It is now well-established that if ultrasound can be propagated in a given medium than significant information about that medium can be deciphered, Table I. [1][2][3] the inversity of composition and microstructure of ceramics, powder metals, and composites, materials suitable acoustics and techniques have been developed during the last 10 years for accurate non-destructive characterization of these materials.[4][5][6][7][8] Ultrasound method is nondestructive in nature, but the mechanism of ultrasound propagation in the test materials involves the use of liquids such as, water, oil, gels, etc. Specifically, these liquids are used between the transducer and the test material for efficient ultrasound propagation. From a practical standpoint, liquid contact with some materials is either not desirable, or would destroy green, porous, liquid-sensitive, and continuously formed materials. In order to circumvent this problem, it is imperative to eliminate
transducer, or any other type of contact with the test materials.
Achievement of NCU first requires the generation of very high transduction transducers to overcome the exorbitant acoustic impedance barrier between air and most materials.
| MEASUREMENT CATEGORY
| MEASURED PARAMETERS
| APPLICATIONS
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| Time Domain
| Times-of-flight and velocities of longitudinal, shear, and
surface waves.
| Density, thickness, defect detection, elastic and mechanical properties, interface analysis, anisotropy, proximity & dimensional analysis, robotics, remote sensing, etc.
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| Attenuation Domain
| Fluctuations in reflected and transmitted signals at a given
frequency and beam size
| Defect characterization, surface and internal microstructure, interface analysis, etc.
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| Frequency Domain
| Frequency-dependence of ultrasound attenuation, or
ultrasonic spectroscopy
| Microstructure, grain size, grain boundary relationships, porosity, surface characterization, phase analysis, etc.
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| Image Domain
| Time-of-flight, velocity, and attenuation mapping as
functions of discrete point analysis by raster C-scanning or by synthetic aperture
techniques.
| Surface and internal imaging of defects,
microstructure, density, velocity,
mechanical properties, true 2-D and 3-D
imaging.
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| Table I: Ultrasonic Measurements and their Applications. |
After 20 years of intense R&D, piezoelectric transducers between <100kHz to ~5MHz have been successfully produced (international patents pending). Figures 1 and 2 show time, frequency, sensitivity, and signal to noise ratio data for 200kHz and 3MHz non-contact transducers in ambient air. The most significant aspect of this development is the very high sensitivity of our new transducers. For example, a comparison of these transducers in air and conventional contact
transducers in water (with all other conditions remaining the same), shows that the sensitivity of the former is only 30dB below the latter from 100kHz to 3MHz. This is not only significant from the standpoint of transduction in air, but also for the applications of these transducers for NCU propagation in solids. By utilizing conventional ultrasonic pulsers these and capacitance air-coupled transducers showed the feasibility for several industrial and bio-medical applications. [9][10][11]

Fig 2: 3.0MHz non-contact transducers separated by 10mm ambient air.
Bandwidth: 2.0MHz (75%) Sensitivity: -64dB. SNR: 30dB.
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Fig 1: 200kHz non-contact transducers separated by 100mm ambient air.Bandwidth: 100kHz (50%) Sensitivity: -46dB. SNR: 46dB
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However, in order to obtain non-contact ultrasound performance analogous to conventional liquid-coupled ultrasound more than high transduction transducers are needed. For example, if we have an ultrasonic excitation and amplification system that would provide 100dB extra gain (30dB to compensate for contact-non-contact mismatch and 70dB to over come air-material acoustic impedance mismatch), only then we can have a non-contact ultrasound performance similar to that of the conventional contact mode.
In 1997 the non-contact transducer development was complemented by the creation of a dedicated ultrasonic non-contact analyzer, the NCA 1000 (U.S. patent pending), Fig. 3. This system is based upon the synthesis of a computer generated chirp with transducer characteristics and advanced signal processing. Ultimately, the NCA 1000 provides >150dB dynamic range, a nano-second accuracy, and high speeds for data acquisition. As will be seen in the subsequent sections, these features are significant for the execution of NCU analogous to the conventional contact or
immersion mode of testing.
Non-contact transducers and the analyzer NCA 1000 have been fully developed and applied to a number of industrial and bio-medical applications for the evaluation of thickness, velocity, density, defects, delaminations, and microstruture. [12][13][14]
In this section we provide several examples of the feasibility of NCU method for ceramics and composite characterization.
Fig 8: Direct reflection mode
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Fig 9: Signal from 35mm SiC surface @ 2MHz,Per Fig. 8. Transducer to material distance in Ambient air: 10mm.
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Fig 10: Transmitter-Receiver in reflection mode
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Fig 11: Signal through 32mm polystyrene @ 1MHz, per Fig. 10. 1 st peak: Reflection from material thickness. Other peaks: surface waves.
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Velocity-Density Characterization in Green and Sintered Ceramics and Powder Metals
Several samples of green and sintered Al2O3 of known density were characterized for ultrasonic velocity in order to establish reference relationship, for comparison with unknown density samples. Figures 12 and 13 respectively, show these relationships for green and sintered Al2O3. These observations were generated in direct transmission mode (Fig. 6) by utilizing 1MHz 12.5mm active area diameter non-contact transducers. Transducer to material surface distance in ambient air is 20mm each for the transmitter and the receiver. For very high velocity sintered Al2O3 2MHz transducers were used. Fig. 14 shows the comparison of physically and ultrasonically determined densities of green Al2O3. Fig. 15 shows velocity density relationship for copper powder compacts (furnished by Ames Laboratory), varying in density. This method of materials characterization has been successfully applied to green materials from <1mm to >200mm; porous materials from <3mm to > 200mm; and dense materials from <5mm to >50mm.
Fig 12: Velocity-density relationship for
green Al2O3
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Fig 13: Velocity-density relationship for sintered Al2O3
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Fig 14: Comparison of ultrasonically and physically determined densities for green
Al2O3
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Fig 15: Velocity-density relationship for green copper powder compacts
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Based upon the repeatability of data at a given point of observation the accuracy of velocity, and thus the density, for green ceramics is better than +/-0.5%, for porous materials, it is ~+/-1%; and for dense sintered materials, it is ~+/-5%. At first these observations appear to defy the known norms of ultrasound. However, when we consider the fact that in non-contact mode it is much easier for ultrasound to propagate through low acoustic impedance materials (green, porous, fibrous, polymeric, etc.), then the observations relative to accuracy and repeatability make perfect sense. This conclusion is based upon the fact that the transmission efficiency is higher when ultrasound travels from the coupling medium air to test materials with relatively low acoustic impedances. Therefore, from the standpoint of the applicability, non-contact ultrasound may not be highly effective for materials that are characterized by 20 MRAYL or higher acoustic impedance and velocities greater than 7000m/s. Such materials are single or multi-phase super-dense
impervious sintered oxides, carbides, nitrides, borides, and diamonds; and ferrous metals and alloys. However, if it is absolutely necessary to apply non-contact ultrasound for the characterization of these materials, it can be accomplished by modifying the environment of testing and the material. Details of this subject are beyond the scope of this paper.
Here we have shown the mechanism of density measurement by first establishing a reference velocity relationship with known density materials. This is analogous to conventional liquid or dry coupled modes of ultrasound.[5][6][7][8] However, NCA 1000 has been further advanced to make absolute density measurements, but their accuracy at the present time is limited to non-dispersive and relatively low acoustic impedance materials.
Estimation of Material Quality when Velocity or Density cannot be Measured
Fig 16: Relationship between velocity and Relative attenuation for green Al2O3
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Fig 17: Relationship between density and Relative attenuation for green Al2O3
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Automatic velocity and density measurements cannot be reliably made for those materials whose thicknesses are within the proximity of the ultrasonic wavelengths and those that are extremely dispersive such as, extremely coarse-grained refractories, abrasive wheels, cellular ceramics, etc. In order to meaningfully analyze such materials it is possible to relate their relative ultrasound attenuation as a function of material density or microstructure. Relative attenuation, measured by subtracting the integrated response (Table II, area underneath a given peak) of transmitted signal through the material from that of the air column, has been found to be directly related to material velocity and density figures 16 and 17. Such cross-relationships can be extremely beneficial in not only estimating the densities of difficult-to-measure materials, but also in the detection of overt defects and micro-cracks. For example, in some pressed ceramics while the velocity-density relationship was found to be linear, but the same was not true when density/velocity was related to relative attenuation. Sudden increase in attenuation for samples pressed at extremely low and high pressures can be indicative of defects such as delaminations.
Defect Detection in Green and Sintered Ceramics and Powder Metals
In order to determine the feasibility and detectability of defects in non-contact ultrasonic mode, 1.5mm diameter side drilled cylindrical holes were made in green and sintered ceramics. The green ceramic is a 14mm thick porcelain and the sintered material is a 20mm porous (80% dense) NZP ceramic. Fig. 18 shows typical transmitted ultrasonic signal as a function of defect-free and defective regions in the green ceramic. Fig. 19 shows similar observations from the sintered ceramic. Figures 20 and 21 show defect detection in pressed green powder metal materials. From these observations it is apparent that when ultrasound encounters a discontinuity
in its path of propagation, then the amount of energy transmitted is reduced, relative to that from a defect-free region.
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| Fig 18: Defect detection in green material -- 14mm porcelain. Left: Defect-free region. Right: With 1.5mm diameter side-drilled cylindrical hole
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| Fig 19: Defect detection in sintered material - 20% porous NZP. Left: Defect-free region. Right: With 1.5mm diameter side-drilled cylindrical hole
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| Fig 20: Defect detection in green metal powder compacts - 10mm copper powder. Left: Defect-free region. Right: Defective region (defect size unknown)
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| Fig 21: Defect detection in green tungsten-molybdenum x-ray tube target - 20mm thick. Left: Defect-free region. Right: Region with 1.6mm side-drilled cylindrical hole
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Surface Characterization
When ultrasound is reflected from the surface of a material, Fig. 8, its strength can be indicative of surface density, inter-granular relationships, roughness, etc. The reflectivity of ultrasound at a given frequency varies as a function of scattering. Relatively speaking, the higher the scatter (coarse-grained surfaces), the lower will be the reflectivity. NCA 1000 measures this signal strength in terms of integrated response of the reflected peak, Table II. In order to exhibit the sensitivity of non-contact ultrasound for surface characterization several SiC abrasive disks, varying in particle size, were used as surface reflectors. By using a 2MHz and 12.5mm active area diameter non-contact transducer placed 10mm away from the reflecting surface, the integrated response from SiC disk surfaces was measured. A similar measurement from the polished surface of carbon steel was assumed as a reference. Fig. 22 shows reflectivity of ultrasound from SiC surfaces as a function of polished steel surface reference.
Fig 22: Reflectivity of 2MHz ultrasound from SiC surfaces varying in particle size
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Non-Contact Ultrasound Attenuation and Velocity Imaging
When the NCA 1000 is interfaced with a suitable motorized x-y scanning hardware, it can also be used to generate ultrasonic images in the familiar format of conventional C-scan mode. In order to illustrate this 1MHz non-contact transducers with an aperture of 2mm were raster scanned in transmission mode over a mildly impact-damaged 6.3mm thick sample of glass fiber reinforced plastic composite in order to generate its image. This data was produced by monitoring the
integrated responses from the directly transmitted (1st peak) and the reflected (1 st thickness reflection of the material) signals from this material. Figures 23 and 24, respectively show transmission and reflection images of this material.
Fig 23: Transmission image of an impact damaged GFRP composite. Scanned area: 38x38mm
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Fig 24: Same as Fig. 20, except image acquired from the first thickness reflection
from the material
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Fig 25: Color scale representation of Integrated Response (dB) Transmission image of a pressed Iron-based compact Scanned area: 50x50mm
Fig 26: Color scale representation of Velocity (m/s). Velocity image of the same sample As shown in
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Recently we have also applied the C-scan imaging technique for attenuation and velocity imaging of green materials. Figures 25 and 26 show attenuation (integrated response) and velocity image mapping for a green pressed iron-based material. The sample is 60mm diameter and 14mm thick. Non-contact ultrasonic transducers used are nominally 600kHz and 12.5mm active area diameter. In order to increase lateral resolution, an aperture of 1mm diameter was placed between the transducer and the specimen.
One of the significant functions of the NCA 1000 is that one can monitor the trend of any measured parameter (thickness, velocity, time-of-flight, Integrated Response, attenuation, and density) as a function of its variation from one point to another. The system provides two trend plots, thus facilitating two independent measurements of a material, or from two different locations on it. The speed of a trend plot can be synchronized with that of the moving object or the material. This feature is beneficial for linear imaging or for on-line applications where the
product is in motion.