![]() ·Table of Contents ·Conservation and Restoration in Art and Architecture | Characterisation of the State of compression of Pietra D'Istria elements by Non Destructive Ultrasonic TechniqueRaffaella Geometrante - Università degli Studi di Trieste - Dipartimento di Ingegneria deiMateriali e Chimica Applicata - Via Valerio, 2 - 34127 Trieste - Italy (I) Dario Almesberger - SER.CO.TEC., P.zza S. Giovanni 3, 34122 Trieste - Italy (I) Antonio Rizzo - Università degli Studi di Trieste - Dipartimento di Ingegneria Civile - Piazzale Europa, 34127 Trieste - Italy (I) Contact |
2.1 Material characterisation
Of the 10 samples of Istria stone, which have been investigated by ultrasonic technique, half have been chosen with bedding planes perpendicular to the longitudinal dimension (C) while the other half parallel to it (A).
Their weight, dimensions, density, ultrasonic velocity (55 and 120 kHz) and compressive strength are given in Table1 and Table 2.
| N°Sample | Weight [g] | lA [mm] | lB [mm] | lC [mm] | Vol[dm3] | Density[g/dm3] | Ultrasonic speed | Rc[MPa] | |
| 55kHz | 120kHz | ||||||||
| IC | 5441 | 100.4 | 100.4 | 199.4 | 2.01 | 2706.99 | 6283 | 6189 | 69 |
| IIC | 5352 | 100.2 | 100.0 | 198.9 | 1.99 | 2685.43 | 6069 | 5994 | 83 |
| IIIC | 5348 | 100.3 | 99.8 | 198.1 | 1.98 | 2696.97 | 6108 | 5736 | 98 |
| IVC | 5375 | 100.4 | 100.2 | 198.9 | 2.00 | 2686.22 | 6296 | 6155 | 132 |
| VC | 5377 | 100.3 | 100.3 | 198.5 | 2.00 | 2692.64 | 6250 | 6135 | 142 |
| MeanValues | 5379 | 100.3 | 100.1 | 198.8 | 2.00 | 2693.65 | 6201 | 6042 | 105 |
| Table 1: Main physical characteristics of samples cut perpendicular to bedding (C) | |||||||||
| N° | Weight [g] | lA [mm] | lB [mm] | lC [mm] | Vol [dm3] | Density[g/dm3] | Ultrasonic speed | Rc[MPa] | |
| 55 kHz | 120 kHz | ||||||||
| IA | 5426 | 100.1 | 100.6 | 200.2 | 2.02 | 2691.43 | 6214 | 6157 | 123 |
| IIA | 5454 | 100.0 | 101.5 | 200.3 | 2.03 | 2682.68 | 6182 | 6165 | 69 |
| IIIA | 5404 | 99.9 | 100.2 | 200.4 | 2.01 | 2693.92 | 6234 | 6196 | 162 |
| IVA | 5423 | 100.3 | 100.5 | 200.1 | 2.02 | 2688.60 | 6302 | 6179 | 161 |
| VA | 5419 | 100.3 | 100.6 | 200.5 | 2.02 | 2678.59 | 6279 | 6163 | 128 |
| Meanvalues | 5425 | 100.1 | 100.7 | 200.8 | 2.02 | 2687.04 | 6242 | 6172 | 129 |
| Table 2: Main physical characteristics of samples cut parallel to bedding (A) | |||||||||
2.2 Ultrasonic characterisation
The ultrasonic non-destructive technique provides a key to assess the physical properties of a given material, including mechanical characteristics and the state of cracking. The size of detectable heterogeneity depends on the wave frequency applied. Over a small frequency range (105 ¸ 106 Hz), only cavities sizes lying between one millimetre and one micrometre are detectable.
The commonplace practice of processing ultrasonic signals in terms of wave frequency and amplitude attenuation, as applied in petroleum geophysics, is rarely exploited for the purposes of civil engineering.
In the present study, the velocity of ultrasonic waves is used not only to characterise the static situation of the material under investigation but also as a parameter which can supply new information about its behaviour under different loading conditions.
Static conditions
From the data summarised in Table 1 and 2, some important information about the propagation of the ultrasonic waves, in the static conditions, can be achieved. In fact, since from now, it is possible to put in evidence a trend in common both the type C and type A samples, independently from the ultrasonic frequency used, which can be well understand from the following graphic (Graph. 1).
Graph 1: Ultrasonic speed in static condition
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Dynamic conditions
In this case, the procedure adopted during the compression test provides, for each sample, the evaluation of the ultrasonic wave velocity and the print of the corresponding oscillograph, every 10 MPa. In order to minimise hysteresis effects, before each test, a pre-pressure of 40 MPa has been applied. The loading speed of 10 MPa/min has been used, with a stop of 3 minutes every 10 MPa, to allowed the arrangement and the measurements.
The ultrasonic velocity has been calculated starting from the measures of crossing times and parallelepipeds lengths so to avoid the potential error due to samples enlargement during compression. Lengths have been determined with a vernier on unload samples, and electrical transducers have been applied to estimate their enlargements while subjected to increasing pressures (see Fig. 2).
Fig 1: Instrumentation
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Fig 2: test set-up
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Graph 2 : Ultrasonic speed and compressive strength for type C samples
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Graph 3 : Ultrasonic speed and compressive strength for type A samples
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During the compression tests, good indications have come from the oscillographs printed every 10 MPa. In fact, in most of the cases, the state of cracking and also the imminent fracture were anticipated by the shape of the wave (Fig. 3). Sample IVA has been the only exception: in this case, the specimen has reacted as a unique block without showing any evident forewarning signal (Fig. 4).
Fig 3: Sample IIIC-Unload situation(up);s=93MPa(down)
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Fig 4: Sample IVA-Unload situation(up);s=157MPa(down)
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During the dynamic tests, type A and type C samples have demonstrated a different behaviour: in the case A, before the final collapse, cracks develop starting from the veining and are emphasised by velocity decreasing, while in the case C, samples react as a bulk, showing, after destruction, a shape quite similar to the typical double pyramids.
On the whole, the samples cut perpendicular to the veining (type C) have demonstrated similar behaviours, showing the first damage effects around the 90% of the ultimate load achieved. Type A samples have not had an unique answer to loading. In particular, sample IVA has shown a complete different feature (Graph. 3 and Fig. 4): while loading it with growing pressures, velocity increased without evidencing any damage effect till final collapse. This behaviour is probably due to a different composition of the veins present in that sample which did not work as defects but simply as a continuous with the bulk. This hypothesis is still under investigation with SEM, X-ray and DTA and TG surveys.
Also in the case of the dynamic conditions tests, it is not possible to identify a general correlation applicable to a non-destructive investigation on Pietra d'Istria. Moreover, in the case of an "in situ" application it should be necessary to reproduce not only the loading conditions, but also other variables which, for the Venetian case, should be the phenomenon of "acqua alta", capillary rise, humidity, etc.
Conversely, elastic wave propagation measurements can be successfully conducted for monitoring changes in limestone properties and for detection of discrete events (for example the initiation of dilation and the onset of macroscopic fracturing).
In any case, non-destructive ultrasonic technique has shown the potentiality in the diagnosis of the state of conservation of materials such as Pietra d'Istria structural elements. Further information would be achieved by the elaboration of a digital signal coming from the oscilloscope through Fourier transform analysis and from the study of the attenuation.
The laboratory results presented here have provided a more complete picture of the properties necessary for the interpretation of the data collected during a monitoring.
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