FLUID DYNAMICS ACTUAL EXAM SCRIPT
2026 QUESTIONS WITH SOLUTIONS
GRADED A+
◉Define specific volume and its units. Answer: - Specific volume, v =
V/m
- Has units of m3/kg (reciprocal of density)
- Measure of the amount of volume a unit of mass takes up
◉Define specific weight and its units. Answer: - Specific weight, γ =
ρg
- Has units of N/m3
- Measure of a material's weight per unit volume (weight version of
density)
◉Define specific gravity and its units. Answer: - Specific gravity, SG =
ρ / ρ_water
- Unitless (dimensionless ratio)
- Ratio of a material's density to the density of water
◉Ideal Gas Equation. Answer: PV = nRT or P=ρRT
, - P = pressure
- V = volume
- n = number of moles
- ρ = density
- R = ideal gas constant
- T = temperature
◉No-slip condition. Answer: A fluid's velocity at contact with a
surface is equal to the surface's velocity
◉Define a Newtonian Fluid and how it relates to viscosity, both in
words and in equation form.. Answer: - A fluid is Newtonian if its
ratio of shear stress to shear strain rate is constant.
- In equation form, τ / (dθ/dt) = constant. This constant is known
dynamic viscosity, μ. As such, a Newtonian fluid has constant
dynamic viscosity.
◉Describe the shear stress vs. shear strain rate graph and how it
relates to difference viscosities and the S-S curve.. Answer:
Analogous to the S-S curve where materials of different slopes have
different stiffnesses, materials of different slopes on the shear stress
vs. shear strain rate graph mean having different dynamic
viscosities.
2026 QUESTIONS WITH SOLUTIONS
GRADED A+
◉Define specific volume and its units. Answer: - Specific volume, v =
V/m
- Has units of m3/kg (reciprocal of density)
- Measure of the amount of volume a unit of mass takes up
◉Define specific weight and its units. Answer: - Specific weight, γ =
ρg
- Has units of N/m3
- Measure of a material's weight per unit volume (weight version of
density)
◉Define specific gravity and its units. Answer: - Specific gravity, SG =
ρ / ρ_water
- Unitless (dimensionless ratio)
- Ratio of a material's density to the density of water
◉Ideal Gas Equation. Answer: PV = nRT or P=ρRT
, - P = pressure
- V = volume
- n = number of moles
- ρ = density
- R = ideal gas constant
- T = temperature
◉No-slip condition. Answer: A fluid's velocity at contact with a
surface is equal to the surface's velocity
◉Define a Newtonian Fluid and how it relates to viscosity, both in
words and in equation form.. Answer: - A fluid is Newtonian if its
ratio of shear stress to shear strain rate is constant.
- In equation form, τ / (dθ/dt) = constant. This constant is known
dynamic viscosity, μ. As such, a Newtonian fluid has constant
dynamic viscosity.
◉Describe the shear stress vs. shear strain rate graph and how it
relates to difference viscosities and the S-S curve.. Answer:
Analogous to the S-S curve where materials of different slopes have
different stiffnesses, materials of different slopes on the shear stress
vs. shear strain rate graph mean having different dynamic
viscosities.