Prior Art:
-
All double piston, single-element or multi-elements sandwich acoustic transducers,
piezoelectric and magnetostrictive stacks, and all types of traditional Bolted Langevin
Transducers, as well as Ultrasonic Cleaning and Ultrasonic Welding transducers
operating on a constant resonant frequency (or in a relatively narrow vicinity
around certain resonant frequency; -meaning in the frequency interval less than
10% of resonant frequency), and their Ultrasonic Power Supplies (or ultrasonic
Generators) tuned to operate and track the constant resonant frequency, belong to the
Prior Art in the field of acoustic, sonic and ultrasonic sources. Double piston and
constant resonant frequency oscillating mode (axial both side contraction-extension
mode) is an essential characteristic of all Prior Art transducers.
-
European patents regarding Ultrasonic Transducers:
-
Applicant and Inventor: Miodrag Prokic, 2400 Le Locle
EP 1 060 798 A1, Date of filing: 18.06.1999, Date of publication: 20.12.2000
Applicant: Gould Inc. Inventor: Thompson, Stephen
Publication number: 0 209 238, A2, int. Cl.: H 04 R 17/10, from 21.01.87
-
U.S. Patent Documents regarding Ultrasonic Transducers:
4,537,511 |
8/1985 |
Frei |
310/323 |
5,200,666 |
4/1993 |
Walte et al. |
310/323; 310/325 |
2,990,482 |
6/1961 |
Kenny |
310/323 |
3,546,498 |
12/1970 |
McMaster et al. |
310/323 |
3,578,993 |
5/1971 |
Russell |
310/323 |
3,777,189 |
12/1973 |
Skinner et al. |
310/328 |
3,975,698 |
8/1976 |
Redman |
310/328 |
4,352,039 |
9/1982 |
Hagood et al. |
310/328 |
3,331,589 |
7/1967 |
Hammit et al. |
366/118 X |
3,381,525 |
5/1968 |
Kartluke et al. |
310/323 X |
3,421,939 |
1/1969 |
Jacke |
134/1 |
3,542,345 |
11/1970 |
Kuris |
366/118 X |
3,628,071 |
12/1971 |
Harris et al. |
310/323 X |
3,672,823 |
6/1972 |
Boucher |
134/1 X |
3,680,841 |
8/1972 |
Yagi et al. |
366/118 |
3,698,408 |
10/1972 |
Jacke |
366/127 X |
3,945,618 |
3/1976 |
Shoh |
366/118 |
4,016,436 |
4/1977 |
Shoh |
310/323 |
BACKGROUND OF THE INVENTION:
-
All today's ultrasonic actuators or transducers (Prior Art) are oscillating in a kind of
simple or mixed, constant-frequency contraction-extension vibration mode. This usual
mode of oscillations can be described when one or more, axial, lateral or any other
space dimension of transducer is/are periodically changing length (following some
simple sinusoidal function). Briefly, we can say/simplify that all conventional (industrial,
material processing, moderate and high power) ultrasonic sources (performing
contraction-extension) have as an input certain (constant frequency) oscillating electrical
signal, and producing as an output, (proportional) oscillating (mechanical) amplitude.
-
The high power ultrasonic system (the subject of this invention; - see Fig. 1) generates
multimode and high power mechanical oscillations in a certain mechanical system, over
a wide frequency range. This is in contrast to conventional power ultrasonic systems,
which operate at a single frequency. In addition the method of driving these transducers
is optimized.
-
Every elastic mechanical system has many vibration modes, plus harmonics and sub
harmonics, both in low and ultrasonic frequency domains. Many of vibrating modes could
be acoustically and/or mechanically coupled, and others would stay relatively
independent. Here described multimode ultrasonic source has the potential to
synchronously excite many vibrating modes (including harmonics and sub harmonics),
producing a uniform and homogenous repetition of high intensity vibrations.
-
The oscillations of here-described ultrasonic source are not random - rather they follow a
consistent pulse-repetitive pattern, frequency and amplitude-modulated by the control
system. This avoids the creation of stationary or standing waves (typically produced by
traditional ultrasonic systems operating at a single frequency) that generate regions of
high and low acoustic activity.
-
This technique (multimode and wide-band excitation) is beneficial in many other
applications, e.g. Liquid processing, fluid atomization, powders production, artificial aging
of solids and liquids, accelerated stress relief, advanced ultrasonic cleaning, liquid metal
treatment, surface coating, accelerated electrolysis, mixing and homogenizing of any
fluid, waste water treatment, water sterilization, accelerated heat exchange...
-
A Multifrequency Ultrasonic Structural Actuator (see Fig. 1) consist of:
- A) Sweeping-frequency Ultrasonic Power Supply (including all regulations, controls and
protections),
- B) High Power Ultrasonic Converter (see also Patent EP 1 060 798 A1),
- C) Acoustical Wave-guide (metal rod, aluminum, titanium), which connects ultrasonic
transducer with an acoustic load, oscillating body, resonator...
- D) Acoustical Load (mechanical resonating body, sonoreactor, radiating ultrasonic tool,
sonotrode, test specimen, vibrating tube, vibrating sphere, a mold, solid or fluid
media, autoclave...),
- E) Sensors of acoustical activity fixed on/in/at an Acoustical Load (accelerometers,
ultrasonic flux meters, cavitation detectors, laser vibrometer/s...), which are creating
regulation-feedback between the Acoustical Load and Ultrasonic Power Supply.
-
-
A strong mechanical coupling of high power ultrasonic converter (B) to the test specimen
or acoustical load (D) is realized using acoustic-wave guide metal rod (C). Ultrasonic
converter (B) is electrically connected to the ultrasonic power supply (A), or ultrasonic
multimode generator. Acoustic activity sensors (E) are realizing feedback (for the
purpose of automatic process control) between Acoustical Load (D) and Ultrasonic
Power Supply (A).
The important background (Prior Art) about PLL (auto resonant-frequency
control) of mechanically and acoustically loaded ultrasonic transducer/s
-
In applications such as Ultrasonic Welding, single operating, well-defined, resonant frequency transducers
are usually used (operating often on 20, 40 and sometimes around 100 kHz and much higher). In recent
time, some new transducer designs can be driven on limited sweeping frequency intervals (applied to a
single transducer: see also Patent EP 1 060 798 A1).
-
In Sonochemistry and Ultrasonic Cleaning we use single or multiple ultrasonic transducers (operating in
parallel), with single resonant frequency, two operating frequencies, multi-frequency regime, and all of the
previously mentioned options combined with frequency sweeping. Frequency sweeping is related to the
vicinity of the best operating (central) resonant frequency of transducer group. Frequency sweeping can
also be applied in a low frequency (PWM, ON-OFF) group modulation (producing pulse-repetitive ultrasonic
train, sometimes-called digital modulation).
-
Also, multi-frequency concept can be used in Sonochemistry and Ultrasonic Cleaning when we can drive a
single transducer on its ground (basic, natural) frequency and on several higher frequency harmonics
(jumping from one frequency to another, without changing transducer/s).
-
Real time and fast automatic resonant (or optimal operating frequency) control/tuning of ultrasonic
transducers is one of the most important tasks in producing (useful) ultrasonic energy for different
technological applications, because in every application we should realize/find/control:
- 1 ° The best operating frequency regime in order to stimulate only desirable vibrating modes.
- 2° To deliver a maximum of real or active power to the load (in a given/found operating frequency domain/s).
- 3° To keep ultrasonic transducers in a pulse-by-pulse, real time, safe operating area regarding all critical
overload/overpower situations, or to protect them against: over-voltage. over-current, overheating, etc.
-
-
All of the previously mentioned (control and protecting) aspects are so interconnected, that none of them can
be realized independently, without the other two. All of them also have two levels of control and internal
structure:
-
Up to a certain (first) level, with the design and hardware, we try to insure/incorporate the most important
controls and protecting, (automatic) functions.
At the second level we include certain logic and decision-making algorithm (software) that takes care of real-time
and dynamic changes and interconnections between them.
-
It is necessary to have in mind that in certain applications (such as ultrasonic welding), operating and loading
regime of ultrasonic transducer changes drastically in relatively short time intervals, starting from a very
regular and no-load situation (which is easy to control), going to a full-load situation, which changes all
parameters of ultrasonic system (impedance parameters, resonant frequencies...). In a no-load and/or low
power operation, ultrasonic system behaves as a typically linear system; however, in high power operation
the system becomes more and more non-linear (depending on the applied mechanical load). The presence
of dynamic and fast changing, transient situations is creating the absolute need to have one frequency auto
tuning control block, which will always keep ultrasonic drive (generator) in its best operating regime (tracking
the best operating frequency).
The meaning of mechanical loading of ultrasonic transducers:
-
Mechanical loading of the transducer means realizing contact/coupling of the transducer with a fluid, solid or
some other media (in order to transfer ultrasonic vibrations into loading media). All mechanical
parameters/properties (of the load media) regarding such contact area (during energy transfer) are
important, such as: contact surface, pressure, sound velocity, temperature, density, mechanical impedance,
... Mechanical load (similar to electrical load) can have resistive or frictional character (as an active load),
can be reactivelimaginary impedance (such as masses and springs are), or it can be presented as a
complex mechanical impedance (any combination of masses, springs and frictional elements). In fact, direct
mechanical analogue to electric impedance is the value that is called Mobility in mechanics, but this will not
influence further explanation. Instead of measuring complex mechanical impedance (or mobility) of an
ultrasonic transducer, we can easily find its complex electrical impedance (and later on, make important
conclusions regarding mechanical impedance). Mechanical loading of a piezoceramic transducer is
transforming its starting impedance characteristic (in a no-load situation in air) into similar new impedance
that has lower mechanical quality factor in characteristic resonant area/s. There are many electrical
impedance meters and network impedance analyzers to determine/measure full (electrical) impedance-phase-frequency
characteristic/s of certain ultrasonic transducers on a low sinus-sweeping signal (up to 5 V
rms.). However, the basic problem is in the fact that impedance-phase-frequency characteristics of the
same transducer are not the same when transducer is driven on higher voltages (say 200 Volts/mm on
piezoceramics). Also, impedance-phase-frequency characteristics of one transducer are dependent on
transducer's (body) operating temperature, as well as on its mechanical loading. It is necessary to mention
that measuring electrical Impedance-Phase-Frequency characteristic of one ultrasonic transducer
immediately gives almost full qualitative picture about its mechanical Impedance-Phase-Frequency
characteristic (by applying a certain system of electromechanical analogies). We should not forget that
ultrasonic, piezoelectric transducer is almost equally good as a source/emitter of ultrasonic vibrations and as
a receiver of such externally present vibrations. While it is emitting vibrations, the transducer is receiving its
own reflected (and other) waves/vibrations and different mechanical excitation from its loading environment.
It is not easy to organize such impedance measurements (when transducer is driven full power) due to high
voltages and high currents during high power driving under variable mechanical loading. Since we know that
the transducer driven full power (high voltages) will not considerably change its resonant points (not more
than ±5% from previous value), we rely on low signal impedance measurements (because we do not have
any better and quicker option). Also, power measurements of input electrical power into transducer,
measured directly on its input electrical terminals (in a high-power loading situation) are not a simple task,
because we should measure RMS active and reactive power in a very wide frequency band in order to be
sure what is really happening. During those measurements we should not forget that we have principal
power delivered on a natural resonant frequency (or band) of one transducer, as well as power components
on many of its higher and lower frequency harmonics. There are only a few available electrical power
meters able to perform such selective and complex measurements (say on voltages up to 5000 Volts,
currents up to 100 Amps, and frequencies up to 1 MHz, just for measuring transducers that are operating
below 100 kHz).
Optimal driving of ultrasonic transducers:
-
For optimal transducer efficiency, the best situation is if/when transducer is driven in one of its mechanical
resonant frequencies, delivering high active power (and very low reactive power) to the loading media.
Since usually resonant frequency of loaded transducer is not stable (because of dynamical change of many
mechanical, electrical and temperature parameters), a PLL resonant frequency (in real-time) tracking system
has to be applied. When we drive transducer on its resonant frequency, we are sure that the transducer
presents dominantly resistive load. That means that maximum power is delivered from ultrasonic power
supply (or ultrasonic generator) to the transducer and later on to its mechanical load. If we have a reactive
power on the transducer, this can present a problem for transducer and ultrasonic generator and cause
overheating, or the ultrasonic energy may not be transferred (efficiently) to its mechanical load. Usually, the
presence of reactive power means that this part of power is going back to its source. The next condition that
is necessary to satisfy (for optimal power transfer) is the impedance matching between ultrasonic generator
and ultrasonic transducer, as well as between ultrasonic transducer and loading media. If optimal resonant
frequency control is realized, but impedance/s matching is/are not optimal, this will again cause transducer
and generator overheating, or ultrasonic energy won't be transferred (efficiently) to its mechanical load.
Impedance matching is an extremely important objective for realizing a maximum efficiency of an ultrasonic
transducer (for good impedance matching it is necessary to adjust ferrite transformer ratio and inductive
compensation of piezoelectric transducer, operating on a properly controlled resonant frequency). Output
(vibration) amplitude adjustments, using boosters or amplitude amplifiers (or attenuators) usually adjust
mechanical impedance matching conditions. Recently, some ultrasonic companies (Herman, for instance)
used only electrical adjustments of output mechanical amplitude (for mechanical load matching), avoiding
any use of static mechanical amplitude transformers such as boosters (this way, ultrasonic configuration
becomes much shorter and much more load-adaptable/flexible, but its electric control becomes more
complex). By the way, we can say that previously given conditions for optimal power transfer are equally
valid for any situation/system where we have energy/power source and its load (To understand this problem
easily, the best will be to apply some of the convenient systems of electromechanical analogies).
-
It is important to know that Impedance-Phase-Frequency characteristics of one transducer (measured on a
low sinusoidal-sweeping signal) are giving indicative and important information for basic quality parameters
of one transducer, but not sufficient information for high power loaded conditions of the same transducer.
Every new loading situation should be rigorously tested, measured and optimized to produce optimal
ultrasonic effects in a certain mechanical load.
-
It is also very important to know that safe operating limits of heavy-loaded ultrasonic transducers have to be
controlled/guaranteed/maintained by hardware and software of ultrasonic generator. The usual limits are
maximal operating temperature, maximal-operating voltage, maximal operating current, maximal operating
power, operating frequency band, and maximum acceptable stress. All of the previously mentioned
parameters should be controlled by means of convenient sensors, and protected/limited in real time by
means of special protecting components and special software/logical instructions in the control circuits of
ultrasonic generator. A mechanism of very fast overpower/overload protection should be intrinsically
incorporated/included in every ultrasonic generator for technologically complex tasks. Operating/resonant
frequency regulation should work in parallel with overpower/overload protection. Also, power regulation and
control (within safe operating limits) is an additional system, which should be synchronized with operating
frequency control in order to isolate and select only desirable resonances that are producing desirable
mechanical output.
-
Electronically, we can organize extremely fast signal processing and controls (several orders of magnitude
faster than the mechanical system, such as ultrasonic transducer, is able to handle/accept). The problem
appears when we drive ultrasonic configuration that has high mechanical quality factor and therefore long
response time, which is when mechanical inertia of ultrasonic configuration becomes a limiting factor. Also,
complex mechanical shapes of the elements of ultrasonic configuration are creating many frequency
harmonics, and low frequency (amplitude) modulation of ultrasonic system influencing system instability that
should be permanently monitored and controlled. We cannot go against physic and mechanical limitations
of a complex mechanical system (such as ultrasonic transducer and its surrounding elements are), but in
order to keep ultrasonic transducer in a stable (and most preferable) regime we should have absolute control
over all transducer loading factors and its vital functions (current, voltage, frequency...). This is very
important in case of applications like ultrasonic welding, where ultrasonic system is permanently commuting
between no-load and full load situation. In a traditional concept of ultrasonic welding control we can often
find that no-load situation is followed by the absence of frequency and power control (because system is not
operational), and when start (switch-on) signal is produced, ultrasonic generator initiates all frequency and
power controls. Some more modern ultrasonic generators memorize the last (and the best found) operating
frequency (from the previous operating stage), and if control system is unable to find the proper operating
frequency, the previously memorized frequency is taken as the new operating frequency. Usually this is
sufficiently good for periodically repetitive technological operations of ultrasonic welding, but this situation is
still far from the optimal power and frequency control. In fact, the best operating regime
tuning/tracking/control should mean a 100% system control during the totality of ON and OFF regime, or
during full-load and no-load conditions. Previously described situation can be guaranteed when Power-Off
(=) no-load situation is programmed to be (also) one transducer-operating regime which consumes very low
power compared to Power-ON (=) full-load situation. This way, transducer is always operational and we can
always have the necessary information for controlling all transducer parameters. Response time of
permanently controlled/driven ultrasonic transducers can be significantly faster than in the case when we
start tracking and control from the beginning of new Power-ON period.
-
When transducers are driven full power, it happens in the process of harmonic oscillation, so input
electrical energy is permanently transformed to mechanical oscillations. What happens when we stop or
break the electrical input to the transducer? - The generator no longer drives the transducer, and/or they
effectively separate. The transducer still continues to oscillate certain time, because of its
elastomechanical properties, relatively high electro-mechanical Q-factor, and residual potential
(mechanical) energy. Of course, the simplest analogy for an ultrasonic transducer is a certain
combination of Spring-Mass oscillating system. Any piezoelectric or magnetostrictive transducer is a
very good energy transformer. It means that if the input is electrical, the transducer will react by giving
mechanical output; but, if the active, electrical input is absent (generator is not giving any driving signal to
the transducer) and the transducer is still mechanically oscillating (for a certain time), residual electrical
back-output will be (simultaneously) generated. It will go back to the ultrasonic generator through the
transducer's electrical terminals (which are permanently connected to the US generator output). Usually,
this residual transducer response is a kind of reactive electrical power, sometimes dangerous to
ultrasonic generator and to the power and frequency control. It will not be synchronized with the next
generator driving train, or it could damage generator's output switching components.
-
Most existing ultrasonic generator designs do not take into account this residual (accumulated) and
reversed power. In practice, we find different protection circuits (on the output transistors) to suppress
self-generated transients. Obviously, this is not a satisfactory solution. The best would be never to leave
the transducers in free-running oscillations (without the input electrical drive, or with "open" input-electrical
terminals on the primary transformer side). Also, it is necessary to give certain time to the
transducers for the electrical discharging of their accumulated elasto-mechanic energy.
Resonant frequency control under load:
-
Frequency control of high power ultrasonic converters (piezoelectric transducers) under mechanical
loading conditions is a very complex situation. The problem is in the following: when the transducer is
operating in air, its resonant frequency control is easily realizable because the transducer has equivalent
circuit (in the vicinity of this frequency) which is similar to some (resonant) configuration of oscillating R-L-C
circuits. When the transducer is under heavy mechanical load (in contact with some other mass, liquid,
plastic under welding...), its equivalent electrical circuit loses (the previous) typical oscillating
configuration of R-L-C circuit and becomes much more closer to some (parallel or series) combination of
R and C. Using the impedance-phase-network analyzer (for transducer characterization), we can still
recognize the typical impedance phase characteristic of piezo transducer. However, it is considerably
modified, degraded, deformed, shifted to a lower frequency range, and its phase characteristic goes
below zero-phase line (meaning the transducer becomes dominantly capacitive under very heavy
mechanical loading). If we do not have the transducer phase characteristic that is crossing zero line
(between negative and positive values, or from capacitive to inductive character of impedance) we
cannot find its resonant frequency (there is no resonance), because electrically we do not see which one
is the best mechanical resonant frequency.
Active and Reactive Power and Optimal Operating Frequency:
-
The most important thing is to understand that ultrasonic transducers that are used for ultrasonic equipment
(piezoelectric or sometimes magnetostrictive) have complex electrical impedance and strong coupling
between their electrical inputs and relevant mechanical structure (to understand this we have to discuss all
relevant electromechanical, equivalent models of transducers, but not at this time). This is the reason why
parallel or serial (inductive for piezoelectric, or capacitive for magnetostrictive transducers) compensation
has to be applied on the transducer, to make the transducer closer to resistive (active-real) electrical
impedance in the operating frequency range. The reactive compensation is often combined with electrical
filtering of the output, transducers driving signals. Universal reactive compensation of transducers is not
possible, meaning that the transducers can be tuned as resistive impedance only within certain frequencies
(or at maximum in band-limited frequency intervals). Most designers think that this is enough (good
electrical compensation of the transducers), but, in fact, this is only the necessary first step.
-
This time we are coming to the necessity of making the difference between electrical resonant frequency and
mechanical resonant frequency of an ultrasonic converter. In air (non-loaded) conditions, both electrical and
mechanical resonant frequencies of one transducer are in the same frequency point/s and are well and
precisely defined. However, under mechanical loading this is not always correct (sometimes it is
approximately correct, or it can be the question of appearance of some different frequencies, or of something
else like very complicated impedance characteristic). From the mechanical point of view, there is still (under
heavy mechanical load) one optimal mechanical resonant frequency, but somehow it is covered (screened,
shielded, mixed) by other dominant electrical parameters, and by surrounding electrical impedances
belonging to ultrasonic generator. To better understand this phenomenon, we can imagine that we start
driving one ultrasonic transducer (under heavy loading conditions), using forced (variable frequency), high
power sinus generator, without taking into account any PLL, or automatic resonant frequency tuning.
Manually (and visually) we can find an operating frequency producing high power ultrasonic (mechanical)
vibrations on the transducer. As we know, heavy loaded transducer presents kind of dominantly capacitive
electrical impedance (R-C), but it is still able to produce visible ultrasonic/mechanical output (and we know
that we cannot find any electrical pure resonant frequency in it, because there is no such frequency). In fact,
what we see, and what we can measure is how much of active and reactive power circulates from ultrasonic
generator to piezoelectric transducer (and back from transducer to generator). When we say that we can
see/detect a kind of strong ultrasonic activity, it means most probably that we are transferring significant
amount of active/real electrical power to the transducer, and that much smaller amount of reactive/imaginary
power is present, but we cannot be absolutely sure that such loaded transducer has proper resonant
frequency (it could still be dominantly capacitive type of impedance, or some other complex impedance). In
fact, in any situation, the best we can achieve is to maximize active/real power transfer, and to minimize
reactive/imaginary power circulation (between ultrasonic generator and piezoelectric ultrasonic transducer).
If/when our (manually controlled) sinus generator produces/supplies low electrical power, the efficiency of
loaded ultrasonic conversion is also very low, because there is a lot of reactive power circulating inside of
loaded transducer (and back to the generator).
-
Here is the most interesting part of this situation: if we intentionally increase the electrical power that drives the
loaded transducer (keeping manually its best operating frequency, or maximizing real/active power transfer), the
transducer becomes more and more electro-acoustically efficient, producing more and more mechanical output,
and less and less reactive power. Also, thermal dissipation (on the transducer) percentage-wise (compared to the
total input energy) becomes lower. What is really happening: under heavy mechanical loading and high power
electrical driving (on the manually/visually found, best operating frequency, when real power reaches its maximum)
the transducer is again recreating/regaining (or reconstructing) its typical piezoelectric impedance-phase
characteristic which, now, has new phase characteristic passing zero line, again (like in real, oscillatory R-L-C
circuits). Somehow, high mechanical strain and elasto-mechanical properties of total mechanical system (under
high power driving) are accumulating enough (electrical and mechanical) potential energy, and the system is again
coming back, mechanically decoupling itself from its load (for instance from liquid) and/or starting to present
typical R-L-C structure that is easy for any PLL resonant frequency control (having, again, real/recognizable
resonant frequency).
-
Of course, loaded ultrasonic transducer (optimally) driven by high power will have some other resonant
frequency, different than the frequency when it was driven by low power, and also different than its resonant
frequency (or frequencies) in non-loaded conditions (in air), because resonant frequency is moving/changing
according to time-dependant loading situation (in the range of ±5% around previously found resonant
frequency).
-
To better understand the importance of active power maximization, we know that when we have optimal
power transfer (from the energy source to its load), the current and the voltage time-dependant
shapes/functions (on the load) have to be in phase. This means that in this situation electrical load is
behaving as pure resistive, or active load. (Electrically reactive loads are capacitive and inductive
impedances). The next condition (for optimal power transfer) is that load impedance has to be equal to the
internal impedance of its energy source (meaning the generator). In mechanical systems, this situation is
analogous or equivalent to the previously explained electrical situation, but this time force and velocity time-dependant
shapes/functions (on the mechanical load) have to be in phase, which means that in such
situations mechanical load is behaving as pure (mechanically) resistive, or active load. Active mechanical
loads are basically frictional loads (and mechanically reactive loads/impedances are masses and springs in
any combination). We usually do not know/see exactly (and clearly) if we are producing active mechanical
power, but by following/monitoring/controlling electrical power, we know that when we succeed in
producing/transferring certain amount of active electrical power to one ultrasonic transducer, that
corresponds, at the same time, to one directly proportional amount of active mechanical power (dissipated in
mechanical load). Delivering active power to some load usually means producing heat on active/resistive
elements of this load. We also know that productivity, efficiency and quality of ultrasonic action (in
Sonochemistry, plastic welding, ultrasonic cleaning...) strongly and directly depends on how much active
mechanical power we are able to transfer to a certain mechanical load (say to a liquid or plastic, or
something else). When we have visually strong ultrasonic activity, but without transferring significant amount
of active power to the load, we can only be confused in thinking (feeling) that our ultrasonic system is
operating well, but in reality, we do not have big efficiency of such system. Users and engineers working
in/with ultrasonic cleaning know this situation well. Sometimes, we can see very strong ultrasonic waving in
one ultrasonic cleaner (on its liquid surface), but there is no ultrasonic activity and cleaning effects are
missing.
-
In conclusion, it is correct to say that: active electrical power ≅ active mechanical power, for an
electromechanical system where we transfer electrical energy to the mechanical load. Another conclusion is
that we also need to install convenient mechanical/acoustical/ultrasonic sensors which are able to detect,
follow, monitor and/or measure resulting ultrasonic/acoustical/mechanical activity (in real-time) on the
mechanical load, in order to be 100% sure that we are transferring active mechanical power to certain
mechanical load, and to be able to have a closed feedback loop for automatic (mechanical, ultrasonic) power
regulation. For instance, in liquids (Sonochemistry and ultrasonic cleaning applications), the appearance of
cavitation is the principal sign of producing active ultrasonic power. To control this we need sensors of
ultrasonic cavitation. Also, we know that the last step in any energy chain (during electromechanical energy
transfer) is heat energy. By supplying electrical resistive load with electrical energy we produce heat. The
same is valid for supplying mechanical resistive/frictional load with ultrasonic energy, when the last step in
this process is again heat energy (but, again, force and velocity wave shapes of delivered ultrasonic waves
have to be in phase, measured on its load). From the previous commentary we can conclude that the best
sensors for measuring active/resistive ultrasonic energy transfer in liquids are real-time, very fast responding
temperature sensors (or some extremely sensitive thermocouples, and/or thermopiles).
-
There can be a practical problem (for resonant frequency tracking) if we start driving certain transducer full
power, under load, if we are not sure that we know its best operating mechanical resonant frequency
(because we can destroy the transducer and output transistors if we start with a wrong frequency). In real
life, every well designed PLL starts with a kind of low power sweep frequency test (say giving 10% of total
power to the transducer), around its known best operating frequency taking/accepting one frequency interval
that is given in advance. When the best operating resonant frequency is confirmed/found, PLL system
tracks this frequency, and at the same time the power regulation (PWM) increases output power (of
ultrasonic generator) to the desired maximum. Of course, when the transducer is in air (mechanically non-loaded),
previous explanation is readily applicable because we can easily find its best resonant frequency,
and later on we can start gradually increasing the power on the transducer. If starting and operating
situation is with already heavy loaded transducer (which can be represented by dominantly R-C impedance),
the problem is much more serious, because we should know how to recognize (automatically) the optimal
mechanical resonant frequency (without the possibility of using phase characteristic that is crossing zero
line). There are some tricks that may help us realize such control. Of course, before driving one transducer
in automatic PLL regime, we should know its impedance-phase VS frequency properties (and limits) in non-loaded
and fully loaded situations. In order to master previous complexity of driving ultrasonic transducers
(and to explain this situation) we should know all possible and necessary equivalent (electrical) circuits of
non loaded and loaded ultrasonic transducers, where we can see/discuss/adjust different methods of
possible PLL control/s. Since ultrasonic transducer is always driven by using ultrasonic generator which has
output ferrite transformer, inductive compensation and other filtering elements, it is necessary to know the
relevant (and equivalent) impedance-phase characteristics in all of such situations in order to take the most
convenient and proper current and voltage signals for PLL.
-
All previous comments are relevant when driving (input) signal is either sinusoidal or square shaped, but
always with a (symmetrical, internal) duty cycle of 1:1 (Ton: Toff = 1:1), meaning being a regular sinusoidal or
square shaped wave train. There is a special interest in finding a way/method/circuit capable of driving
ultrasonic transducers directly using high power (and high ultrasonic frequency), PWM electrical (input)
signals, because of the enormous advantages of PWM regulating philosophy. Applying special filtering
networks in front of an ultrasonic transducer can be very useful when we want to drive ultrasonic transducer
with PWM signals.
Influence of External Mechanical Excitation:
-
One of the biggest problems for PLL frequency tracking is when ultrasonic (piezoelectric) transducer under
mechanical load, driven by ultrasonic generator, produces mechanical oscillations, but also receives
mechanical response from its environment (receiving reflected waves). Sometimes, received mechanical
signals are so strong, irregular and strangely shaped that equivalent impedance characteristic of loaded
transducer becomes very variable, losing any controllable (typical impedance) shape. It looks like all the
parameters of equivalent electrical circuit of loaded transducer are becoming non-linear, variable and like
transient signals. There is no PLL good enough to track the resonant frequency of such transducer, but
luckily, we can introduce certain filtering configuration in the (electrical) front of transducer and make this
situation much more convenient and controllable (meaning that external mechanical influences can be
attenuated/minimized).
-
Sometimes loaded ultrasonic transducer (in high power operation) behaves as multi-resonant electrical and
mechanical impedance, with its entire equivalent-model parameters variable and irregular. Optimal driving
of such transducer, either on constant or sweeping frequency, becomes uncontrollable without applying a
kind of filtering and attenuation of external vibrations and signals received by the same transducer. In fact,
the transducer produces/emits vibrations and at the same time receives its own vibrations, reflected from the
load. There is a relatively simple protection against such situation by adding a parallel capacitance to the
output piezoelectric transducer. Added capacitance should be of the same order as input capacitance of the
transducer. This way, ultrasonic generator (frequency control circuit) will be able to continue controlling such
transducer, because parallel added capacitance couldn't be changed by transducer parameters variation. In
case of large band frequency sweeping, we can also add to the input transducer terminals certain serial
resistive impedance (or some additional L-R-C filtering network). This way we avoid overloading the
transducer by smoothly passing trough its critical impedance-frequency points (present along the sweeping
interval).
-
In any situation we can combine some successful, useful and convenient PLL procedures with a real/active
power maximizing procedure incorporated in an automatic, closed feedback loop regulation (of course, trying
in the same time to minimize the reactive/imaginary power).
Objectives in ultrasonic processing:
-
Traditional ultrasonic equipment exploits mainly single resonant frequency sources, but it
becomes increasingly important to introduce/use different levels of frequency and
amplitude modulating signals, as well as low frequency (ON - OFF) group, PWM and
digital-modulation in low and high frequency domains (what is the principal subject of this invention). Several modulation levels and techniques could be applied to maximize
the power and frequency range delivered to heavily loaded ultrasonic transducers (and,
this way, many of the above-mentioned loading problems could be avoided or handled in
a more efficient way, that will be described in this invention).
Operating Principles Related to Multifrequency Structural Actuators
(The subject of this invention)
-
Ultrasonic Converter (B), driven by Power Supply (A), is producing a sufficiently strong
pulse-repetitive multifrequency train of mechanical oscillations or pulses (see Fig. 1).
Acoustical load (D), driven by incoming frequency and amplitude modulated pulse-train
starts producing its own vibration and transient response, oscillating in one or more of its
vibration modes or harmonics. As the excitation changes, following the programmed
pattern of the pulse train, the amplitude in these modes will undergo exponential decay
while other modes are excited.
-
A simplified analogy is a single pulsed excitation of a metal bell that will continue
oscillating (ringing) on several resonant frequencies for a long time after the pulse is
over. How long each resonant mode will continue to oscillate after a pulse depends on
mechanical quality factor in that mode.
-
Every mechanical system (in this case the components B, C and D) has many resonant
modes (axial, radial, bending, torsional, ...) and all of them have higher frequency
harmonics. Some of resonant modes are well separated and mutually isolated, some of
them are separated on a frequency scale but acoustically coupled, and some will overlap
each other over a frequency range - these will tend to couple particularly well.
-
Since the acoustical load (D) is connected to an ultrasonic converter (B) by an acoustical
wave-guide (C), acoustical relaxing and ringing oscillations are traveling back and forth
between the load (D) and ultrasonic converter (B), interfering mutually along a path of
propagation. The best operating frequency of ultrasonic converter (B) is found by
adjustment when maximum traveling-wave amplitude is reached, and when a relatively
stable oscillating regime is found. The acoustical load (D) and ultrasonic converter (B)
are creating a "Ping-Pong Acoustical-Echo System", like two acoustical mirrors
generating and reflecting waves between them. For easier conceptual visualization of
this process we can also imagine multiple reflection of a laser beam between two optical
mirrors. We should not forget that the ultrasonic converter (B) is initially creating a
relatively low pulse frequency mechanical excitation, and that the back-and-forth
traveling waves can have a much higher frequency.
-
In order to achieve optimal and automatic process control, it is necessary to install an
amplitude sensor (E) of any convenient type (e.g. accelerometer, ultrasonic flux sensor)
on the Acoustical Load (D). The sensor is connected by a feedback line to the control
system of Ultrasonic Power Supply (A).
-
There is another important effect related to the ringing resonant system described above.
Both the ultrasonic source (B) and its load (D) are presenting active (vibrating) acoustic
elements, when the complete system starts resonating. The back-forth traveling-waves
are being perpetually reflected between two oscillating acoustical mirrors, (B) and (D).
An immanent (self-generated) multifrequency Doppler effect (additional frequency shift,
or frequency and phase modulation of traveling waves) is created, since acoustical
mirrors, (B) and (D), cannot be considered as stable infinite-mass solid-plates. This self-generated
and multifrequency Doppler effect is able to initiate different acoustic effects in
the load (D), for instance to excite several vibrating modes in the same time or
successively, producing uniform amplitude distribution of acoustic waves in acoustic load
(D), etc. For the same reasons, we also have permanent phase modulation of ultrasonic
traveling waves (since opposite-ends acoustic mirrors are also vibrating). We should
strongly underline that the oscillating system described here is very different from the
typical and traditional half-wave, ultrasonic resonating system, where the total axial
length of the ultrasonic system consists of integer number of half-wavelengths.
Generally speaking, here we do not care too much about the ultrasonic system geometry
and its axial (or any other) dimensions. Electronic multimode excitation continuously (and
automatically) searches for the most convenient signal shapes in order to excite many
vibration modes at the same time, and to make any mechanical system vibrate and
resonate uniformly.
-
In addition to the effects described above, the ultrasonic power supply (A) is also able to
produce variable frequency-sweeping oscillations around its central operating frequency
(with a high sweep rate), and has an amplitude-modulated output signal (where the
frequency of amplitude modulation follows sub harmonic low frequency vibrating modes).
This way, the ultrasonic power supply (A) is also contributing to the multi-mode ringing
response (and self-generated multifrequency Doppler effect) of an acoustical load (D).
The ultrasonic system described here can drive an acoustic load (D) of almost any
irregular shape and size. In operation, when the system oscillates we cannot find stable
nodal zones, because they are permanently moving as a result of the specific signal
modulations coming from Ultrasonic Power Supply (A)).
-
It is important to know that by exciting an acoustical load (D) we could produce relatively
stable and stationary oscillations and resonant effects at certain frequency intervals, but
also dangerous and self-destructive system response could be generated at other
frequencies. Everything depends on the choice of the central operating frequency,
sweeping-frequency interval and ultrasonic signal amplitudes from the ultrasonic power
supply (A). Because of the complex mechanical nature of different acoustic loads (D), we
must test carefully and find the best operating regimes of the ultrasonic system (B, C, D),
starting with very low driving signals (i.e. with very low ultrasonic power). Therefore an
initial test phase is required to select the best operating conditions, using a resistive
attenuating dummy load in serial connection with the ultrasonic converter (A). This
minimizes the acoustic power produced by ultrasonic converter, and can also dissipate
accidental resonant power. When the best driving regime is found, we disconnect the
dummy load and introduce full electrical power into ultrasonic converter. The best
operating ultrasonic regimes are those that produce very strong mechanical oscillations
(or high and stable vibrating, mechanical amplitudes) with moderate output (electric)
power from the ultrasonic power supply. The second criterion is that thermal power
dissipation on the total mechanical system continuously operating in air (with no
additional system loading) is minimal. Differently formulated, low thermal dissipation on
mechanical system (B, C, D) means that the ultrasonic power supply (A) is driving the
ultrasonic converter (B) with limited current and sufficiently high voltage, delivering only
the active or real power to a load. The multifrequency ultrasonic concept described here
is a kind of "Maximum Active Power Tracking System", which combines several PLL and
PWM loops. The actual size and geometry of acoustical load are not directly and linearly
proportional to delivered ultrasonic driving-power. It can happen that with very low input-ultrasonic-power,
a bulky mechanical system (B, C, D) can be very strongly driven (in air,
so there is no additional load), if the proper oscillating regime is found.
-
Traditionally, in high power electronics, when driving complex impedance loads (like
ultrasonic transducers) in resonance, PLL (Phase Locked Loop) is related to a power
control where load voltage and current have the same frequency, and in order to
maximize the Active Load Power we make zero phase difference between current and
voltage signals (controlling the driving voltage frequency). In modern Power Electronics
we use Switch-Mode operating regimes (for driving Half or Full Bridge, or some other
output transistors configuration/s). The voltage shape on the output of the Power Bridge
is square shaped (50% Duty Cycle), and current (in case of R/L/C resonant circuits as
electrical loads) always has a sinusoidal shape. Here we are dealing with a time domain
current and voltage signals.
-
This invention describes the Best Frequency Fitting in the Power domain (=) Power-BFF
concept (the name Power-BFF is given here for the purpose of abbreviating long
names), as the most general case of transducers driving (valid for here introduced,
Multifrequency Structural Actuators, for wide-frequency-band driving of complex R/L/C
resonant circuits, such as ultrasonic transducers).
-
The special ultrasonic power supply, (A), Fig. 1, (applicable for Multifrequency Structural
Actuators) is delivering square shaped, PWM and modulated-frequency output (driving
voltage signal), causing that the load (output) current presents multifrequency and multicomponent
(basically periodical, sinusoidal) signal (of course, the load current can also
have the same frequency as the driving voltage signal, but this would be the case of
traditional PLL). Again we have the same objective: To maximize the Active Load
Power, but now we cannot use the simple and traditional PLL concept in order to make
the phase difference between the output voltage and current to be equal zero (operating
only on its principal resonant frequency), since complex R/L/C oscillating circuits usually
have coupled and mutually dependant sub-harmonics and higher frequency harmonics
(which are also present at the load side; -visible as the load-current and load-voltage
modulation/s). Here we deal with the time and frequency domains of the real time
output-power-signal (as well as with time domains of corresponding load current and
voltage signals and their harmonics). This method (Power-BFF) looks like creating the
multiple PLL-s between the envelope of the output active power signal and certain
frequency-modulating signal (PLL with sub-harmonic/s in a low frequency domain),
combined with the second PLL ("in-average-PLL") between the high (resonant)
frequency output load current and voltage (this way practically realizing a double PLL
frequency control). The second very important objective for BFF is that complete power
inverter/converter or any other type of AC-power supply should look to the principal Main
AC power input like 100% resistive load (PF=1 = Power Factor).
-
We can summarize the traditional PLL concept as:
Input values, Source CAUSE ⇒ (driving voltage)
|
Produced Response CONSEQUENCE/s (output current)
|
Regulation method in order to get maximal Active Output Power
|
Square (or sine) shaped driving-voltage on the output Power Bridge |
Sinusoidal output current |
To control the driving-voltage frequency in order to get minimal phase difference between output Load Voltage and Current signals. |
Relatively Stable driving frequency (or resonant frequency) |
Load Voltage and Current have the same frequency |
To control the current and/or voltage amplitude's in order to get necessary Active Power Output (and to realize correct impedance matching) |
-
All over-power, over-voltage, over-current and over-temperature regulations, limitations and protections (pulse-by-pulse
and in average) should be implemented.
-
The new Power-BFF, Multifrequency Actuator concept can be summarized as:
Input values, Source CAUSE ⇒ (driving voltage) | Produced Response CONSEQUENCE/s (output current) | Regulation method in order to get maximal Active Output Power: The average phase differences between the output HF current and voltage and their subharmonies (on the output ferrite transformer) should be minimal (in average) |
Square shaped voltage on the output Power Bridge: PWM + Band Limited, Frequency Modulation (+ limited phase modulation in some applications) | Multi-mode or single sinusoidal output current (or ringing decay current) with Variable operating frequency + Harmonics | First PLL at resonant frequency: To control the central operating frequency (of a driving-voltage signal) in order to produce the Active Load Power to be much higher than its Reactive Power. To realize the maximal input (LF) power factor (PF = cos(theta) = 1). |
Stable central operating, driving frequency + band limited frequency modulation (+ limited phase modulation in some applications) | Stable mean operating (Load) frequency coupled with the driving-voltage central operating frequency, as well as with harmonics | To make that complete power inverter/converter looks like resistive load to the principal Main Supply AC power input. To realize the maximal input (LF) power factor (PF = cos(theta) = 1). |
Output transformer is "receiving" reflected harmonics (current and voltage components) from its load. | Particular frequency spectrum/s of a Load Voltage and Current could sometimes cover different frequency ranges. | Second PLL at modulating (subharmonic) frequency: To control the modulating frequency in order to produce limited RMS output current, and maximal Active Power (on the load). To realize maximal input (LF) power factor (PF = cos(theta) = 1). |
-
All over-power, over-voltage, over-current and over-temperature regulations, limitations
and protections (pulse-by-pulse and in average) should be implemented. Safe operating
components margins should be chosen sufficiently higher than in the cases of traditional,
single frequency PLL systems.
-
The New BFF (multiple "In Average-PLL") concept is the most general case of Maximum
Active Power Tracking and it covers the Traditional PLL concept. A number of variations
of Power-BFF are imaginable depending on resonant-load applications (like suppressing
or stimulating certain operating frequencies or harmonics, implementing frequency
sweeping, or randomized frequency and phase modulation/s etc.). Traditionally the PLL
concept is applied to immediate load current and voltage signals, and in Power-BFF we
apply the similar concept to the immediate active load-power signal. In any case the
principal objectives are to realize optimal and maximal active power transfer to the load,
and that complete power system (in-average, time-vise) looks like resistive load to the
main supply input, and this is exactly how Multifrequency Structural Actuators operate.
Applications of Multifrequency Structural Actuators
-
The spectrum of various imaginable applications related to above described
multifrequency structural ultrasonic actuators could be illustrated by the following list:
- 1. Ultrasonic liquid processing
- mixing and homogenization
- atomization, fine spray production
- surface spray coating
- metal powders production and surface coating with powders
- 2. Sonochemical reactors
- 3. Water sterilization
- 4. Heavy duty ultrasonic cleaning in open-air or pressurized vessels
- 5. Pulped paper activation (paper production technology)
- 6. Liquid degassing, or liquid gasifying (depending of how sonotrode is
introduced in liquid)
- 7. De-polymerization (recycling in a very high intensity ultrasound)
- 8. Accelerated polymerization or solidification (adhesives, plastics...)
- 9. High intensity atomizers (cold spay and vapor sources). Metal atomizers.
- 10. Profound surface hardening, impregnation and coating
- surface hardening (implementation of hard particles)
- capillary surface sealing
- impregnation of aluminum oxide after aluminum anodizing
- surface transformation, activation, protection
- 11. Material aging and stress release on cold
- Shock testing. 3-D random excitation
- 12. Complex vibration testing (NDT, Structural defects detection, Acoustic
noise...)
- accelerated 3-dimensional vibration test in liquids
- leakage and sealing test
- structural stability testing of Solids
- unscrewing bolts testing
- 13. Post-thermal treatment of hardened steels (cold ultrasonic treatment)
- elimination of oxides and ceramic composites from a surface
- profound surface cleaning
- residual stress release, artificial aging, mechanical stabilization
- 14. Ultrasonic replacement for thermal treatment. Accelerated thermal treatment of
metal and ceramic parts in extremely high intensity ultrasonic field in liquids.
- 15. Surface etching
- abrasive and liquid treatment
- active liquids (slightly aggressive)
- combination of active liquids and abrasives
- 16. Surface transformation and polishing
- combination of abrasives and active liquid solutions
- electro-polishing and ultrasonic treatment
- 17. Extrusion (of plastics and metals) assisted by ultrasonic vibrations
- special ultrasonic transducers in a direct contact with extruder
- 18. Founding and casting (of metals and plastics) assisted by ultrasound
- vacuum casting, homogenization, degassing
- micro-crystallization, alloying, mixing of different liquid masses
- 19. Adhesive testing
- aging test
- accelerated mechanical resistance testing
- accelerated moisture and humidity testing
- 20. Corrosion testing
- in different liquids
- in corrosive liquid, vapor phase
- 21. Ultrasonic and vibrations, plastic and metal welding...
-
SUMMARY OF THE INVENTION:
-
It is an object of the present invention to provide Multifrequency and Multimode
oscillating Actuator tracking and exciting a selected group of natural resonant modes of
its acoustic load.
-
It is another object of the present invention to produce device capable of efficient
Multifrequency driving of external medium masses of arbitrary shapes and sizes without
necessity of realizing precise resonant tuning and impedance matching between the
transducer and external oscillating mass (on a stable and single resonant frequency), all
of that is impossible using traditional ultrasonic systems.
-
It is another object of the present invention to produce device capable to be separated
with long solid rod from external medium mass and to introduce strong wide-band
structural vibrations into heavy duty operating conditions without necessity of resonant
tuning and impedance matching (on a stable and single resonant frequency) between the
transducer and external oscillating mass.
-
It is another object of the present invention to produce device capable to penetrate
arbitrary thick and arbitrary shaped solid masses and to introduce strong wide-band
vibrations into heavy duty operating conditions without necessity of resonant tuning and
impedance matching between the transducer and external mass (on a stable and single
resonant frequency).
-
It is still a further object of this invention to achieve the preceding objects in a relatively
compact, lightweight and inexpensive device.
-
The present invention achieves the above objects by realizing wide-band, "Maximum
Active Power (multifrequency) tracking" delivering complex vibrations to an ultrasonic
transducer and to its mechanical load, all of that already described in this invention, or
realizing the specific Ultrasonic Power Supply able to perform multifrequency and
multimode transducer-driving.
-
These, together with other objects and advantages, which will be subsequently apparent,
reside in the details of construction and operation as more fully hereinafter described and
claimed, reference being had to the accompanying drawings forming a part hereof,
wherein like numerals refer to like parts throughout.
BRIEF DESCRIPTION OF THE DRAWINGS:
-
Fig. 1 depicts the Block Diagram of a Multifrequency Structural Actuator System,
containing 5 different functional blocks, marked with A, B, C, D and E;
-
The blocks (A, B, C, D and E) belonging to Fig. 1 are:
- A) Sweeping-frequency, multifrequency and multimode Ultrasonic Power Supply
(including all regulations, controls, modulations and protections), connected to (B)
and receiving feedback signal from (E)
- B) High Power Ultrasonic Converter, or multifrequency Structural Actuator (see also
Patent EP 1 060 798 A1), driven by (A)
- C) Acoustical Wave-guide (metal rod; -aluminum, titanium), which connects
ultrasonic transducer (B) with an acoustic load, oscillating body, resonator,
autoclave, reservoir, pressurized tank, ultrasonic cleaning tank...(D)
- D) Acoustical Load (mechanical resonating body, sonoreactor, radiating ultrasonic
tool, sonotrode, test specimen, vibrating tube, vibrating sphere, a mold, solid or
fluid media, autoclave, pressurized tank, ultrasonic cleaning tank...),
- E) Sensor of acoustical activity fixed on/in/at an Acoustical Load. As sensors here
we understand accelerometers, ultrasonic flux meters, cavitation detectors, laser
vibrometer/s..., and/or any other applicable sensor/s able to create regulation-feedback
between the Acoustical Load (D) and Ultrasonic Power Supply (A).
-
DESCRIPTION OF THE PREFERED EMBODIMENTS:
-
The present invention (Fig.1) achieves multifrequency and multimode response in an
acoustic load by driving an ultrasonic transducer, connected to its load, with mixed PWM,
pulse-repetitive, amplitude, frequency and phase modulated signal, while tracking the
selected group of characteristic resonant and modal frequencies belonging to the same
acoustic load (taking the feedback signal that is the spectral signature of the load pulse
response), and applying the power regulation principle that only Maximal Active Power
should be delivered to the load. This way, the load is driven only on its most sensitive
and natural resonant areas, receiving mixed, low frequency and ultrasonic frequency
driving signals, where for every particular oscillating mode a separate PLL tracking (and
PWM regulation) is implemented, and all of them are mutually synchronized, having
common ultrasonic frequency carrier. The ultrasonic carrier-frequency is also frequency
and phase modulated by the same feedback signal.
-
An additional alternative embodiment of the present invention can achieve further
performance enhancement in some applications by providing somewhat different loading
and fixation arrangements between ultrasonic transducer and its load. Modifications of
this type could allow the single-sided, unidirectional and/or omni-directional load-radiation
to be optimized for somewhat different operating frequency bands, and thus
increase the total operating bandwidth and uniformity of acoustical activity of the
transmitting system and Acoustic Load. Especially convenient ways for realizing
effective and omni-directional multifrequency excitation on different acoustical loads is to
install (to fix rigidly or to weld) appropriate mounting interfaces, metal shells, rings, tight
and pre-stressed metal envelopes... around the acoustical load, and to fix the wave
guide rod and ultrasonic transducer to such mounting interfaces.
-
Another additional alternative embodiment of the present invention can achieve further
performance enhancement in some applications by connecting several ultrasonic
transducers (in parallel) to drive the same load, and/or by connecting several ultrasonic
power supplies to different ultrasonic transducers (each of them driving the same load),
and to use, or not to use, acoustic wave-guide rods between ultrasonic transducer/s and
acoustic load/s.
-
The many features and advantages of the present invention are apparent from the
detailed specification and thus it is intended by the appended claims to cover all such
features and advantages of the device that fall within the true spirit and scope of the
invention. Further, since numerous modifications and changes will readily occur to those
skilled in the art, it is not desired to limit the invention to the exact description and
operation illustrated and described, and accordingly, all suitable modifications and
equivalents may be resorted to falling within the scope of the invention.