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- What is a spray? A spray is defined as a flow of individual liquid droplets
evolving in a surrounding gaseous medium. Each droplet has
its own diameter and velocity and may collide and coalesce
with other droplets.

- How do you characterize the spray? The most significant spray characteristics are
the drop-size distribution, the drop-velocity distribution, the
density (number of droplets per unit volume), the spatial
distribution (local volume fraction), and drop temperature.

- What is drop size distribution? It is an information about the drop sizes and the number of droplets corresponding to that size in a spray. It is just a graph of count V/s size. From the below mentioned graph, it is evident that droplets in the size range of 16 to 55 micro meters cover the majority portion of the spray.

- What are the instruments for measuring drop size distribution?One of the most common measurement techniques is Phase Doppler Anemometer (PDA), interferometric laser imaging for droplet sizing (ILIDS) with glare-points technique (GPT),

- What is velocity distribution in sprays? It is analogous to drop size distribution. It is an information about the velocity of the droplets at different locations. The figure below shows a typical Velocity distribution data for a spray. You can see that the velocity of the droplets near the center line is higher than the droplets near the spray boundary.

- What is the density of the spray? It is the number of droplets per unit volume.7

- What is D32/Sauter Mean Diameter? Sauter Mean Diameter (expressed as SMD, d
_{32} ) is an average of particle size. It is defined as the diameter of a sphere that has the same volume/surface area ratio as a particle of interest. In other words it the diameter of a drop having the same volume/surface area ratio as the entire spray.

- What are the spray characteristics diameters
apart form SMD?
**Arithmetic Mean Diameter (D10)-**The
average of the diameters of all the droplets in the spray sample.

**Volume Mean Diameter (D30)**-** **It is the
diameter of a droplet whose volume, if multiplied by the total number of
droplets, will equal the total volume of the sample.

**Sauter Mean Diameter (D32)-** It is the diameter of a droplet whose ratio of volume to
surface area is equal to that of the complete spray sample.

**Mass (Volume) Median**** ****Diameter (DV0.5)/MMD**-** **It is the
diameter which divides the mass (or volume) of the spray into two equal halves.
Thus 1/2 of the total mass is made up of droplets with diameters smaller than
this number and the other half with diameters that are larger.

- DV0.1 would represent the diameter of which 10% of droplets are
smaller than and DV0.9 would represent the diameter that 90% of droplets are
smaller than

- What is Ohnesorge number?

This number is used initially to account
for the influence of viscosity drop break up. The Ohnesorge number is a
dimensionless constant to describe the tendency of a drop to either stay
together or fly apart by comparing viscous forces with inertial and surface
tension forces.

Larger Ohnesorge numbers indicates the
profound influence of viscosity.

To account for the liquid viscosity in
droplet formation, the appropriate non-dimensional number is the *Ohnesorge
number* which represents the ratio of internal viscosity
dissipation to the surface tension energy. The *Ohnesorge number* may
be written in terms of the square root of the Weber number divided by
the Reynolds number. The *Ohnesorge number* is sometimes also
referred to as stability number, viscosity number, Laplace number, or Z number.
It is independent on the velocity and therefore only adequate to describe
droplet ejection in conjunction with the *Weber number*. The lower
the *Ohnesorge number* the weaker are the friction losses due to
viscous forces. This means that most of the inserted energy converts into
surface tension energy, i. e. a droplet can be formed. The higher
the *Ohnesorge number* the more dominant is the internal viscous
dissipation. This means that most of the inserted energy converts into internal
viscous dissipation.

- What is Webber Number?

It is the ratio of disruptive aerodynamic
forces to consolidating surface tension forces. Higher the Webber Number higher the deforming
external pressure forces and represents greater tendency to breakup.

*We = ρ v*^{2} l /
σ
*Where:**We = Weber number (dimensionless)**ρ = density of fluid (kg/m*^{3},
lb/ft^{3})*v = velocity of fluid (m/s, ft/s)**l = characteristic length (m, ft)**σ = surface tension (N/m)*

- What is critical Webber Number?

It the Webber Number at which the
aerodynamics forces equals to surface tension forces.

We_{crit }= 8/C_{d} Where C_{d}=Drag
co-efficient.

_{32}) is an average of particle size. It is defined as the diameter of a sphere that has the same volume/surface area ratio as a particle of interest. In other words it the diameter of a drop having the same volume/surface area ratio as the entire spray.**Arithmetic Mean Diameter (D10)-**The average of the diameters of all the droplets in the spray sample.^{2}l / σ

^{3}, lb/ft

^{3})