Physics 2211, Spring 2005 - PowerPoint PPT Presentation

1 / 10
About This Presentation
Title:

Physics 2211, Spring 2005

Description:

... above the horizontal, what must its initial speed be for the foul shot to go in? ... Choose x axis parallel to the floor in the direction of the basket. ... – PowerPoint PPT presentation

Number of Views:36
Avg rating:3.0/5.0
Slides: 11
Provided by: mse80
Category:
Tags: foul | physics | spring

less

Transcript and Presenter's Notes

Title: Physics 2211, Spring 2005


1
Physics 2211 Lecture 13
  • More 2-D, 3-D Kinematics
  • Projectile Motion
  • Basketball example
  • Baseball example

2
ExampleProjectile Motion Basketball Free
Throws(or life at the charity stripe)
  • Projectile motion for fun and profit!

3
ExampleProjectile Motion Basketball Free
Throws
  • If the basketball is thrown at 55 degrees above
    the horizontal, what must its initial speed be
    for the foul shot to go in?

4
Example
Constant Acceleration Problem
  • Choose y axis up.
  • Choose x axis parallel to the floor in the
    direction of the basket.
  • Choose the origin (0,0) to be at the ball.

5
Example
  • Find the x and y components of initial velocity

6
Example
7
Problem
  • Barry Bonds clobbers a fastball toward
    center-field. The ball is hit 1 m (d ) above the
    plate, and its initial velocity is 36.5 m/s (v0 )
    at an angle of 30o (? ) above horizontal. The
    center-field wall is 113 m (D) from the plate and
    is 3 m (h) high.
  • What time does the ball reach the fence?
  • Does Barry get a home run?

8
Problem
  • Choose y axis up.
  • Choose x axis along the ground in the direction
    of the hit.
  • Choose the origin (0,0) to be at the plate.
  • The ball is hit at t 0, x x0 0 and y y0
    d.

Kinematics equations are
9
Problem
  • Use geometry to figure out v0x and v0y

10
Problem
  • The time to reach the wall is t D / v0x
    (easy!)
  • We have an equation that tells us y(t) d v0y
    t - g t2/ 2
  • So, were done....now we just plug in the
    numbers
  • Find
  • v0x 36.5 cos(30o) m/s 31.6 m/s
  • v0y 36.5 sin(30o) m/s 18.25 m/s
  • t (113 m) / (31.6 m/s) 3.58 s
  • y(t) (1.0 m) (18.25 m/s)(3.58 s) - (0.5)(9.8
    m/s2)(3.58 s)2
  • (1.0 65.3 - 62.8) m 3.5 m
  • Since the wall is 3.0 m high, Barry gets the
    homer!!
Write a Comment
User Comments (0)
About PowerShow.com