider only the effect of acceleration due to gravity, then the object will travel along a parabolic trajectory.
  • 11. FORMULAS The force of gravity causes an object to fall but does not affect the object”s horizontal motion. To simplify the analysis of parabolic motion, we analyze the horizontal and vertical motions separately, using the Big Five. This is the key to doing projectile motion problems. Calling down the negative direction, we have:
  • 12. EXAMPLE Imagine you’re manning a cannon, aiming to smash down the walls of an enemy castle so your army can storm in and claim victory. If you know how fast the ball travels when it leaves the cannon, and you know how far away the walls are, what launch angle do you need to fire the cannon at to successfully hit the walls?
  • 16. IMPORTANT EQUATIONS When you launch a projectile at an angle θ from the horizontal, the initial velocity of the projectile will have a vertical and a horizontal component.
  • 17. IMPORTANT EQUATIONS In order to determine the maximum height reached by the projectile during its flight, you need to take a look at the vertical component of its motion.
  • 18. IMPORTANT EQUATIONS Vertically, the motion of the projectile is affected by gravity. This means that at maximum height, the vertical component of the initial speed will be zero. The projectile will decelerate on its way to maximum height, come to a complete stop at maximum height, then starts its free fall descent towards the ground. If you use the vertical component of its initial speed, you can write
  • 20. FOUR MAIN EQUATIONS The equations for projectile motion are the constant acceleration equations from kinematics, because the acceleration of gravity is the only source of acceleration that you need to consider. The four main equations you’ll need to solve any projectile motion problem are: vx = v0 vy = - g t dx = v0 t dy = 1/2 g t2
  • 25. EQUATIONS What two factors would affect projectile motion? Angle Initial velocity Initial Velocity Angle
  • 26. EXAMPLE -1 A projectile was fired with initial velocity v0 horizontally from a cliff d meters above the ground. Calculate the horizontal range R of the projectile.
  • 27. EXAMPLE -2 Find the horizontal distance
  • 28. 9 - QUIZ Find the components of velocity Vx and Vy, with an initial speed of 20 m/s and a launch angle of 60 degrees
  • 29. 9 - QUIZ The highest barrier that a projectile can clear is 14 m, when the projectile is launched at an angle of 30.0 degrees above the horizontal. What is the projectile's launch speed?