Class 11 › Physics › Physics Part II Mechanical Properties of Fluids Class 11 Physics · Physics Part II · Chapter 2
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Browse all 60 kits → SummaryLiquids and gases are fluids because they flow and offer very little resistance to shear stress. Pressure is the normal force per unit area; in a fluid at rest it acts equally in all directions (a scalar) and increases with depth as \(P=P_0+\rho gh\). Pascal's law states that a pressure applied to an enclosed fluid is transmitted undiminished to every point, the basis of the hydraulic lift and brakes. Atmospheric pressure is measured by a barometer. For an ideal fluid in steady streamline flow the equation of continuity, \(Av=\) constant, expresses conservation of mass, and Bernoulli's principle, \(P+\tfrac12\rho v^{2}+\rho gh=\) constant, expresses conservation of energy, explaining the lift on an aerofoil and the working of a venturimeter. Real fluids have viscosity, an internal friction described by the coefficient \(\eta\); Stokes' law gives the viscous drag on a sphere and leads to terminal velocity. Flow is laminar below a critical Reynolds number and turbulent above it. Surface tension arises from intermolecular attraction at a liquid surface, giving rise to excess pressure inside drops and bubbles, capillary rise, and angle of contact, with surface energy equal to surface tension times area.
Pressure and its variation with depth Pascal's law and hydraulic machines Streamline flow and equation of continuity Bernoulli's principle and applications Viscosity, Stokes' law and terminal velocity Reynolds number Surface tension, capillarity and angle of contact Key termsPressure
The normal force exerted by a fluid per unit area, a scalar that increases with depth as \(P=P_0+\rho gh\).
Pascal's law
Pressure applied to an enclosed fluid is transmitted undiminished to every part of the fluid and the container walls.
Equation of continuity
For steady flow of an incompressible fluid, \(Av=\) constant, expressing conservation of mass.
Bernoulli's principle
For an ideal fluid in streamline flow, \(P+\tfrac12\rho v^{2}+\rho gh\) is constant along a streamline.
Viscosity
The internal friction of a fluid that opposes relative motion between its layers, measured by the coefficient \(\eta\).
Surface tension
The property by which the free surface of a liquid behaves like a stretched membrane, equal to surface energy per unit area.
Extra questions & answersQ1 Why is pressure in a fluid a scalar? Answer Q2 How does pressure vary with depth in a liquid? Answer Q3 State Pascal's law and give an application. Answer Q4 State the equation of continuity. Answer Q5 State Bernoulli's principle. Answer Q6 Define the coefficient of viscosity. Answer Q7 What is terminal velocity? Answer Q8 What does the Reynolds number determine? Answer Q9 Define surface tension and surface energy. Answer Q10 Why does liquid rise in a capillary tube? Answer Try one from this chapter
Pressure at a depth h in a liquid of density \(\rho\) is given by:
A \(P_0+\rho gh\) B \(\rho g/h\) C \(P_0\rho gh\) D \(P_0-\rho gh\)
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