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(1)

predict wave reflection behavior when end of the medium is fixed or free.

calculate possible wavelengths of standing waves using medium characteristics.

relate standing waves to

harmonics and overtones.

I can . . .

(2)
(3)

Reflection of Waves

(FREE End Reflection)

(4)

Reflection of Waves

(FIXED End Reflection)

(5)

If you continue to make

waves, the

returning

(6)

If you generate waves of the

“CORRECT” wavelength,

(7)

The returning wave will

arrive at a

crest

the

moment you are making

the

crest

of the next wave.

“In Step” for FREE End

Constructive Interference will occur,

(8)

Close your eyes and make a standing wave.

(9)

The returning wave will

arrive at a

trough

the

moment you are making

the

crest

of the next wave.

Destructive Interference will occur, and

the end of the medium will

not

move.

(10)
(11)
(12)

Possible Standing Waves on a Fixed String

12 ft

(13)

Possible Standing Waves on a Fixed String

12 ft

Possible λ’s for a 12 ft medium 24 ft , 12 ft

(14)

Possible Standing Waves on a Fixed String

12 ft

Possible λ’s for a 12 ft medium 24 ft , 12 ft , 8 ft

(15)

Possible Standing Waves on a Fixed String

12 ft

Possible λ’s for a 12 ft medium 24 ft , 12 ft , 8 ft , 6 ft

(16)

Possible Standing Waves on a Fixed String

12 ft

Possible λ’s for a 12 ft medium 24 ft , 12 ft , 8 ft , 6 ft , 4.8 ft

(17)

Possible λ’s for a 12 ft medium 24 ft , 12 ft , 8 ft , 6 ft , 4.8 ft

12 ft

(18)

Possible Standing Waves on a Fixed String

12 ft

Possible λ’s for any length, L

24 ft , 12 ft , 8 ft , 6 ft , 4.8 ft

2.4 ft 2.4 ft 2.4 ft 2.4 ft 2.4 ft

2 · L n

=

(19)

Because each of these waves are

POSSIBLE,

each one of these waves will be

(20)

Because each of these waves are

POSSIBLE,

each one of these waves will be

(21)
(22)
(23)
(24)

Possible Standing Waves on a Fixed String

(25)

Possible Standing Waves on a Fixed String

(2nd Harmonic)

(26)

Possible Standing Waves on a Fixed String

(3rd Harmonic)

(27)

Possible Standing Waves on a Fixed String

(4

th

Harmonic)

(28)

Possible Standing Waves on a Fixed String

(5

th

Harmonic)

(29)
(30)
(31)

http://mrchris.typepad.com/road_to_bora_bora/guitar.jpg

v = f · λ

64 cm 32 cm 21.3 cm 16 cm 21.3 cm 16 cm

Fundamental λ = 128 cm

2nd Harmonic λ = 64 cm

3rd Harmonic λ = 42.7 cm

(32)

http://mrchris.typepad.com/road_to_bora_bora/guitar.jpg

v = f · λ

(33)
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(38)
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(40)
(41)

http://tradepianos.co.uk/

http://www.kuczala.com/pages/p05_violin.html

http://www.freefoto.co.uk/preview.jsp?id=05-24-3 http://www.sammamishsublimationband.org/bandinstruments/flute.jpg

(42)
(43)
(44)

The oscillator is just adding a little energy to make up for energy lost due to air resistance.

(45)

Possible Standing Waves

(46)
(47)
(48)
(49)
(50)
(51)

Because each of these waves are

POSSIBLE,

each one of these waves will be

(52)
(53)
(54)

http://www.mymodelships.com/product_images/pid_3423_10.jpg

Wind

Chim

(55)
(56)

C D E F G A B 130.81 Hz 146.83 Hz 164.81 Hz 174.61 Hz 196.00 Hz 220.00 Hz 246.94 Hz C D E F G A B 261.6 Hz 293.66 Hz 329.63 Hz 349.23 Hz 392.00 Hz 440.00 Hz 493.88 Hz C D E F G A B 523.25 Hz 587.33 Hz 659.26 Hz 698.46 Hz 783.99 Hz 880.00 Hz 987.77 Hz 1 1 1/

8

1 1/ 4

1 1/ 3

1 1/ 2

1 2/ 3

(57)

predict wave reflection behavior when end of the medium is fixed or free.

calculate possible wavelengths of standing waves using medium characteristics.

relate standing waves to

harmonics and overtones.

I can . . .

References

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