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Questions and Answers
What is viscosity?
What is viscosity?
Viscosity is a fluid property which describes the resistance of the fluid to shear deformation.
In a laminar flow, viscosity plays a predominant role.
In a laminar flow, viscosity plays a predominant role.
True (A)
The shear stress between fluid layers is denoted by _____
The shear stress between fluid layers is denoted by _____
τ
What are the units of dynamic viscosity (µ)?
What are the units of dynamic viscosity (µ)?
What is the equation for shear stress in laminar flow?
What is the equation for shear stress in laminar flow?
The coefficient of kinematic viscosity (ν) is given by _____
The coefficient of kinematic viscosity (ν) is given by _____
What is the difference between laminar and turbulent flow?
What is the difference between laminar and turbulent flow?
What happens to the viscosity of a pseudoplastic fluid with an increase in shear strain?
What happens to the viscosity of a pseudoplastic fluid with an increase in shear strain?
What is meant by the no-slip condition?
What is meant by the no-slip condition?
Flashcards
Viscosity
Viscosity
A fluid property describing a fluid's resistance to shear deformation.
No-slip condition
No-slip condition
The phenomenon where a real fluid's velocity is zero at solid boundaries; the fluid 'sticks' to the wall.
Laminar flow
Laminar flow
Occurs when a fluid flows in parallel layers or sheets, with minimal disruption between the layers.
Shear stress
Shear stress
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Dynamic Viscosity
Dynamic Viscosity
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Kinematic viscosity
Kinematic viscosity
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Dilatant fluid
Dilatant fluid
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Pseudoplastic fluid
Pseudoplastic fluid
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Laminar flow
Laminar flow
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Turbulent flow
Turbulent flow
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Study Notes
Viscosity Basics
- In gases and liquids, molecules move freely and collide which results in exchange of momentum
- Shear stresses in real fluids occur due to colliding particles exchanging momentum; this is called viscosity
- Viscosity is a fluid's property describing resistance to shear deformation
- Viscosity can be thought of as a measure of a fluid's fluidity
Ideal vs. Real Flow
- Viscosity influences the velocity profile of a real fluid flowing between two solid boundaries
- At boundaries, the fluid velocity becomes zero, adhering to the walls which is known as the no-slip condition
Sheared Flow
- Laminar flow occurs when fluid flows in parallel layers
- Viscosity dominates in laminar flow
- Adjacent fluid particles travel different distances over time in sheared flow
- Shear stress, denoted by τ, exists between fluid layers
Coefficient of Viscosity
- In laminar flow of Newtonian fluids, shear stress is proportional to the velocity gradient (dv/dy)
- The constant of proportionality (µ) is known as absolute viscosity or dynamic viscosity
- The formula for this is: τ = µ(dv/dy)
- μ is measured in units of Pa s, kg/(m s), or Ns/m²
Kinematic Viscosity
- The coefficient of kinematic viscosity (ν) is also frequently used
- The formula is: ν = µ/ρ, where ρ is fluid density
- Kinematic viscosity (ν) is measured in units of m²/s
Calculating the Coefficient of Viscosity
- The bottom plate is held stationary while the top plate moves at a constant velocity due to a force (F)
- The fluid between the plates undergoes shearing, creating a velocity gradient
- Shear stress is defined as τ = F/A, where A is the area of the top plate in contact with the fluid
Viscosity Types
- The gradient of the curve gives the coefficient of viscosity
- Dilatant (shear thickening) fluids increase in viscosity with the rate of shear strain
- Pseudoplastic (shear thinning) fluids decrease in viscosity with the rate of shear strain
Flow Regimes: Laminar and Turbulent Flow
- Viscosity allows for two distinct flow regimes: laminar and turbulent
- Laminar flow occurs when fluid path lines are smooth and regular
- Turbulent flow occurs when fluid motion is irregular
- Turbulent flow is disorganized, chaotic, unsteady, and three-dimensional
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