Hostname: page-component-745bb68f8f-b6zl4 Total loading time: 0 Render date: 2025-02-06T00:53:16.731Z Has data issue: false hasContentIssue false

Preparation and Dating of Mortar Samples—Mortar Dating Inter-Comparison Study (MODIS)

Published online by Cambridge University Press:  10 November 2017

Irka Hajdas*
Affiliation:
Laboratory of Ion Beam Physics, ETHZ, Otto-Stern-Weg 5, 8093 Zurich, Switzerland
Alf Lindroos
Affiliation:
Dept. of Geology and Mineralogy, Åbo Akademi University, Finland
Jan Heinemeier
Affiliation:
Aarhus AMS Centre, Department of Physics and Astronomy, Aarhus University, Denmark
Åsa Ringbom
Affiliation:
Department of Art History, Åbo Akademi University, Finland
Fabio Marzaioli
Affiliation:
CIRCE-INNOVA and Department of Mathematics and Physics, Università della Campania “Luigi Vanvitelli” Italy
Filippo Terrasi
Affiliation:
CIRCE-INNOVA and Department of Mathematics and Physics, Università della Campania “Luigi Vanvitelli” Italy
Isabella Passariello
Affiliation:
CIRCE-INNOVA and Department of Mathematics and Physics, Università della Campania “Luigi Vanvitelli” Italy
Manuela Capano
Affiliation:
CIRCE-INNOVA and Department of Mathematics and Physics, Università della Campania “Luigi Vanvitelli” Italy
Gilberto Artioli
Affiliation:
Dipartimento di Geoscienze, Università di Padova, Italy
Anna Addis
Affiliation:
Dipartimento di Geoscienze, Università di Padova, Italy
Michele Secco
Affiliation:
Dipartimento di Geoscienze, Università di Padova, Italy
Danuta Michalska
Affiliation:
Institute of Geology, Adam Mickiewicz University, ul. Bogumiła Krygowskiego 12, 61-680 Poznań, Poland
Justyna Czernik
Affiliation:
Poznań Radiocarbon Laboratory, Poznań Park of Science and Technology ul. Rubież 46, 61-612 Poznań, Poland
Tomasz Goslar
Affiliation:
Poznań Radiocarbon Laboratory, Poznań Park of Science and Technology ul. Rubież 46, 61-612 Poznań, Poland Faculty of Physics, Adam Mickiewicz University, ul. Umultowska 85, 61-614 Poznań, Poland
Roald Hayen
Affiliation:
Royal Institute for Cultural Heritage, Jubelpark 1, 1000 Brussels, Belgium
Mark Van Strydonck
Affiliation:
Royal Institute for Cultural Heritage, Jubelpark 1, 1000 Brussels, Belgium
Laurent Fontaine
Affiliation:
Royal Institute for Cultural Heritage, Jubelpark 1, 1000 Brussels, Belgium
Mathieu Boudin
Affiliation:
Royal Institute for Cultural Heritage, Jubelpark 1, 1000 Brussels, Belgium
Francesco Maspero
Affiliation:
CUDAM, Università di Milano-Bicocca, piazza della Scienza 4, 20126 Milano, Italy
Laura Panzeri
Affiliation:
Dipartimento di Scienza dei Materiali, Università di Milano-Bicocca, via R. Cozzi 55, 20125 Milano, Italy
Anna Galli
Affiliation:
CNR-IFN, Piazza L. Da Vinci 32, 20133 Milano, Italy
Petra Urbanová
Affiliation:
IRAMAT-CRP2A, UMR5060 CNRS – Univ. Bordeaux Montaigne, France
Pierre Guibert
Affiliation:
IRAMAT-CRP2A, UMR5060 CNRS – Univ. Bordeaux Montaigne, France
*
*Corresponding author. Email: hajdas@phys.ethz.ch.
Rights & Permissions [Opens in a new window]

Abstract

Seven radiocarbon laboratories: Åbo/Aarhus, CIRCE, CIRCe, ETHZ, Poznań, RICH, and Milano-Bicocca performed separation of carbonaceous fractions suitable for 14C dating of four mortar samples selected for the MOrtar Dating Inter-comparison Study (MODIS). In addition, optically stimulated luminescence (OSL) analyses were completed by Milano-Bicocca and IRAMAT-CRP2A Bordeaux. Each laboratory performed separation according to laboratory protocol. Results of this first intercomparison show that even though consistent 14C ages were obtained by different laboratories, two mortars yielded ages different than expected from the archaeological context.

Type
Method Development
Copyright
© 2017 by the Arizona Board of Regents on behalf of the University of Arizona 

INTRODUCTION

The idea of performing this intercomparison is rooted in the decades of research conducted by several groups in the field of chronological studies. The very first attempts to date mortars were made soon after the method was established (for example Delibrias and Labeyrie Reference Labeyrie and Delibrias1964; Stuiver and Smith Reference Stuiver and Smith1965; Folk and Valastro 1976). However, it was only a few decades later that Van Strydonck et al. (1983a,b), Ringbom and Remmer (Reference Ringbom and Remmer1995), and Heinemeier et al. (Reference Heinemeier, Jungner, Lindroos, Ringbom, von Konow and Rud1997) proposed a more systematic approach to radiocarbon (14C) dating of mortars. Following this, different methodological developments were undertaken: first by Nawrocka et al. (Reference Nawrocka, Michniewicz, Pawlyta and Pazdur2005) with cryo-breaking of mortars prior to dissolution and later by Lindroos et al. (Reference Lindroos, Heinemeier, Ringbom, Braskén and Sveinbjörnsdóttir2007, Reference Lindroos, Heinemeier, Ringbom, Brock, Sonck-Koota, Pehkonen and Suksi2011) with sequential dissolution of mortars. Thanks to the Mortar Dating Project (www.mortardating.com) the 14C dating of mortar became more popular with other laboratories, and new or modified protocols of mortar preparation have appeared (Nawrocka et al. Reference Nawrocka, Czernik and Goslar2009; Marzaioli et al. 2011; Hajdas et al. Reference Hajdas, Trumm, Bonani, Biechele, Maurer and Wacker2012; Hodgins et al. Reference Hodgins, Lindroos, Ringbom, Heinemeier and Brock2011; Marzaioli et al. Reference Marzaioli, Lubritto, Nonni, Passariello, Capano and Terrasi2013; Michalska et al. Reference Michalska, Pazdur, Czernik, Szczepaniak and Żurakowska2013).

Separation of the carbonate fraction that would only contain carbon fixed in mortar at the time of binding (i.e. the binder) is the main goal of the procedure. This can be achieved by physical means such as sieving (dry or wet) or suspension (density separation) and chemical selection of more reactive anthropogenic fraction. A combination of these two methods has been realized differently by the seven 14C laboratories participating in the intercomparison. However, different procedures distinguish the laboratory protocols; for example by the type of acids applied (i.e. hydrochloric versus orthophosphoric) to produce CO2 fractions for the separation principles (i.e. mostly physical versus mostly chemical) and data analyses (14C age profiles versus single fraction ages).

Recently, another approach to dating mortar by optically stimulated luminescence (OSL) has been established. After the first tests on archaeological mortars performed by standard multigrain techniques (Zacharias et al. Reference Zacharias, Mauz and Michael2002; Goedicke Reference Goedicke2003, Reference Goedicke2011; Panzeri Reference Panzeri2013), advanced developments by “single grain OSL” technique (SG-OSL), consisting in measurements of luminescence signal of each grain individually, have been carried out (Urbanová et al. Reference Urbanová, Hourcade, Ney and Guibert2015, Reference Urbanová, Delaval, Dufresne, Lanos and Guibert2016; Urbanová and Guibert Reference Urbanová and Guibert2017a). The methodology consists of systematically combining single grain OSL analyses followed by rigorous statistical data treatment with characterization of microdosimetric properties by SEM-EDX carthography and beta autoradiography (see Urbanová and Guibert Reference Urbanová and Guibert2017a for details and other references). Such dating procedure results in larger uncertainties (5–10%) but allows to overcome the problems of heterogeneous bleaching. This approach has recently been successfully integrated in several archaeological studies providing chronological classification of building phases for Early Medieval monuments such as Saint Seurin basilica in Bordeaux (Urbanová and Guibert Reference Urbanová and Guibert2017b).

The main goal of the intercomparison was to compare results obtained on the same material. Ideally, such samples should be of known age and consist of homogenous material. As discussed below only two samples fulfilled these conditions. Nevertheless, our study allows us to draw some conclusions and provides insights into future developments of the methods.

SAMPLES

Four mortar samples were selected for MODIS project included Medieval, Roman and prehistoric lime burial: The first sample, a wall’s bedding mortar from the church of Nagu in the Åboland archipelago (Finland) (Sample 1), was available as fine fraction 45–72 μm and original pieces. A lime conglomerate from a burial of Cova S’Estora (Son Pellisser) on the island of Mallorca (Spain) (Sample 2), which was described by Van Strydonck et al. (Reference Van Strydonck, Aramburu, Fernández Martínez, Alvarez Jurado-Figueroa, Boudin and De Mulder2017), was provided as <500 μm fraction and original pieces of lime. The remains of a medieval mortar mixer from Basel Cathedral Hill (Switzerland) (Sample 3) and a rendering from a Roman wall excavated in the city of Tongeren (Belgium) (Sample 4) were available as original pieces. Figure 1 a–e shows pictures of the MODIS samples documented at ETH laboratory. Hayen et al. (Reference Hayen, Van Strydonck, Fontaine, Boudin, Lindroos, Heinemeier, Ringbom, Michalska, Hajdas, Hueglin, Marzaioli, Terrasi, Passariello, Capano, Maspero, Panzeri, Galli, Artioli, Addis, Secco, Boaretto, Moreau, Guibert, Urbanova, Czernik, Goslar and Caroselli2017, Reference Hayen, Van Strydonck, Boaretto, Lindroos, Heinemeier, Ringbom, Hueglin, Michalska, Hajdas, Marzaoili, Maspero, Galli, Artioli, Moreau, Guibert and Caroselli2016), describe details of petrographic investigations of samples and their archeological context.

Figure 1 Pictures of MODIS samples distributed among the laboratories: (a) Sample 1—Finnish mortar; (b) Sample 2—Mallorca lime burial f<500 µm; (c) Sample 2—Mallorca lime burial original (F); (d) Sample 3—Basel mortar; (e) Sample 4—Roman cocciopesto.

METHODS

In the following preparations methods used by each laboratory (ABO, CIRCE, CIRCe, ETHZ, POZN, RICH, MIL, and IRAMAT-CRP2A Bordeaux) are introduced.

Preparation of Mortar Åbo/Aarhus Team (ABO, Finland/Denmark)

The principles of the procedure are described in detail in Lindroos et al. (Reference Lindroos, Heinemeier, Ringbom, Braskén and Sveinbjörnsdóttir2007), Heinemeier et al. (Reference Heinemeier, Ringbom, Lindroos and Sveinbjörnsdóttir2010), and Lichtenberger et al. (Reference Lichtenberger, Lindroos, Raja and Heinemeier2015). Wet sieving was applied to the most fine-grained material after crushing the samples with pliers. The 46–75 μm fraction is usually selected for the hydrolysis. Cathodoluminescence (CL) might be used to cross check for purity (presence of natural carbonates) showing presence of unburnt limestone (Lindroos et al. Reference Lindroos, Heinemeier, Ringbom, Braskén and Sveinbjörnsdóttir2007). Coarser grain size fractions (e.g. 300–500 μm) were checked for alkalinity with phenolphthalein dissolved in alcohol. The hydrolysis was performed with an excess of orthophosphoric acid (H3PO4). In this step about 3 mL of 85% acid (water solution) was added from a burette onto the dry sample under vacuum. A typical sample size is around 100 mg of sample powder, but small, crushed lime lumps weighing down to 10 mg have been successfully prepared with the same set up. Several CO2 fractions can be isolated from each sample and usually the first three are collected and dated. To minimize the amount of CO2 from slowly dissolving natural carbonates the first fraction was typically collected as rapidly as possible i.e., after the first 3–10 s and the second one in the following 20–30 s. The third fraction is usually collected in 60–90 s. The amount of CO2 in each fraction corresponds to 0.2–1.1 mg carbon. Fractions containing >0.6 mg carbon were split into two vials, one for 14C and the other for stable carbon and oxygen isotope measurements. The vials containing the CO2 gas were submitted to the accelerator mass spectrometry (AMS) 14C Dating Centre at Aarhus University for graphitization and AMS 14C measurements (Vogel et al. Reference Vogel, Southon, Nelson and Brown1984). δ13C and δ18O values were measured using a GV Instruments Isoprime stable isotope mass spectrometer in dual inlet mode to a precision of 0.15‰. The final 14C age of the mortar is defined (a) by the plateau of ages of the first fractions (at least two consecutive) or (b) if the first fractions of three different samples from the same building unit agree between each other.

Preparation of Mortar at CIRCE/Università della Campania “Luigi Vanvitelli” (Italy)

The initial CryoSoniC procedure (Marzaioli et al. 2011), which was developed at CIRCE (Centre for Isotopic Research on Cultural and Environmental heritage), was modified after Marzaioli et al. (Reference Marzaioli, Lubritto, Nonni, Passariello, Capano and Terrasi2013) to Cryo2SoniC in order to increase efficiency of dead carbon suppression. This revised method includes the following steps:

  1. 1. Wet (in deionized water) sieving at 500 μm, which is following up to 3 cycles of wet freezing and thawing aimed to break mortars (i.e. cryo-breaking).

  2. 2. The homogenous powder produced undergoes a first ultra-sonication of the homogenous powder for 10 min with complete water removal to produce a fraction labeled SAND;

  3. 3. The residual powder undergoes an extra 30 min ultra-sonication with not-complete suspension removal (labeled the SUSP fraction).

The centrifuged (at centrifuge acceleration of 7874 times the gravity acceleration for 5 min) fractions (SAND and SUSP) are dried (80°C overnight) and digested under vacuum with 85% H3PO4 to completely evolve CO2 (McCrea Reference McCrea1950). Collected CO2 is graphitized (Marzaioli et al. Reference Marzaioli, Borriello, Passariello, Lubritto, De Cesare, D’Onofrio and Terrasi2008) and measured by the AMS CIRCE System (Terrasi et al. Reference Terrasi, De Cesare, D’Onofrio, Lubritto, Marzaioli, Passariello, Rogalla, Sabbarese, Borriello, Casa and Passariello2008). The 14C ages for both SAND and SUSP fractions are analyzed with the SUSP fraction considered most suitable (Marzaioli et al. Reference Marzaioli, Lubritto, Nonni, Passariello, Capano and Terrasi2013; Nonni et al. Reference Nonni, Marzaioli, Secco, Passariello, Capano, Lubritto, Mignardi, Tonghini and Terrasi2013).

Preparation of Mortar at CIRCe Università di Padova (Italy)

As described by Addis et al. (2016), the mortar samples underwent manual cleaning and gentle disaggregation followed by two ultrasonic baths in ultra-pure water for 60 min, each time sampling the suspended fraction. Then, the suspended fraction was centrifuged three times at 6000 rpm for 30 min, each time the solution was replaced with ultra-pure water. In the next step, the fraction was dispersed inside a graduated cylinder with 500 mL of ultra-pure water for 20 hr in order to obtain dimensional separation of the particles according to Stokes’ Law. At the end of the sedimentation time, the uppermost emulsion containing particles with a size less than 2 μm was pipetted and filtered by using a vacuum pump system and 0.1 μm filters.

Before the 14C dating, the dried fraction was analyzed by isotope ratio mass spectrometry, coupled with X-ray powder diffraction and cathodoluminescence spectroscopy. The 14C analyses were performed at CIRCE/Università della Campania “Luigi Vanvitelli”.

Preparation of Mortar at ETH Zurich (Switzerland)

A modification of method described by Hajdas et al. (Reference Hajdas, Trumm, Bonani, Biechele, Maurer and Wacker2012) involved testing additional grain size fractions. The original method was based on ages of <32 μm. However, following the discussion at the workshop dedicated to MODISFootnote 1 , modification has been introduced after Sample 4 was already prepared using only a finest <32 μm fraction. In addition to this, a fraction of 32–63 μm was separated by dry sieving. In case of samples 2 and 3 only fraction of 45–63 μm was targeted, which is similar to what Åbo and Poznań laboratories use. Sample 1 was already pre-sieved to 46–75 μm therefore, there was no sieving applied. The separated fine fractions were then dissolved in 85% H3PO4. Four time intervals were chosen for collecting CO2: 0–3 s, 4–6 s, 7–9 s, 10–12 s. Fractions were collected by sequential freezing of CO2, which was evolving in a continuously running reaction, into four separate vials. Typically, the amount of carbon of the first and second fractions are lower than 200 μg, therefore samples are frozen into the 4-mm-diameter tubes for direct AMS analyses on CO2.

The collected CO2 (50–100 μg C) is analyzed using gas ion source interface for AMS analysis (Fahrni et al. Reference Fahrni, Gaggeler, Hajdas, Ruff, Szidat and Wacker2010). In an ideal case, the 14C ages of four fractions are expected to form a plateau of ages. However, this is rarely the case and for most of the samples the final age is based on the youngest 14C age or if an agreement (within 2σ) between fractions is achieved, these are used to calculate mean value for the mortar age. In the case of Sample 4, two fractions (<32 and 45–63 μm) were analyzed and showed an agreement within the measurement uncertainty, in effect the results were used to build the mean value, which gives the age of the mortar sample (see Table S1 in supplementary information).

Preparation of Mortar at Poznań Institute of Geology and Poznań Radiocarbon Laboratory (Poland)

The preparation protocol of mortar at Poznań laboratory described in Michalska et al. (Reference Michalska, Czernik and Gosar2017 this volume; Nawrocka-Michalska et al. Reference Nawrocka-Michalska, Michczyńska, Pazdur and Czernik2007) has been developed based on experience of different scientific groups (Folk and Valastro Reference Folk and Valastro1979; Van Strydonck et al. Reference Van Strydonck, Dupas, Dauchot-Dehon, Pachiaudi and Marechal1986; Heinemeier et al. Reference Heinemeier, Jungner, Lindroos, Ringbom, von Konow and Rud1997; Lindroos et al. Reference Lindroos, Heinemeier, Ringbom, Braskén and Sveinbjörnsdóttir2007; Goslar et al. Reference Goslar, Nawrocka and Czernik2009; Nawrocka et al. Reference Nawrocka, Czernik and Goslar2009; Marzaioli et al. Reference Marzaioli, Lubritto, Nonni, Passariello, Capano and Terrasi2013; Nonni et al. Reference Nonni, Marzaioli, Secco, Passariello, Capano, Lubritto, Mignardi, Tonghini and Terrasi2013; Ringbom et al. Reference Ringbom, Lindroos, Heinemeier and Sonck-Koota2014; Hayen et al. Reference Hayen, Van Strydonck, Boaretto, Lindroos, Heinemeier, Ringbom, Hueglin, Michalska, Hajdas, Marzaoili, Maspero, Galli, Artioli, Moreau, Guibert and Caroselli2016).

Samples were prepared only after the detailed characterization i.e., petrography, a scanning electron microscope observation (SEM) and chemical analyses using electron dispersive spectrometer (EDS) (Hayen et al. Reference Hayen, Van Strydonck, Boaretto, Lindroos, Heinemeier, Ringbom, Hueglin, Michalska, Hajdas, Marzaoili, Maspero, Galli, Artioli, Moreau, Guibert and Caroselli2016; Michalska et al. Reference Michalska, Czernik and Gosar2017 this volume) were completed. These analyses provided information about the mortars components and allowed to design the sample specific preparation steps namely number of fractions needed to be collected for 14C analysis.

In the next step samples 1 and 2 were gently crushed into smaller pieces and dry sieved into grain fractions (40–63 μm, 63–71 μm, 63–80 μm, 71–80 μm, 80–100 μm). Samples 3 and 4 were prepared by both methods: dry sieved to obtain appropriate grain fraction and by application of cryo-breaking procedure i.e., repeated freezing and thawing of sample to disintegrate its structure and to separate components (Michalska et al. Reference Michalska, Czernik and Gosar2017, this volume). Additionally, samples from suspension were also sieved. Sieving was followed by dissolution in 90-95% H3PO4 in 80°C.

In order to choose an appropriate grain fraction and time interval for the gas collection during hydrolysis, tests of the leaching reaction in orthophosphoric acid were performed (Figure 2; for more details see Michalska et al. Reference Michalska, Czernik and Gosar2017 in this volume). Depending on the mortar components, the reaction kinetics influence the percentage of carbonates originating from the binder in a first gas portion (Nawrocka et al. Reference Nawrocka, Czernik and Goslar2009a; Michalska and Czernik Reference Michalska and Czernik2015). The course and rate of leaching reactions reflect the mortars’ components.

Figure 2 The exemplary course of carbonates decomposition in orthophosphoric acid, in function of time; MDIC 1—the wall’s bedding mortar from the church of Nagu (Finland); MDIC 2—lime conglomerate from Cova S’Estora (Mallorca, Spain); MDIC 3—the medieval mortar mixer from Basel Cathedral Hill (Switzerland); MDIC 4—the Roman cocciopesto mortar from Tongeren (Belgium); tot_ka—fragment of bulk mortar without any additional preparation; the ordinate p/ptot represents the proportion of pressure of CO2 collected after time t to the pressure of the whole collected CO2. The more irregular decomposition takes place in Roman cocciopesto mortars, which is connected with finely grained ceramic dust, clay minerals mixed in the binder structure.

Petrographic composition of the first two samples MDIC1 and MDC2, i.e., Finnish and Mallorca samples, indicated that two dissolution fractions are sufficient for 14C analysis. This included a fraction from the shortest time of the gas collection during leaching reaction, which is known to provide the most reliable material for dating, and gas collected during a longer dissolution time interval, using the last as a control sample.

Samples such as the cocciopesto MDIC 4 and the mortar mixer MDIC 3 (Hayen et al. Reference Hayen, Van Strydonck, Boaretto, Lindroos, Heinemeier, Ringbom, Hueglin, Michalska, Hajdas, Marzaoili, Maspero, Galli, Artioli, Moreau, Guibert and Caroselli2016; Michalska et al. Reference Michalska, Czernik and Gosar2017 this volume), were considered to be difficult materials for dating, due to the presence of ceramic dust or different pozzolanic components (Binda and Baronio 1988; Ringbom et al. Reference Ringbom, Heinemeier, Lindroos and Brock2011). These two samples were prepared as suspension and grain fractions. The dissolution time was minimized and CO2 was collected for dating in very short time intervals (first 1–2 s of leaching reactions). To see the influence of mortar components on the dating results, also a gas portion collected in longer time interval was dated (14 s).

Following these preparatory steps, after dissolution with H3PO4 of selected fractions, the time intervals for collecting gas samples were chosen (first 1, 2 s, 2–5 s, 5–10 s, 14 s, 25 s). The collected CO2 was then graphitized for AMS analysis. The age of the mortar was based on the age of the fraction collected in the shortest time (first 1, 2 s in case of Sample 1-Finnish mortar and Sample 2-Mallorca burial lime). The longer time intervals of gas collecting (e.g. 14 s) provided an additional indicator of carbonate content from another source than the binder (Goslar et al. Reference Goslar, Nawrocka and Czernik2009; Ringbom et al. Reference Ringbom, Lindroos, Heinemeier and Sonck-Koota2014).

Preparation of Mortar at RICH Laboratory (Brussels, Belgium)

The method applied at RICH laboratory is described in detail by Van Strydonck et al. Reference Van Strydonck and De Mulder2009. Samples were dry sieved to the fractions: <38 µm, 38–75 µm, or 75–125 µm. The HCl titration was applied to obtain the CO2. The 38–75 µm fractions were used for the preparation. The total CO2-yield of the sample was determined by complete acid hydrolysis. Based on the total yield, the CO2-release was divided into a number of fractions. The corresponding amounts of hydrochloric acid were applied by titration according to the desired subdivision in fractions. Numerous fractions, if possible 7, were analyzed. The final age of mortar are reported as the extrapolated age of the fraction 0.

Preparation of Mortar at Milano-Bicocca Laboratory (Italy)

Physical procedures applied to separate appropriate material involved: crushing, extraction of lumps and wet sieving to select grains <500 μm. The chemical extraction was done by

  • Acid digestion (H3PO4 85%) of 50-100 mg of the grain fraction with a granulometry below 500 µm (selected by wet sieving);

  • Acid digestion (H3PO4 85%) of 30-40 mg of the lumps with a granulometry above 500 µm (selected from all the collected lumps by dry sieving).

In both cases, CO2 produced during the first 15 s of the reaction is collected and graphitized and transferred for AMS analyses at CIRCE AMS facility (Caserta, Italy).

For OSL dating, the outer part of the samples was removed in order to eliminate the grains that were exposed to daylight. The quartz fraction was selected under dim red light. All these samples have been crushed and sieved to select grains <500 μm. Some physical and chemical treatments were performed following these steps:

  • HCl 37% since reaction stopped

  • H202 36% vol

  • Sieving 125–250 μm

  • Mineral separation with sodium polytungstate solution at 2.67 g/cm3

  • HF 40% for 40 min

  • HCl 20% for 15 min

Because no detectable luminescence signal from single grains of quartz was observed, a multigrain aliquot were analyzed. The samples were fixed with silicon oil on stainless-steel discs.

The measurements were performed following the single-aliquot regeneration (SAR) dating protocol (Murray and Wintle Reference Murray and Wintle2000) using an automated luminescence system (Risø TL/OSLDA-20) equipped with a 90Sr/90Y beta source delivering 0.108 Gy/s (±3%) to the sample position. Quartz OSL was stimulated by an array of blue LEDs (470±30 nm) and OSL shine-down curves were detected using a photon counting technique with an EMI 9635QB photomultiplier tube coupled to a 7.5-mm Hoya U-340 filter. The samples were checked for the absence of feldspar contamination using IR stimulation (830±10 nm) on irradiated samples. OSL measurements (40 s) were made at 125°C, after preheating aliquots for 10 s at 260°C. A cut-heat of 160°C was applied to each aliquot before the test dose measurement.

In order to calculate the annual dose rate, the Th and U concentrations of the mortars were measured with total alpha counting using ZnS scintillator discs (Aitken Reference Aitken1985). 40K content was deduced from the total concentration of K, obtained by flame photometry. Attenuation of the beta dose was taken into account (Bell Reference Bell1979). The cosmic ray contribution to the final dose rate was based on Prescott and Hutton (Reference Prescott and Hutton1994). Finally, for each sample the saturated water content was derived from the total porosity of the sample and a reconstructed value of the mean water content was calculated for each mortar sample.

Preparation of Mortar for OSL Analysis IRAMAT-CRP2A Bordeaux

The preparation of mortar for luminescence dating involved crushing and sieving of inner parts of the samples under dim red light. The size fraction 200–250 µm underwent the following chemical treatments:

  • HCl 37 % (dissolution of carbonates)

  • H2O2 15 % (if present, dissolution of organic residues)

  • mixture of H2SiF6 with HNO3 in ratio 9:1 (dissolution of feldspars)

Extracted quartz grains of size fraction 200–250 µm were fixed on stainless steel discs. The total dissolution of feldspar in the etched fractions from mortars was verified before starting the dating procedure by IRSL test. All OSL measurements were performed using a TL/OSL DA20 Risø reader using the single aliquot regeneration (SAR) protocol (Murray and Wintle Reference Murray and Wintle2000) applying preheat and cut-heat temperatures of 190°C and 160°C, respectively, regeneration doses of 1.4; 2.8; 5.6; 11,2; 0; 1.4 Gy and a test dose 2.8 Gy.

Since the single grain OSL measurements did not give any detectable signal, a standard multigrain technique was applied and several tens of grains are analyzed together. In this case, all the grains contribute to the final OSL signal, which results in a measurable OSL response for weakly luminescent mortars, however, some averaging effect due to the presence of well-bleached and poorly bleached grains on the same disc can occur.

The contribution to the annual dose rate arising from mortar matrix (alpha and beta emissions) was evaluated by low background gamma spectrometry (Guibert and Schwoerer Reference Guibert and Schvoerer1991; Urbanová et al. Reference Urbanová, Hourcade, Ney and Guibert2015). The gamma and cosmic contributions to the annual dose rate could not have been measured in situ (excavations were completed long time ago) and they were therefore assessed using the contents of radioelements K, U, and Th determined by low background gamma spectrometry, adding the value of 0.23±0.03 mGy/yr for cosmic contribution.

According to petrographic, cathodoluminescence, and SEM-EDX observations, the sample did not contain coarse potassium feldspars. This indicates that the annual dose rate is not affected by significant microdosimetric variations, which could complicate the dating process (Guérin et al. Reference Guérin, Myank, Thomsen, Murray and Mercier2015; Martin et al. Reference Martin, Mercier, Incerti, Lefrais, Pecheyran, Guérin, Jarry, Bruxelles, Bon and Pallier2015; Urbanová et al. Reference Urbanová, Hourcade, Ney and Guibert2015).

RESULTS AND DISCUSSION

Results of all the analyses performed on the mortar that was distributed as a part of MODIS are summarized in Table 1. All the data are reported in the supplementary Table S1 and discussed by Hayen et al. (Reference Hayen, Van Strydonck, Fontaine, Boudin, Lindroos, Heinemeier, Ringbom, Michalska, Hajdas, Hueglin, Marzaioli, Terrasi, Passariello, Capano, Maspero, Panzeri, Galli, Artioli, Addis, Secco, Boaretto, Moreau, Guibert, Urbanova, Czernik, Goslar and Caroselli2017 this volume).

Table 1 Summary of results obtained for MODIS samples. Independent age control is given as 14C ages of material found in mortar samples. Minimum and maximum ages give the ranges of all 14C ages measured in this intercomparison. OSL ages are recalculated to 14C ages.

* Mean value of two samples (ETHZ_charcoal: 1313±22 BP and POZN_charcoal: 1345±30 BP) results in 14C age of 1324±18 BP (χ2-test: df=1 T=0.7 [5% 3.8]).

Discussion: Sample 1—Finnish Mortar

Results obtained by all the laboratories for the medieval Finnish church (Sample 1) are summarized in Figure 3. With an exception of the Poznań laboratory, which received original fragments of mortar, others obtained pre-sieved fraction 45–72 µm of this sample. The 14C ages appear consistent for most of the laboratories and close to the independent measurement on wood, which should give a maximum age for the building. If samples older than 600 BP (fractions that contain old component) and the one too young sample of MIL_C14 are not included in the combined 14C age, the resulting age of 505±8 BP (χ2-test: df=16 T=20.6 [5% 26.3]) is comparable to the 14C age of wood 515±9 BP, calibrated 1410–1432 AD (95.4% conf. level).

Figure 3 Sample of Finish mortar—the independent age was obtained on wood ABO_wood 512±9 BP. Additional notes: L-lump, fractions of different dissolution steps (supplementary Table S1) are shown as LAB_1.2, LAB_1.3, etc. Results of each laboratory are shown in different colors (ordered as in Table 1; refer to online version for colors).

Discussion: Sample 2—Mallorca Burial Lime

Figure 4 shows results of dating Mallorca burial lime. Two samples were distributed: fine fraction <500 µm and original lime (F). The age of the burial is considered to be close to the measurement on charcoal and bone (RICH_charcoal and RICH_bone: 2336±30 and 2442±30 BP, respectively). 14C ages of the fast dissolving component obtained on fraction with grain size smaller than 100 µm (ABO_2.1: 46–75 µm; 2 s; ETHZ_2a.1&2: 45–63 µm; 1–3 and 4–6 s, POZN_2: 80–100 µm; 2 s) yields youngest ages (see Figure 4). The combined radiocarbon age of these samples is 2377±22 BP (χ2-test: df=3 T=0.1[5% 7.8]), calibrated 515–396 BC (95.4% conf. level), which is very close to the age of the charcoal (2366±30 BP) obtained by RICH laboratory. The bone is only slightly older (2442±30 BP) excluding older ages of mortar which were obtained on fraction with grain size <500 µm. At ETH laboratory too old ages were obtained for first and second fast dissolution product for the whole <500 µm fraction (Figure 4). Similar results, which gave ages that were older than expected, were obtained by other laboratories. These results show that the only effective separation involved both methods: fine grain size and fast dissolution.

Figure 4 Sample 2_Mallorca lime burial. Additional notes: Fractions of different dissolution steps (see supplementary Table S1) are shown as LAB_2.1, LAB_2.2 etc. ETHZ: 3 sets of analyses: a, b, c. RICH: 3 sets of analyses: a (HCl-4), b (HCl-7), c (HCl-4). Results of each laboratory are shown in different colors (ordered as in Table 1; refer to online version for colors).

Discussion: Sample 3—Basel Mortar

Figure 5 shows that independently of the dating method (OSL or 14C), the preparation method or grain-size, all analyses resulted in ages older than the charcoal found in mortar. The combined age of two charcoal samples (ETHZ_charcoal: 1313±22 BP and POZN_charcoal: 1345±30 BP) results in 14C age of 1324±18 BP (χ2-test: df=1 T=0.7 [5% 3.8]) (Table 1), calibrated 655–764 AD (95.4% conf. level). The difference between mortar and charcoal is even larger when two 14C ages: 1055±45 BP and 1105±40 BP, which were obtained on charcoal prior to the MODIS (Hayen et al. Reference Hayen, Van Strydonck, Fontaine, Boudin, Lindroos, Heinemeier, Ringbom, Michalska, Hajdas, Hueglin, Marzaioli, Terrasi, Passariello, Capano, Maspero, Panzeri, Galli, Artioli, Addis, Secco, Boaretto, Moreau, Guibert, Urbanova, Czernik, Goslar and Caroselli2017 this volume), are considered. The picture is even more complicated by the age of a bone: 1625±55 BP (Hayen et al. Reference Hayen, Van Strydonck, Fontaine, Boudin, Lindroos, Heinemeier, Ringbom, Michalska, Hajdas, Hueglin, Marzaioli, Terrasi, Passariello, Capano, Maspero, Panzeri, Galli, Artioli, Addis, Secco, Boaretto, Moreau, Guibert, Urbanova, Czernik, Goslar and Caroselli2017 this volume). This scatter of 14C ages suggests that this sample of mortar is highly heterogeneous. The presence of an old component (Table 1; sample RICH_3a.5: 8240±51 BP) might well explain too old radiocarbon age (Roman instead of Medieval), however it does not explain the scatter of ages observed for charcoal and bone. This complicated picture points to a mixed source of sample material.

Discussion: Sample 4—Roman Cocciopesto

As can be seen from Figure 6, results obtained by all the laboratories are consistently younger than the expected Roman age (1739±32 BP; RICH_charcoal). With an exception of the two oldest fraction (POZN_4.3: 2650±150 BP and RICH_4.7: 1540±34 BP) most of the results range from 700 to 1300 BP. Although difficulty in dating cocciopesto has been known from previous studies (Hodgins et al. Reference Hodgins, Lindroos, Ringbom, Heinemeier and Brock2011; Ringbom et al. Reference Ringbom, Heinemeier, Lindroos and Brock2011, Reference Ringbom, Lindroos, Heinemeier and Sonck-Koota2014; Michalska et al. this volume) consistently too young ages, as compared to the expected one, can probably be explained by processes such as the delayed hardening of mortar that was sampled from deep inside the wall (Hayen et al. Reference Hayen, Van Strydonck, Fontaine, Boudin, Lindroos, Heinemeier, Ringbom, Michalska, Hajdas, Hueglin, Marzaioli, Terrasi, Passariello, Capano, Maspero, Panzeri, Galli, Artioli, Addis, Secco, Boaretto, Moreau, Guibert, Urbanova, Czernik, Goslar and Caroselli2017). In this case, nearly coherent ages of the first fractions (Figure 6) obtained by the laboratories date the time of hardening, probably delayed by the impermeability of coccipesto as well as the sample depth (Heinemeier et al. Reference Heinemeier, Jungner, Lindroos, Ringbom, von Konow and Rud1997, Reference Heinemeier, Ringbom, Lindroos and Sveinbjörnsdóttir2010).

SUMMARY

Two OSL laboratories and seven 14C laboratories performed analysis on mortar of MODIS study by applying various procedures.

The following common points for 14C preparation protocols are based on the MODIS comparison study:

  • Prescreening of samples

  • Particle size (by sieving or suspended fractions centrifuge/gravity)

  • Dissolution (% of the total or the time of dissolution)

  • All 14C laboratories apply more than one 14C analysis per sample

Both OSL laboratories based the dating process on the analyses of coarse quartz fractions measured by the multigrain technique. The OSL dating results obtained by multigrain technique from the Basel mortar, which contained enough quartz fraction for OSL analysis, showed general agreement both between OSL laboratories and with 14C dating results.

Overall, the results of this first intercomparison provide important observations for a choice of material and prospects for a successful mortar dating. The two homogeneous samples: Sample_1 (Finnish Mortar) and Sample_2 (Mallorca Burial Lime) were successfully dated. However, the complicated material such as Sample 3 (Basel Mortar) and Sample 4 (Roman Cocciopesto) gave coherent results but different from expected ages. These results highlight the complexity of 14C dating of mortars indicating the potential but also its limits. Moreover, the exchange of knowledge between laboratories and observations made during this study are an important factor for understanding the results of dating mortars.

ACKNOWLEDGMENTS

We thank Sophie Hueglin for providing the Basel Mortar sample as well as many discussions of the archeological aspects of the sample. IH thanks LIP ETHZ laboratory for the support: Mantana Maurer and Maria Belen Röttig for laboratory preparation, Laura Hendriks and Lukas Wacker for measurements using GIS AMS.

Supplementary materials

To view supplementary material for this article, please visit https://doi.org/10.1017/RDC.2017.112

Footnotes

Selected Papers from the 8th Radiocarbon & Archaeology Symposium, Edinburgh, UK, 27 June–1 July 2016

1 Age of anthropogenic carbonates: radiocarbon dating of mortars, limes and stucco. International Workshop on Mortar Dating, Zurich, 9–11 September 2015.

References

REFERENCES

Addis, A, Secco, M, Preto, N, Marzaioli, F, Passariello, I, Brogiolo, GP, Chavarria Arnau, A, Artioli, G, Terrasi, F. 2016. New strategies for radiocarbon dating of mortars: Multi-step purification of the lime binder. Proceedings of 4th Historic Mortars, Santorini, Greece 10–12 October 2016.Google Scholar
Aitken, MJ. 1985. Thermoluminescence Dating. London: Academic Press. 267 p.Google Scholar
Bell, WT. 1979. Attenuation factors to absorbed dose in quartz inclusions for thermoluminescence dating. Ancient TL 8:213.Google Scholar
Binda, I, Baronio, G. 1988. Survey of brick-binder adhesion in ‘powdered brick’ mortars and plasters, Masonry International Journal 2: pp. 8792.Google Scholar
Fahrni, SM, Gaggeler, HW, Hajdas, I, Ruff, M, Szidat, S, Wacker, L. 2010. Direct measurements of small C-14 samples after oxidation in quartz tubes. Nuclear Instruments and Methods in Physics Research B 268:787789.Google Scholar
Folk, RL, Valastro, S. 1976. Successful technique for dating of lime mortar by carbon-14 J. Field Archaeology 3(2)203208.Google Scholar
Folk, RL, Valastro, S. 1979. Dating of lime mortar by 14C. In: Berger R, Suess H, editors. Radiocarbon Dating: Proceedings of the Ninth International Conference. Berkeley: University of California Press. p 721730.CrossRefGoogle Scholar
Goslar, T, Nawrocka, D, Czernik, J. 2009. Foraminiferous limestones in 14C dating of mortar. Radiocarbon 51(2):857866.CrossRefGoogle Scholar
Goedicke, C. 2011. Dating mortar by optically stimulated luminescence: a feasibility study. Geochronometria 38(1):4249.Google Scholar
Goedicke, C. 2003. Dating historical calcite mortar by blue OSL: results from known age samples. Radiation Measurements 37:409415.Google Scholar
Guérin, G, Myank, J, Thomsen, K, Murray, A, Mercier, N. 2015. Modelling dose rate to single grains of quartz in well-sorted sand samples: the dispersion arising from the presence of potassium feldspars and implications for single grain OSL dating. Quaternary Geochronology 27:5265.Google Scholar
Guibert, P, Schvoerer, M. 1991. TL-dating: Low background gamma spectrometry as a tool for the determination of the annual dose. Nuclear Tracks and Radiation Measurements 14:155161.Google Scholar
Hajdas, I, Trumm, J, Bonani, G, Biechele, C, Maurer, M, Wacker, L. 2012. Roman ruins as an experiment for radiocarbon dating of mortar. Radiocarbon 54(3–4):897903.Google Scholar
Hayen, R, Van Strydonck, M, Boaretto, E, Lindroos, A, Heinemeier, J, Ringbom, Å, Hueglin, S, Michalska, D, Hajdas, I, Marzaoili, F, Maspero, F, Galli, A, Artioli, G, Moreau, Ch, Guibert, P, Caroselli, M. 2016. Absolute dating of mortars – integrating chemical and physical techniques to characterize and select the mortar samples. Proceedings of the 4th Historic Mortars Conference - HMC2016. 656667.Google Scholar
Hayen, R, Van Strydonck, M, Fontaine, L, Boudin, M, Lindroos, A, Heinemeier, J, Ringbom, Å, Michalska, D, Hajdas, I, Hueglin, S, Marzaioli, F, Terrasi, F, Passariello, I, Capano, M, Maspero, F, Panzeri, L, Galli, A, Artioli, G, Addis, A, Secco, M, Boaretto, E, Moreau, C, Guibert, P, Urbanova, P, Czernik, J, Goslar, T, Caroselli, M. 2017. Mortar dating methodology: intercomparison of available methods. Radiocarbon 59(6):this volume.Google Scholar
Heinemeier, J, Jungner, H, Lindroos, A, Ringbom, Å, von Konow, T, Rud, N. 1997. AMS 14C dating of lime mortar. Nuclear Instruments and Methods in Physics Research B 123:487495.Google Scholar
Heinemeier, J, Ringbom, Å, Lindroos, A, Sveinbjörnsdóttir, ÁE. 2010. Successful AMS 14C dating of non-hydraulic lime mortars from the medieval churches of the Åland Islands, Finland. Radiocarbon 52(1):171204.Google Scholar
Hodgins, G, Lindroos, A, Ringbom, Å, Heinemeier, J, Brock, F. 2011. 14C dating of roman Mortars – preliminary tests using diluted hydrochloric acid injected in batches. Commentationes Humanarum Litterarum 128:209213.Google Scholar
Labeyrie, J, Delibrias, G. 1964. Dating of old mortars by the carbon-14 method. Nature 201(4920):742.Google Scholar
Lichtenberger, A, Lindroos, A, Raja, R, Heinemeier, J. 2015. Radiocarbon analysis of mortar from Roman and Byzantine water management installations in the Northwest Quarter of Jerash, Jordan. Journal of Archaeological Science: Reports 2:114127.Google Scholar
Lindroos, A, Heinemeier, J, Ringbom, Å, Braskén, M, Sveinbjörnsdóttir, Á. 2007. Mortar dating using AMS 14C and sequential dissolution: examples from medieval, non-hydraulic lime mortars from the Åland Islands, SW Finland. Radiocarbon 49(1):4767.CrossRefGoogle Scholar
Lindroos, A, Heinemeier, J, Ringbom, Å, Brock, F, Sonck-Koota, P, Pehkonen, M, Suksi, J. 2011. Problems in radiocarbon dating of Roman Pozzolana mortars. In: Ringbom Å, Hohlfelder R, editors. Building Roma Aeterna. Current research on Roman Mortar and Concrete. Proceedings of the conference March 27–29, 2008. Commentationes Humanarum Litterarum 128: 214–30.Google Scholar
Martin, L, Mercier, N, Incerti, S, Lefrais, Y, Pecheyran, C, Guérin, G, Jarry, M, Bruxelles, L, Bon, F, Pallier, C. 2015. Dosimetric study of sediments at the beta dose rate scale: characterization and modelization with the DosiVox software. Radiation Measurements 81:134141. DOI: 10.1016/j.radmeas.2015.02.008.8.CrossRefGoogle Scholar
Marzaioli, F, Lubritto, C, Nonni, S, Passariello, I, Capano, M, Terrasi, F. 2011. Mortar radiocarbon dating: Preliminary accuracy evaluation of a novel methodology. Analytical Chemistry 83(6):20382045.Google Scholar
Marzaioli, F, Nonni, S, Passariello, I, Capano, M, Ricci, P, Lubritto, C, De Cesare, N, Eramo, G, Castillo, JAQ, Terrasi, F. 2013. Accelerator mass spectrometry 14C dating of lime mortars: methodological aspects and field study applications at CIRCE (Italy). Nuclear Instruments and Methods in Physics Research B 294:246251.Google Scholar
Marzaioli, F, Borriello, G, Passariello, I, Lubritto, C, De Cesare, N, D’Onofrio, A, Terrasi, F. 2008. Zinc reduction as an alternative method for AMS radiocarbon dating: Process optimization at CIRCE. Radiocarbon 50(1):139149.Google Scholar
McCrea, JMJ. 1950. Isotopic chemistry of carbonates and a paleo-temperature scale. J. Chem. Phys. 18:849857.Google Scholar
Michalska, D, Czernik, J, Gosar, T. 2017. Methodological aspect of mortars dating (Poznań, Poland, MODIS). Radiocarbon 59(6):submitted.Google Scholar
Michalska, D, Czernik, J. 2015. Carbonates in leaching reactions in context of 14C dating. Nuclear Instruments and Methods in Physics Research B 361:431439.Google Scholar
Michalska, D, Pazdur, A, Czernik, J, Szczepaniak, M, Żurakowska, M. 2013. Cretaceous aggregate and reservoir effect in dating of binding materials. Geochronometria 40(1):3341.Google Scholar
Murray, AS, Wintle, A. 2000. Luminescence dating of quartz using an improved single-aliquot regenerative dose protocol. Radiation Measurements 32:523538.Google Scholar
Nawrocka-Michalska, D, Michczyńska, DJ, Pazdur, A, Czernik, J. 2007. Radiocarbon chronology of the ancient settlement on the Golan Heights. Radiocarbon 49(2):625637.CrossRefGoogle Scholar
Nawrocka, D, Czernik, J, Goslar, T. 2009. 14C dating of carbonate mortars from Polish and Israeli sites. Radiocarbon 51(2):857866.Google Scholar
Nawrocka, D, Michniewicz, J, Pawlyta, J, Pazdur, A. 2005. Application of radiocarbon method for dating of lime mortars. Geochronometria 24:109115.Google Scholar
Nonni, S, Marzaioli, F, Secco, M, Passariello, I, Capano, M, Lubritto, C, Mignardi, S, Tonghini, C, Terrasi, F. 2013. 14C mortar dating: the case of the Medieval Shayzar Citadel, Syria. Radiocarbon 55(2):514525.Google Scholar
Panzeri, L. 2013. Mortar and surface dating with optically stimulated luminescence (OSL): innovative techniques for the age determination of buildings. Nuovo Cimento della 36(4):205216.Google Scholar
Prescott, JR, Hutton, JT. 1994. Cosmic ray contribution to dose rates for luminescence and ESR dating. Radiation Measurements 23(2-3):497500.Google Scholar
Ringbom, Å, Remmer, C. 1995. Ålands kyrkor, Volym I, Hammarland och Eckerö, Naturvetenskaplig datering. Mariehamn. p 6068.Google Scholar
Ringbom, Å, Heinemeier, J, Lindroos, A, Brock, F. 2011. Mortar dating and roman pozzolana, results and interpretations. In: Ringbom Å, Hohlfelder R, editors. Building Roma Aeterna. Current research on Roman Mortar and Concrete. Proceedings of the conference March 27–29, 2008. Commentationes Humanarum Litterarum 128:187–208.Google Scholar
Ringbom, Å, Lindroos, A, Heinemeier, J, Sonck-Koota, P. 2014. 19 years of mortar dating: learning from experience. Radiocarbon 56(2):619635.Google Scholar
Stuiver, M, Smith, CS. 1965. 6th International Conference on Radiocarbon and Tritium Dating, Pullman, WA. p 338-343.Google Scholar
Van Strydonck, M, Dupas, M, Dauchot-Dehon, M, Pachiaudi, C, Marechal, J. 1983a. A further step in the radiocarbon dating of old mortars: Bull Kon Inst Kunstpatrimonium, v XIX, 1982/83. p 155171.Google Scholar
Van Strydonck, M, Dupas, M, Dauchot-Dehon, M. 1983b. Radiocarbon dating of old mortars. In: Mook WG, Waterbolk HT, editors. 14C and Archaeology, Proceedings. PA C T 8:337343.Google Scholar
Van Strydonck, M, Dupas, M, Dauchot-Dehon, M, Pachiaudi, Ch, Marechal, J. 1986. The influence of contaminating carbonate and the variations of δ13C in mortar dating. Radiocarbon 28(2A):702710.Google Scholar
Van Strydonck, M Boudin, De Mulder, G. 2009. 14C dating of cremated bones: the issue of sample contamination. Radiocarbon 51(2):553568.Google Scholar
Van Strydonck, M, Aramburu, J, Fernández Martínez, A, Alvarez Jurado-Figueroa, M, Boudin, M, De Mulder, G. 2017. Radiocarbon dating of the Son Pellisser lime burial (Calvià, Mallorca). Journal of Archaeological Science: Reports 11:471479.Google Scholar
Terrasi, F, De Cesare, N, D’Onofrio, A, Lubritto, C, Marzaioli, F, Passariello, I, Rogalla, D, Sabbarese, C, Borriello, G, Casa, G, Passariello, I. 2008. High precision 14C AMS at CIRCE. Nuclear Instruments and Methods in Physics Research B 266:22212224.CrossRefGoogle Scholar
Urbanová, P, Hourcade, D, Ney, C, Guibert, P. 2015. Sources of uncertainties in OSL dating of archaeological mortars: the case study of the Roman amphitheatre Palais-Gallien in Bordeaux. Radiation Measurements 72:100110.Google Scholar
Urbanová, P, Delaval, E, Dufresne, P, Lanos, P, Guibert, P. 2016. Multi-method dating of Grimaldi castle foundations in Antibes, France. ArchéoSciences - Revue d’archéométrie 40:1733.CrossRefGoogle Scholar
Urbanová, P, Guibert, P. 2017a. A review on Single grain OSL dating of mortars: a methodological study of five reference archaeological sites. Geochronometria. DOI: 10.1515/geochr-2015-0050.Google Scholar
Urbanová, P, Guibert, P. 2017b. La mesure du temps par luminescence : datation de réemplois dans la crypte de Saint Seurin à Bordeaux, dossier « Atelier doctoral. Les remplois en architecture entre Antiquité et Moyen Âge » des. Mélanges de l’École française de Rome, 129, 1.Google Scholar
Vogel, JS, Southon, JR, Nelson, DE, Brown, TA. 1984. Performance of catalytically condensed carbon for use in accelerator mass spectrometry. Nuclear Instruments and Methods in Physics Research B 5:289.CrossRefGoogle Scholar
Zacharias, N, Mauz, B, Michael, CT. 2002. Luminescence quartz dating of lime mortars. A first research approach. Radiation Protection Dosimetry 101:379382.Google Scholar
Figure 0

Figure 1 Pictures of MODIS samples distributed among the laboratories: (a) Sample 1—Finnish mortar; (b) Sample 2—Mallorca lime burial f<500 µm; (c) Sample 2—Mallorca lime burial original (F); (d) Sample 3—Basel mortar; (e) Sample 4—Roman cocciopesto.

Figure 1

Figure 2 The exemplary course of carbonates decomposition in orthophosphoric acid, in function of time; MDIC 1—the wall’s bedding mortar from the church of Nagu (Finland); MDIC 2—lime conglomerate from Cova S’Estora (Mallorca, Spain); MDIC 3—the medieval mortar mixer from Basel Cathedral Hill (Switzerland); MDIC 4—the Roman cocciopesto mortar from Tongeren (Belgium); tot_ka—fragment of bulk mortar without any additional preparation; the ordinate p/ptot represents the proportion of pressure of CO2 collected after time t to the pressure of the whole collected CO2. The more irregular decomposition takes place in Roman cocciopesto mortars, which is connected with finely grained ceramic dust, clay minerals mixed in the binder structure.

Figure 2

Table 1 Summary of results obtained for MODIS samples. Independent age control is given as 14C ages of material found in mortar samples. Minimum and maximum ages give the ranges of all 14C ages measured in this intercomparison. OSL ages are recalculated to 14C ages.

Figure 3

Figure 3 Sample of Finish mortar—the independent age was obtained on wood ABO_wood 512±9 BP. Additional notes: L-lump, fractions of different dissolution steps (supplementary Table S1) are shown as LAB_1.2, LAB_1.3, etc. Results of each laboratory are shown in different colors (ordered as in Table 1; refer to online version for colors).

Figure 4

Figure 4 Sample 2_Mallorca lime burial. Additional notes: Fractions of different dissolution steps (see supplementary Table S1) are shown as LAB_2.1, LAB_2.2 etc. ETHZ: 3 sets of analyses: a, b, c. RICH: 3 sets of analyses: a (HCl-4), b (HCl-7), c (HCl-4). Results of each laboratory are shown in different colors (ordered as in Table 1; refer to online version for colors).

Figure 5

Figure 5 Sample 3 Basel mortar: This sample was previously dated as discussed by Hayen et al. (2016, 2017). 14C age of charcoal found in the mortar of MODIS is 1313±22 BP (ETHZ_charcoal).

Figure 6

Figure 6 Sample 4 Roman coccipesto: Charcoal from this mortar was previously dated at RICH laboratory (Hayen et al. 2016, 2017). 14C age of charcoal was 1739±32 BP (RICH_charcoal).

Supplementary material: File

Hajdas et al supplementary material

Table S1

Download Hajdas et al supplementary material(File)
File 57.7 KB