Some Basic
Definitions in Fluid Mechanics, Properties of Fluid explain with examples…..
Density: Density
indicates the compactness of molecules of fluid means how compact they are
arranged. If the space between any two adjacent molecules is in range of very
small quantity, the fluid will be much denser. Density is a factor that affects
the weight, Flow property, Volume, Mass, Molecular Compaction and many other
relative quantities of Fluid. Density basically specifies How much harder our fluid is?
Simply Mass per unit volume is Density but to learn formula is not
the way to understand Density, the fact what the funda is should also clear. Unit
of density is Kg/m3. A Greek symbol Rho “ρ”
is used to denote it.
Example: Let us assume we take a cube of edge 1m of any
material [volume of this box is 1 cubic meter]. We filled it with water. Now
the amount of mass in that cube as per unit volume is defined as Density of
Fluid. Density of fluid is 1000Kg/m3, means in a cube of edge 1m can contain
1000Kg water.
Density is also called as “Mass Density”.
Density = Mass of
Fluid/ Volume of Fluid
The word Denser even came from the term density. The mass of
water in a closed box is greater than the mass of gas in the same box, that is
why it is clear that the molecules of water has much cohesive property than the
molecules of gas. Hence in the same volume water has a large quantity of
molecules therefore weight and mass of that structure will be large. This all phenomenon
indicates that water is much denser than gas. Similarly in case of Water and
Mercury, Mercury (Hg) occurs little space to cover its molecules and in that
same box Mercury covered a large quantity hence it is denser than water.
Specific Weight: Also
named as “Weight Density”. We were
talking about the mass in the above topic; here the mass term is replaced with
Weight. Thus the term Weight occurred in unit volume is “Specific Weight” of the Fluid. Mathematically Specific
Weight will be equals to weight of the fluid if the container has one cubic
meter volume. Specific weight not includes the amount of matter present in the
fluid but it includes the force (w) exerted
by the molecules towards the earth under the gravitational acceleration (g).
Example: A same cubic container of side 1m is taken. As measurement
occurs in the density case same things are done in this case except measurements
are done taking Weight instead of Mass (m) of Fluid. Simply specific weight
signifies the weight of fluid contained in a unit volume. It specifies the stiffness
a well as the compactness of fluid particles.
Specific Weight =
Weight of Fluid (W) / Volume of Fluid (V)
Sp. Weight = m x g / V ………………….................................... [W = m
x g]
Sp. Weight = Density x g = ρg
Specific Volume: This
property of fluid says that How much
volume will be obtained in 1Kg mass?
It is basically the reciprocal of density. Hence its unit is m3/Kg.
simply the definition for Sp. Volume is “Volume occupied in a unit mass is
called as Sp. Volume.”
Sp. Volume = Volume of Fluid / Mass of Fluid
Sp. Volume = 1 / ρ
Specific Gravity: This
property of fluid is defined in terms of Sp. Weight or weight density. How much percentage of weight density our
liquid has with respect to the standard fluid (taken as water)? A fluid
weight density to standard fluid weight density ratio is termed as Sp. Gravity.
Sp. Gravity
= wt. density of Fluid / wt. density of standard Fluid
In mostly liquid cases standard fluid is taken as Water (which
has pH value of 7) because it is easily available in economy and the all type
of measurements can easily operate upon it. Operations and reactions are conveniently
resulted to the aim in case of water means each type of reaction shows its
result upon it. Air is taken as standard fluid if we are taking measurements
about Gas.
S = wt.
density of Fluid / wt. density of Water
As the nominator and denominator both have same dimensions
so Sp. Gravity is a dimensionless quantity.
Viscosity of Fluid: Viscosity
is another property of fluid (say quality of fluid) which shows its “Quality to Flow in Layers”. The density
and pressure of fluid is not same in all the layers of fluid flow while it
changes from upward to downward incrementally. The liquid becomes denser as dip
high. Hence the refractive index changes undergo due to change in denseness of
fluid from one layer to another. Upper layer weighted upon the adjacent below
layer and by the collision Shear Stresses produced. The below layer is denser
than above so the velocity of above
layer or water surface is higher. The adjacent below layer is respectively
stationary and resists the flow of above layer. This stress produced is Shear
stress in fluids flow.
Viscosity of fluid is denoted by Mu “μ”
and its unit for measurement is N-s/m2.
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