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Name :- Margeel Shah -140410109094
Smarth Shah-140410109095
Smit Shah-140410109096
Rehan Shaikh-140410109097
Subject:-ATHE
Topic :-Fluid Properties Density , Viscosity ,
Surface tension & Capillarity
Capillarity
DEFINITION….
 Ability of a liquid to flow in narrow spaces without the
assistance of, and in opposition to, external forces like gravity
 Capillary action is sometimes called capillarity, capillary
motion, or wicking
EXAMPLES….
 Drawing up of liquids between the hairs of a paint-brush
 Drainage of constantly produced tear fluid from the eye
 Observed in thin layer chromatography
 draws ink to the tips of fountain pen nibs
 moving groundwater from wet areas of the soil to dry areas
TYPES…..
 Capillarities are of two types
 Capillarity rise
 Capillarity fall
CAPILLARITY RISE
 Tendency of liquids to rise in tubes of small diameter in
opposition to, external forces like gravity
CAPILLARITY FALL
 Tendency of liquids to be depressed in tubes of small
diameter in opposition to, external forces like gravity
APPLICATIONS…
 Lubricating oil spread easily on all parts because of their low
surface tension.
 Cotton dresses are preferred in summer because cotton dresses
have fine pores which act as capillaries for sweat.
 Dirt get removed when detergents are added while washing
clothes because surface tension of water is reduced.
 The absorption of ink by a blotting paper is due to
capillary action, as the blotting paper is porous. When it is
placed over the ink, the ink raises into the pores. Also rise
of oil in the wick of a lamp is due to capillary action.
 If one end of a towel is dipped into a bucket of water and
the other end hangs over the bucket, the entire towel soon
becomes wet due to capillary action.
 Supply of water to the leaves at the top of even a tall tree
is through capillary rise.
 A fabric can be waterproof, by adding suitable
waterproofing materials to the fabric. This addition
increases the angle of contact, thereby making the fabric
waterproof.
Fluids
Liquids and gases are both fluids:
a fluid is any substance that flows and takes the
shape of its container.
Fluids
 The science and technology of the mechanical
properties of liquids is called hydraulics.
 Similarly, the science and technology of the
mechanical properties of air and other gases is
called pneumatics.
Compressibility
Gases are therefore highly
compressible: their particles can be
forced back closer together.
Density
This means that their density, their mass per unit volume,
is variable.
Density has units of kg/m3.
VDm
V
m
D 
Surface Tension
Definition
 The net effect is that the molecules at the surface
of the liquid experience an inward force toward the
bulk.
 Such a force pulls the molecules of the interface
together and, as a result, contracts the surface,
resulting in a surface tension.
 This “tension” in the surface is the force per unit
length that must be applied parallel to the surface
so as to counterbalance the net inward pull.
 Interfacial tension is the force per unit length
existing at the interface between two immiscible
liquid phases and.
 the surface and interfacial tensions, have the units
of dynes/cm or N/m.
Surface Free Energy and Surface Tension
 The surface layer of a liquid possesses additional
energy as compared to the bulk liquid.
 This energy increases when the surface of the same
mass of liquid increases and is therefore
called surface free energy.
Viscosity
Velocity Gradient
 The resistance tends to keep the fluid in
place.
 Law of inertia
 The fluid moves most near the object and
least farther away.
 This is a velocity gradient.
yvx 
yvx
F
Law of Viscosity
 Newton combined these two
proportionalities.
 This is the law of viscosity.
 A is the area of the solid sliding on the fluid
 The constant h is the dynamic viscosity and
depends on the type of fluid.
y
v
AF x
h
yvx
F
Drag Force
 Objects falling through a fluid
reach terminal velocity.
 For low speeds this is due to
viscocity.
 Stokes’s Law describes the drag
force.
rvFd h6
Fg
Fb
Fd
THANK YOU

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Fluid Properties Density , Viscosity , Surface tension & Capillarity

  • 1. Name :- Margeel Shah -140410109094 Smarth Shah-140410109095 Smit Shah-140410109096 Rehan Shaikh-140410109097 Subject:-ATHE Topic :-Fluid Properties Density , Viscosity , Surface tension & Capillarity
  • 3. DEFINITION….  Ability of a liquid to flow in narrow spaces without the assistance of, and in opposition to, external forces like gravity  Capillary action is sometimes called capillarity, capillary motion, or wicking
  • 4. EXAMPLES….  Drawing up of liquids between the hairs of a paint-brush  Drainage of constantly produced tear fluid from the eye  Observed in thin layer chromatography  draws ink to the tips of fountain pen nibs  moving groundwater from wet areas of the soil to dry areas
  • 5. TYPES…..  Capillarities are of two types  Capillarity rise  Capillarity fall
  • 6. CAPILLARITY RISE  Tendency of liquids to rise in tubes of small diameter in opposition to, external forces like gravity
  • 7. CAPILLARITY FALL  Tendency of liquids to be depressed in tubes of small diameter in opposition to, external forces like gravity
  • 8. APPLICATIONS…  Lubricating oil spread easily on all parts because of their low surface tension.  Cotton dresses are preferred in summer because cotton dresses have fine pores which act as capillaries for sweat.  Dirt get removed when detergents are added while washing clothes because surface tension of water is reduced.
  • 9.  The absorption of ink by a blotting paper is due to capillary action, as the blotting paper is porous. When it is placed over the ink, the ink raises into the pores. Also rise of oil in the wick of a lamp is due to capillary action.  If one end of a towel is dipped into a bucket of water and the other end hangs over the bucket, the entire towel soon becomes wet due to capillary action.  Supply of water to the leaves at the top of even a tall tree is through capillary rise.
  • 10.  A fabric can be waterproof, by adding suitable waterproofing materials to the fabric. This addition increases the angle of contact, thereby making the fabric waterproof.
  • 11. Fluids Liquids and gases are both fluids: a fluid is any substance that flows and takes the shape of its container.
  • 12. Fluids  The science and technology of the mechanical properties of liquids is called hydraulics.  Similarly, the science and technology of the mechanical properties of air and other gases is called pneumatics.
  • 13. Compressibility Gases are therefore highly compressible: their particles can be forced back closer together.
  • 14. Density This means that their density, their mass per unit volume, is variable. Density has units of kg/m3. VDm V m D 
  • 16. Definition  The net effect is that the molecules at the surface of the liquid experience an inward force toward the bulk.  Such a force pulls the molecules of the interface together and, as a result, contracts the surface, resulting in a surface tension.
  • 17.  This “tension” in the surface is the force per unit length that must be applied parallel to the surface so as to counterbalance the net inward pull.  Interfacial tension is the force per unit length existing at the interface between two immiscible liquid phases and.  the surface and interfacial tensions, have the units of dynes/cm or N/m.
  • 18. Surface Free Energy and Surface Tension  The surface layer of a liquid possesses additional energy as compared to the bulk liquid.  This energy increases when the surface of the same mass of liquid increases and is therefore called surface free energy.
  • 20. Velocity Gradient  The resistance tends to keep the fluid in place.  Law of inertia  The fluid moves most near the object and least farther away.  This is a velocity gradient. yvx  yvx F
  • 21. Law of Viscosity  Newton combined these two proportionalities.  This is the law of viscosity.  A is the area of the solid sliding on the fluid  The constant h is the dynamic viscosity and depends on the type of fluid. y v AF x h yvx F
  • 22. Drag Force  Objects falling through a fluid reach terminal velocity.  For low speeds this is due to viscocity.  Stokes’s Law describes the drag force. rvFd h6 Fg Fb Fd