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Bulk Modulus
Gillian Trotter
What is Bulk Modulus?
• Bulk modulus tells us the
compressibility of a fluid or
solid[1,2]
• If something is highly compressible
it has a low bulk modulus
• If something has low
compressibility it has a high bulk
modulus
• e.g. gases
Low Bulk Modulus
• Bulk modulus of air
(20˚C) = 1.01 x 105 Pa[5]
Highly Compressibility
Low Compressibility
• e.g. Diamond (almost
no compression)
High Bulk Modulus
• Bulk Modulus =
4.42 x 1011 Pa[5]
• Over 4 million
times higher than
that of air
Bulk Modulus Equation
B = -V • ∆p
∆V
V: the volume of the
object
∆p: the change in
pressure exerted on the
material
∆V: the change in the
volume of the object due
to the pressure change
The “-” is due to
the fact that the
change in volume
is ALWAYS
opposite the sign
of the change in
pressure[2,5]
But why is the
bulk modulus of
an object
important?
It helps us determine the velocity
of a wave
• v= √(Ts/μ)
• Ts is the tension (or
stretchiness) of a
string
• μ is the linear mass
density
• v = √(B/ρ)
• B is the bulk modulus
(or compressibility)
of molecules
• ρ is the density of
the object
Wave Speed on a String[5] Wave Speed of Sound
The higher the bulk
modulus, the faster
the speed of sound (in
m/s).
Applications
The speed of sound is very significant in the
process of animal echolocation, or SONAR
communication between animals.
Two examples of echolocation in two
different mediums are: bats and whales.
Bats
• Use echolocation to detect
how far away things are in
the dark
• 1. A bat emits a high
pitched frequency
• 2. The sound waves travel
through the air until they
hit a solid object (e.g. a
cave wall)
• 3. The sound waves travel
back to the bat
• 4. The bat can determine
how far away the object is
by the amount of time it
takes for the sound to
come back to them[3]
Bats are usually in close
proximity to prey and
other bats
They hunt in small
spaces such as caves, as
well as the open air
Since they are not
usually very far from
objects or prey, it is
suitable that the bulk
modulus of air is 1.01 x
105 Pa, and the speed of
sound is 343 m/s[5]
Whales
• Air is moved in a
whale’s sinuses[4], and a
low frequency sound is
emitted into the water
• Similar to bats, the time it takes
for the sound wave to bounce off of
an object and return to a whale
helps determine how far away the
object is
Certain species of whales
have the ability to
communicate with each
other via sound and song[4]
Whales use echolocation to
communicate with other
whales and detect prey many
kilometers away
Since whales are usually
great distances from other
pods (groups) of whales, as
well as prey or reefs, it is
suitable that the bulk
modulus of water is 2.2 x 109
Pa, and the speed of sound in
water is 1,482 m/s[5]
Bibliography
[1] Elasticity, Elastic Properties. Bulk Elastic Properties -
http://hyperphysics.phy-astr.gsu.edu/hbase/permot3.html
[2] Aerodynamics For Students, 2005. Bulk Modulus - http://www-
mdp.eng.cam.ac.uk/web/library/enginfo/aerothermal_dvd_only/aero/fp
rops/propsoffluids/node13.html
[3] Bat Conservation Trust, 2015. Echolocation -
http://www.bats.org.uk/pages/echolocation.html
[4] Australian Government. Whales, Dolphins and Sound -
http://www.environment.gov.au/marine/marine-
species/cetaceans/whale-dolphins-sound
[5] Hawkes, R.; Iqbal, J.; Mansour, F.; Milner-Bolotin, M.; Williams, P.
2015. Physics for Scientists and Engineers, An Interactive Approach,
Revised Custom Volume 1, Phys 101. Nelson Education Ltd. Toronto,
Ontario

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Learning Object 4 - Bulk Modulus

  • 2. What is Bulk Modulus? • Bulk modulus tells us the compressibility of a fluid or solid[1,2] • If something is highly compressible it has a low bulk modulus • If something has low compressibility it has a high bulk modulus
  • 3. • e.g. gases Low Bulk Modulus • Bulk modulus of air (20˚C) = 1.01 x 105 Pa[5] Highly Compressibility
  • 4. Low Compressibility • e.g. Diamond (almost no compression) High Bulk Modulus • Bulk Modulus = 4.42 x 1011 Pa[5] • Over 4 million times higher than that of air
  • 5. Bulk Modulus Equation B = -V • ∆p ∆V V: the volume of the object ∆p: the change in pressure exerted on the material ∆V: the change in the volume of the object due to the pressure change The “-” is due to the fact that the change in volume is ALWAYS opposite the sign of the change in pressure[2,5]
  • 6. But why is the bulk modulus of an object important?
  • 7. It helps us determine the velocity of a wave • v= √(Ts/μ) • Ts is the tension (or stretchiness) of a string • μ is the linear mass density • v = √(B/ρ) • B is the bulk modulus (or compressibility) of molecules • ρ is the density of the object Wave Speed on a String[5] Wave Speed of Sound
  • 8. The higher the bulk modulus, the faster the speed of sound (in m/s).
  • 9. Applications The speed of sound is very significant in the process of animal echolocation, or SONAR communication between animals. Two examples of echolocation in two different mediums are: bats and whales.
  • 10. Bats • Use echolocation to detect how far away things are in the dark • 1. A bat emits a high pitched frequency • 2. The sound waves travel through the air until they hit a solid object (e.g. a cave wall) • 3. The sound waves travel back to the bat • 4. The bat can determine how far away the object is by the amount of time it takes for the sound to come back to them[3]
  • 11. Bats are usually in close proximity to prey and other bats They hunt in small spaces such as caves, as well as the open air Since they are not usually very far from objects or prey, it is suitable that the bulk modulus of air is 1.01 x 105 Pa, and the speed of sound is 343 m/s[5]
  • 12. Whales • Air is moved in a whale’s sinuses[4], and a low frequency sound is emitted into the water • Similar to bats, the time it takes for the sound wave to bounce off of an object and return to a whale helps determine how far away the object is
  • 13. Certain species of whales have the ability to communicate with each other via sound and song[4] Whales use echolocation to communicate with other whales and detect prey many kilometers away Since whales are usually great distances from other pods (groups) of whales, as well as prey or reefs, it is suitable that the bulk modulus of water is 2.2 x 109 Pa, and the speed of sound in water is 1,482 m/s[5]
  • 14. Bibliography [1] Elasticity, Elastic Properties. Bulk Elastic Properties - http://hyperphysics.phy-astr.gsu.edu/hbase/permot3.html [2] Aerodynamics For Students, 2005. Bulk Modulus - http://www- mdp.eng.cam.ac.uk/web/library/enginfo/aerothermal_dvd_only/aero/fp rops/propsoffluids/node13.html [3] Bat Conservation Trust, 2015. Echolocation - http://www.bats.org.uk/pages/echolocation.html [4] Australian Government. Whales, Dolphins and Sound - http://www.environment.gov.au/marine/marine- species/cetaceans/whale-dolphins-sound [5] Hawkes, R.; Iqbal, J.; Mansour, F.; Milner-Bolotin, M.; Williams, P. 2015. Physics for Scientists and Engineers, An Interactive Approach, Revised Custom Volume 1, Phys 101. Nelson Education Ltd. Toronto, Ontario