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Input
Power Range
The
capillary wave mechanism that governs ultrasonic atomization
is discussed on The basics page. There,
it was stated that the atomization process is confined to a relatively
narrow input power range. Below the critical power level, there
is insufficient energy to cause atomization. The power range
in which atomization proceeds normally is generally confined
to a narrow region, approximately 1-2 watts above the critical
power level. At power levels above this range, the liquid is
literally "ripped apart" by the excess energy provided,
causing large chunks of material to be expelled, rather than
the characteristic soft spray of fine drops. This condition is
known as cavitation.
The exact
magnitude of power required depends on several factors. These
include:
- Nozzle
type
- Liquid
characteristics (e.g. viscosity, solids content)
- Flow
rate
Each
nozzle type, because of its specific geometry and other factors,
will generally have a different critical power level for the
same liquid. For example, the critical power level of a 48 kHz
nozzle, designed with a conical atomizing surface to deliver
a wide spray pattern at substantial flow rates, will generally
be in the neighborhood of 3.5-4 watts of input power when atomizing
water. Another nozzle, operating at the same frequency, but designed
for microflow operation (a very small atomizing surface), may
require only 2 watts to atomize water.
The type
of liquid being atomized strongly influences the minimum power
level. More viscous liquids or liquids with high solids content
generally increase the minimum power requirement. For example,
the 48 kHz nozzle with a conical atomizing surface mentioned
in the last paragraph, might require at least 8 watts of input
power if the liquid being atomized were a 20% solids-content,
isopropanol based material. See The Compatibility
of Ultrasonic Atomization with Various Liquids for further
information on how the nature of a liquid determines whether
or not a material is a good candidate for ultrasonic atomization.
The flow
rate also plays a role in determining minimum power level. For
a given nozzle, the higher the flow rate, the higher will be
the power required, since the nozzle is working harder at higher
flow rates. See Flow Rate Ranges and Liquid
Delivery Issues
for further information on how flow rates bear on a nozzle's
capabilities to atomize.
Temperature
Limitations
The
piezoelectric transducers that comprise the active elements of
ultrasonic nozzles are limited as to maximum operating temperature.
The limit is characterized by the Curie point, defined as the
temperature at which the piezoelectric property of a material
vanishes, as a result of the loss of its permanent polarization.
For the lead zirconate-titanate transducers used in ultrasonic
nozzles, the Curie point is just over 300 degrees C.
However,
this does not mean that the transducers can be operated at temperatures
anywhere near this limit, because the degradation in piezoelectric
performance degrades gradually, not suddenly, with increasing
operating temperature. A practical upper limit is approximately
150 degrees C. There is no lower temperature limit.
Therefore,
the nozzles incorporating these transducers are likewise limited
as to operating temperature, both in terms of the environment
in which they can be placed and the temperature of the liquid
running through them. Methods have been developed for air or
gas cooling so that it is possible to operate nozzles at elevated
temperatures under certain circumstances. Another factor that
must be included in the thermal equation is that the nozzles
themselves generate some heat. It is possible for a nozzle operating
at a high power and at a 100% duty cycle to experience a 30 degree
C temperature rise. Although this represents an extreme case,
this factor should be remembered in assessing what, if any, cooling
is required.
Consult
Sono-Tek if you have an application that involves elevated temperatures.
A solution is usually available.

Click here for more information on ordering the new book, Ultrasonic
Atomization, Theory and Application.
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