Exam 4 Flashcards
Sound Waves, Frequencies (38 cards)
Three identical springs each have the same spring constant k. If these three springs are attached end to end forming a spring three times the length of one of the original springs, what will be the spring constant of the combination?
k/3
1.73k
k
3k
k/3
Two springs, each with spring constant k, are attached end to end in a series fashion. A second pair of identical springs are also attached in series fashion. Then the pair of series attached springs are attached in parallel to each other. What is the effective spring constant of the resulting combination of springs?
k/2
2k
k
either k/4 or 4k
k
**k_eff1 + k_eff2 = k/2 + k/2 = k
Which one of the following quantities is at a maximum when an object in simple harmonic motion is at its maximum displacement?
kinetic energy
frequency
speed
acceleration
acceleration
**due to equation ma=-kx
Which one of the following quantities is at a maximum when an object in simple harmonic motion is at its maximum displacement?
kinetic energy
frequency
speed
acceleration
acceleration
**due to equation ma=-kx
For a mass suspended on a spring in the vertical direction, the time for one complete oscillation will depend on:
the maximum speed of the oscillating mass.
the value for g (the acceleration due to gravity).
the distance the mass was originally pulled down.
the time doesn’t depend on any of the above.
the time does not depend on any of these
**time to complete one oscillation can be d=vt
The kinetic energy of the bob on a simple pendulum swinging in simple harmonic motion has its maximum value when the displacement from equilibrium is at what point in its swing?
1/2 the amplitude
1/4 the amplitude
zero displacement
equal the amplitude
zero displacement
*** energy is fastest closest to the equilibrium position
When car shock absorbers wear out and lose their damping ability, what is the resulting oscillating behavior?
critically damped
hyperdamped
overdamped
underdamped
underdamped
***friction reduces total energy of the system and the oscillations is said to be damped
LOSE damping = underdamped
For a wave on the ocean, the amplitude is:
the height difference between a crest and a trough.
the distance between crests.
one half the height difference between a crest and a trough.
how far the wave goes up on the beach.
one half the height difference between a crest and a trough
As a gust of wind blows across a field of grain, a wave can be seen to move across the field as the tops of the plants sway back and forth. This wave is a:
interference of waves.
longitudinal wave.
transverse wave.
polarized wave.
longitudinal wave
**areas of high and low pressure are longitudinal waves
If the frequency of a traveling wave train is increased by a factor of three in a medium where the speed is constant, which of the following is the result?
wavelength is one third as big
amplitude is one third as big
amplitude is tripled
wavelength is tripled
wavelength is 1/3 as big
**v=f*wavelength
Which of the following is an example of a longitudinal wave?
sound wave in air and wave traveling in a string
wave traveling in a string
sound wave in air
neither sound wave in air nor wave traveling in a string
sound wave in air
The wavelength of a traveling wave can be calculated if one knows the:
frequency.
frequency and speed.
amplitude and frequency.
speed and amplitude.
frequency and speed
The superposition principle has to do with which of the following?
the ability of some waves to move very far
relativistic wave behavior
how displacements of interacting waves add together
effects of waves at great distances
how displacements of interacting waves add together
If a wave pulse is reflected from a free boundary, which of the following choices best describes what happens to the reflected pulse?
doubled in amplitude
becomes inverted
halved in amplitude
remains upright
remains upright
A mass-spring system on a horizontal frictionless surface is set in simple harmonic motion with amplitude A. The mass is then doubled and the system is again set into simple harmonic motion with the same amplitude. Which of the following is true about the total mechanical energy of the system due to doubling the mass?
It has halved.
It has quadrupled.
It has doubled.
It has not changed.
it has not changed
- *Total mechanical energy of system=1/2KA^2
- mass is not involved
If a long spring with spring constant k is cut into 4 equal lengths, what is the spring constant of each of the 4 shorter springs?
It is 4 k.
It is still k.
It is k/16.
It is k/4.
it is 4k
**By logic and using the Ideal spring Equation F = -kx, where F is the force applied, k is the spring constant and x is the compressed distance.
Lets take a 9 coil spring and apply a force, the spring compresses say 0.9 cm, so each coil compresses 0.1 cm, by the same logic if the spring where cut to 3, the same force would compress this spring by 0.3cm. So using the equation, we can deduce that spring constant will be three times if the spring is cut into three.
When an object is moving in simple harmonic motion, which of the following is at a minimum when the displacement from equilibrium is zero?
the total mechanical energy
the kinetic energy
the magnitude of the acceleration
the magnitude of the velocity
the magnitude of acceleration
**in simple harmonic oscillations, the acceleration is directly proportional to the displacement and opposite to its direction. So when the displacement of an object is at zero, y=0, and acceleration is at minimum.
a=-w^2y
A pendulum on the Earth has a period T. The acceleration of due to gravity on Mars is less than that on the Earth, and the acceleration due to gravity on the Moon is even less. Where would the period of an identical pendulum be the least?
on the Moon
on Mars
on the Earth
The period of a pendulum would be the same on the Earth, Moon, and Mars since the period depends on the pendulum’s length which is the same for identical pendula.
on Earth
**equation: T=2pi*sqroot(L/g)
the larger g is, the smaller T will be
Suppose there is an object for which F = +kx. What will happen if the object is moved away from equilibrium (x = 0) and released?
It will move further away with increasing acceleration.
It will return to the equilibrium position.
It will move further away with constant acceleration.
It will move further away with constant velocity.
it will move further away with increasing acceleration
**negative sign indicates that the force is always
directed opposite to the displacement, so if it is positive, it will move away from the equilibrium
When a sine wave is used to represent a sound wave, the crest corresponds to:
condensation.
point where molecules vibrate at a right angle to the direction of wave travel.
region of low elasticity.
rarefaction.
condensation
The speed of sound in air is a function of which one of the following?
frequency
temperature
wavelength
amplitude
temperature
** temperature at which speed of sound is varies
0C- 343
20C- 331
Comparing the speed of sound in liquids, gases, and solids, the speed of sound is usually lowest in \_\_\_\_ and highest in \_\_\_\_. liquids, solids gases, liquids solids, liquids gases, solids
gases, solids
**speed of sound thru steel: 5700m/s
speed of sound thru air: 343
If the intensity of a sound is increased by a factor of 100, how is the decibel level changed? The new decibel level will be:
double the old one.
two units greater.
ten times greater.
twenty units greater.
twenty units greater
**increasing by factor of 10 adds 10 to the dB level, increasing by factor of 100 adds 20 to the dB level
As a train starts from rest and then accelerates down the track, coming toward me faster and faster, the speed of the sound waves coming toward me will be:
faster and faster.
some constant speed faster than the normal speed of sound in air.
equal to the normal speed of sound in air.
slower than the normal speed of sound in air.
equal to the normal speed of sound in air
**because the velocity of the sound in a medium does not change with the motion of the source .
even though the frequency is changed , the change will be compensated by the change in the wave length keeping the velocity constant
v= λ f