UT 2 - Test Questions Flashcards
(349 cards)
Mechanical wave motion requires;
a) high pressure
b) low pressure
c) particle motion
d) ionic bonding and disbonding
c) particle motion
In a homogeneous and isotropic elastic medium such as low carbon steel, sound velocity;
a) decreases with distance from source
b) varies with direction
c) is constant in all directions
d) depends on frequency
c) is constant in all directions
The amount of time between two compressions, or two rarefactions of an elastic wave is called;
a) wavelength
b) period
c) frequency
d) velocity
b) period
The velocity of sound;
a) is constant for all materials.
b) varies with frequency.
c) varies inversely with wavelength.
d) is a characteristic of the material.
d) is a characteristic of the material.
Compared to the atomic or molecular spacing of a material, ultrasonic wavelengths are;
a) much greater
b) smaller
c) about the same distance
d) are multiples of the atomic spacing
a) much greater
The elastic wave that has particle motion parallel to the direction of wave propagation is called;
a) longitudinal wave
b) compression wave
c) density wave
d) all of the above
d) all of the above
In Rayleigh waves, particle motion is;
a) parallel to the direction of wave propagation
b) right angles to the direction of wave propagation
c) retrograde
d) in counter-clockwise ellipses
d) in counter-clockwise ellipses
Rayleigh waves can be used in steel to penetrate up to;
a) 10mm
b) 10cm
c) 1m
d) 1 wavelength
d) 1 wavelength
CHECK/EDIT
In bending waves (plate wave mode) particles in the middle zone of the plate vibrate;
a) in longitudinal mode
b) in shear mode
c) in Rayeigh mode
d) not at all
b) in shear mode
In the Lamb wave, called a dilational wave, particles in the middle zone of the plate vibrate;
a) in longitudinal mode
b) in shear mode
c) in Rayleigh mode
d) not at all
a) in longitudinal mode
If one sound beam passes through another moving in the opposite direction, the result will be;
a) a change in amplitude
b) a change in direction
c) a change in frequency
d) no change
a) a change in amplitude
In a standing wave, nodes and antinodes are separated by;
a) 1/4 wavelength
b) 1/2 wavelength
c) 1 wavelength
d) 2 wavelengths
a) 1/4 wavelength
Standing waves are generated in ultrasonic testing for;
a) through testing (pitch-catch)
b) resonance thickness testing
c) flaw detection
d) B-scans
b) resonance thickness testing
Specific acoustic impedance, is the product of;
a) density and permittivity
b) hardness and velocity
c) velocity and density
d) specific activity and amplitude
c) velocity and density
Poisson’s ratio is expressed in units of;
a) m/s
b) Pa
c) N/m2
d) no units, it is dimensionless
d) no units, it is dimensionless
Frequency can be expressed in terms of;
a) 1/s (s=seconds)
b) cps
c) Mhz
d) all of the above
d) all of the above
The ratio of sound velocity in water to the longitudinal velocity of sound in steel is very nearly;
a) 1:1
b) 1:2
c) 1:4
d) 1:5
c) 1:4
Rayleigh wave velocities for a given material are always;
a) greater than longitudinal wave velocities
b) greater than transverse wave velocities
c) less than transverse wave velocities
d) about the same as shear wave velocities
c) less than transverse wave velocities
The ratio of the incident sound pressure to the reflected sound pressure is called the;
a) acoustic impedance
b) acoustic intensity
c) coefficient of reflection
d) coefficient of transmission
c) coefficient of reflection
The ratio of the incident sound pressure to the transmitted sound pressure is called the;
a) acoustic impedance
b) acoustic intensity
c) coefficient of reflection
d) coefficient of transmission
d) coefficient of transmission
When is the coefficient of transmission a negative value?
a) if Z incident is less than Z transmitted
b) If Z incident is greater than Z transmitted
c) if Z incident equals Z transmitted
d) never
d) never
Incident sound pressure plus reflected sound pressure equals;
a) 0
b) 1
c) transmitted sound pressure
d) none of the above
c) transmitted sound pressure
Total incident sound intensity can be calculated from;
a) the sum of the reflected and transmitted intensities
b) the difference between reflected and transmitted intensities
c) R plus D (reflection and transmission coefficients)
d) R minus D (reflection and transmission coefficients)
a) the sum of the reflected and transmitted intensities
(Sin a1) (C2) = (Sin a2) C1) is a form of;
a) Krautkramer’s law
b) Snell’s law
c) Boyle’s law
d) Hooke’s law
b) Snell’s law