The development of ultrasonic techniques in the field of Non Destructive Testing is determined by the availability of outstanding transducers, adapted to testing conditions, allowing the control and the improvement of the forming of ultrasonic beams. The piezo-electrical materials which constitute the active part of the transducer involve the electroacoustical conversion of electrical pulses into acoustical pulses. Designers and users of transducers can benefit from new possibilities thanks to the development of new piezo-electrical materials made of ceramic-polymer composite. The intimate association of several materials within a composite structure exploiting the combination of their owns properties is at the origin of the interest of all the composite materials.
The IMASONIC company has developped a composite materials technology called "1-3 structure" which permits the manufacturing of innovating transducers used in the fields of Non Destructive Testing, medical diagnosis, or submarine imaging.
| material => | lead metanobiate | lead zirco-titanate PZT | PVDF,PVDF - TrFE |
1-3 composite| acoustical
impedance (Mray) | 20 | 30 - 32
| 4.5 | 8 - 12 | coupling coefficient |
0.3 | 0.45 - 0.5
| 0.2 - 0.3 | 0.5 - 0.7 | dielectrical constant
| 300 | 250 - 2000 | 6
| 200 - 600 | density (g/cm3) | 6.2
| 7.8 | 2 | 3.5 - 4 | |
The physical properties of the piezo-composite materials, particularly their dielectric, elastic and piezo-electric properties, depend on the properties of the constituent materials, on the relative proportion of these materials and also on geometrical parameters of the microstructure. In practice, the microstructure of the material is defined so that all the waves subject to excitation could have a wavelenght higher than the microstructure itself. If this condition is respected, the piezo-composite material behaves like an homogeneous material which could be described with simple parameters comparable to classical material parameters :
13K
Fig. 1
Schematic representation of a piezo-composite
plate with a 1-3 structure -
After W.A. SMITH
The variation laws of the main parameters of the piezo-composite materials can be modelized. The figure 2 presents these variation laws for the following parameters : dielectric permitivity , acoustical impedance Z, longitudinal wave velocity VI, electromagnetic coupling coefficient kt, according to the volume of ceramic material within the composite. It is particularly interesting to consider the variation of kt which constitutes the most important parameter in so far as it shows the capacity of the piezo-composite material to turn reciprocally electrical energy into acoustical energy. For a 1-3 piezo-composite, kt is higher than the one of the constituent ceramic material in a large range of volume. This surprising property comes from the effect of release of the lateral constraints within the ceramic bars which provides a best ability to transform energy than the ceramic in solid plate.
13K
Fig. 2 Variation of
dielectric constant acoustical impedance , velocity VL, coupling coefficient kt as a function of volumic fraction of PZT ceramic
After W.A. SMITH
We have just listed the main properties of the transducers using piezo-composite technology. Specific properties have also been developped in the field of withstanding in power, temperature or for the realization of very small or very large transducers.
| Fig. 3
Corner echo on an external slot with 125 micrometers height in a steam generator tube with a conventional focused 15MHz transducer
"S/N" = Signal to noise ratio
"Fo" = Center frequency
"BW" = Bandwith a -6dB
Fig. 4 Same as Fig. 3, excepted gain is diminished by a factor of 2 (-6dB) and the use of a 15MHz focused IMASONIC piezo-composite transducer. | ![]() |
Thanks to a software for optimum design of aspherical surface developped by the CEA/STA, coupled with the software CHAMP-SONS for the acoustical field, we have acheived a transducer having a piezo-composite directly formed according to the optimum focusing surface. The main advantage is the suppression of the disturbances generated by a thick lens. It has been possible to raise the impedance of the transducer to 50 Ohm unreactive, which optimizes its electrical functionning.
The figures 5 and 6 show the improvements obtained in the field of sensitivity and the narrow geometry of the beam on a cross section of the beam drawed for the two types of transducers thanks to the echo on a 2 mm side drilled hole located at the focusing depth.
| Fig. 5
Echodynamic curve on a serial of 10 sided drilled holes (2mm diameter) using a conventional wide aperture 2MHz conventional transducer with toroidal lens.
S/N = 20dB
Lateral resolution at the focus = 6.5mm
Fig. 6 Same as Fig. 5 excepted gain is reduced by a factor of 5.6 (-15dB) using a 2MHz piezo-composite IMASONIC transducer with aspherical surface : S/N = 38 dB Lateral resolution at the focus = 4.5mm | ![]() |
However, it has been shown (2) that considering the shape of the equiphase surfaces which allow the optimum focusing, there is a certain number of symmetries allowing regroupings of the pixels in the form of long and curved electrodes. For equal acoustic performances, the number of elements necessary for the array goes to tens, indeed one hundred, according to variation ranges required for the acoustical parameters.
The realization of arrays using this method of electrodes' sectoring became easier with the technology of piezo-electric composites materials which makes feasible any shape of electrodes while improving notably the intrinsic acoustic performances of the array : very low cross coupling, good sensitivity, good damping and good reproductibility. This point is developped in (3).
In the Fig. 7
37K is presented the example
of a 1 MHz 100 mm array, composed of 60 sectorized annular electrodes.
In this case, it has been posssible to verify the good homogeneity of the
central frequencies, the dampings and the electric impedances.
The level of cross coupling is lower than -40 dB on two adjacent electrodes.