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Purpose, Theory – PASCO ME-6815 PROJECTILE CATCHER ACCESSORY User Manual

Page 15

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012-05091E

Projectile Catcher Accessory

11

Exp. 2: Conservation of Momentum

in an Inelastic Collision

EQUIPMENT NEEDED

– Projectile Launcher (ME-6800)
– Projectile Catcher Accessory (ME-6815)
– computer photogate timing system (such as Series 6500, or Science Workshop™)
– timing program*
– (3) Photogates (ME-9498)
– Photogate Bracket for Launcher (ME-6821)
– Dynamics Track (ME-9435A)
– Dynamics Cart (ME-9430)
– Photogate Bracket for Dynamics Track

NOTE: For timing systems with only two photogate capacity, use the PASCO Four-
to-One Adaptor (CI-6820) to accommodate 3 photogates, and use the "Motion
Timer" data collection choice.
*Precision Timer, IDS Timer, Smart Pulley Timer, DataStudio

TM

or Science

Workshop®.

Purpose

The purpose of this experiment is to show that during an inelastic collision, momen-
tum is conserved and energy is not conserved.

Theory

A ball is launched horizontally and embeds in the catcher mounted on the dynamics
cart. The cart and ball then move off at a constant velocity. See Figure 2.1.

CAUTION!

DO NOT LOOK

DOWN BARREL!

CAUTION!

DO NOT LOOK

DOWN BARREL!

CAUTION!

DO NOT LOOK

DOWN THE

BARREL.

LONG

RANGE

MEDIUM

RANGE

SHORT

RANGE

Position

of Ball

Launch

SHORT RANGE

PROJECTILE LAUNCHER

ME-6800

Yellow Band in Window

Indicates Range.

9

0

8

0

7

0

6

0

5

0

4

0

3

0

2

0

1

0

0

WEAR

SAFETY

GLASSES

WHEN IN USE.

Use 25 mm

balls ONLY!

CAUTION!

DO NOT LOOK

DOWN BARREL!

CAUTION!

DO NOT LOOK

DOWN BARREL!

CAUTION!

DO NOT LOOK

DOWN THE

BARREL.

LONG

RANGE

MEDIUM

RANGE

SHORT

RANGE

Position

of Ball

Launch

SHORT RANGE

PROJECTILE LAUNCHER

ME-6800

Yellow Band in Window

Indicates Range.

9

0

8

0

7

0

6

0

5

0

4

0

3

0

2

0

1

0

0

WEAR

SAFETY

GLASSES

WHEN IN USE.

Use 25 mm

balls ONLY!

Before Collision

m

b

v

o

m

c

v = o

m

c

+

m

b

v

After Collision

Figure 2.1: Conservation of Momentum

Momentum is conserved during the collision, but energy is not conserved. The mo-
mentum before the collision is equal to the momentum after the collision:

P

before

= P

after

m

b

v

o

= m

b

+ m

c

v

c