Dino Aquilano
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The organizations/institutes from the scholar's latest article
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Dino Aquilano has a total of 46 co-authors. Here are the top co-authors by number of shared publications:
- Linda Pastero
Department of Earth Sciences, University of Torino, 10125 Torino, Italy
28 shared publications - Marco Bruno
Dipartimento di Scienze della Terra, Università degli Studi di Torino, Via Valperga Caluso 35, 10125, Torino (TO), Italy
27 shared publications - Stefano Ghignone
Dipartimento di Scienze della Terra, Università degli Studi di Torino, Via Valperga Caluso 35, 10125, Torino (TO), Italy
9 shared publications - Andrea Cotellucci
Dipartimento di Scienze della Terra, Università degli Studi di Torino, via Valperga Caluso 35, Torino 10125, Italy
7 shared publications Stefano Ghignone
Dipartimento di Scienze della Terra, Università degli Studi di Torino, Via Valperga Caluso 35, Torino, TO 10125, Italy
5 shared publicationsFrancesco Roberto Massaro
Dipartimento di Geoscienze, Università degli Studi di Padova, Via Gradenigo 6, I-35131, Padova, Italy
3 shared publications
Latest Publications
- Open Access
- 26 March 2026
- Published by International Union of Crystallography (IUCr) in Journal of Applied Crystallography
- Vol. 59 (2) , 586-593
Homo-epitaxy and twinning produce complex nanostructures in cryogenic calcite
Calcite is famous for the rich diversity of oriented crystal growths. Although these are commonly explained by twinning, there are cases where the relationship between the associated crystals is not related to axis or mirror plane symmetry. Here, using transmission electron microscopy (TEM), we investigate the nanostructures of cryogenic calcite samples from Oknothichya (Hunter's) cave, Baikal area (Russia), and demonstrate the homo-epitaxial intergrowth of {11 2 0}//{11 2 0} rotated , {0001}//{ 1 100} and {1 1 02}//{1 1 08} calcite interfaces. We document as well the occurrence of extra calcite reflections at positions halfway between the hh\overline{ 2h} 0 and 0h\overline {h} 2h Bragg reflections in electron diffraction patterns and the doubling of {d_{({11\bar 20} )}} and {d_{({01\bar 12} )}} spacings (corresponding to 2 × 2.50 Å and 2 × 3.85 Å, respectively) in high-resolution TEM images. These features are similar to those associated with c -type reflections, and here we demonstrate that they are unrelated to Ca–Mg ordering as we study pure calcite samples. We also present a complex high-resolution TEM image that provides evidence for the cooperation of {10 1 4} calcite twins with homo-epitaxial intergrowth at {11 2 0}//{11 2 0} rotated and {1 1 02}//{1 1 08} interfaces in a subglacially formed calcite from Elephant Moraine (Antarctica). We develop structure models for all the recognized interfaces and report that they are energetically favorable.
- 26 March 2026
- Published by International Union of Crystallography (IUCr) in Journal of Applied Crystallography
- Vol. 59 (2) , 586-593
Open AccessHomo-epitaxy and twinning produce complex nanostructures in cryogenic calcite
Calcite is famous for the rich diversity of oriented crystal growths. Although these are commonly explained by twinning, there are cases where the relationship between the associated crystals is not related to axis or mirror plane symmetry. Here, using transmission electron microscopy (TEM), we investigate the nanostructures of cryogenic calcite samples from Oknothichya (Hunter's) cave, Baikal area (Russia), and demonstrate the homo-epitaxial intergrowth of {11 2 0}//{11 2 0} rotated , {0001}//{ 1 100} and {1 1 02}//{1 1 08} calcite interfaces. We document as well the occurrence of extra calcite reflections at positions halfway between the hh\overline{ 2h} 0 and 0h\overline {h} 2h Bragg reflections in electron diffraction patterns and the doubling of {d_{({11\bar 20} )}} and {d_{({01\bar 12} )}} spacings (corresponding to 2 × 2.50 Å and 2 × 3.85 Å, respectively) in high-resolution TEM images. These features are similar to those associated with c -type reflections, and here we demonstrate that they are unrelated to Ca–Mg ordering as we study pure calcite samples. We also present a complex high-resolution TEM image that provides evidence for the cooperation of {10 1 4} calcite twins with homo-epitaxial intergrowth at {11 2 0}//{11 2 0} rotated and {1 1 02}//{1 1 08} interfaces in a subglacially formed calcite from Elephant Moraine (Antarctica). We develop structure models for all the recognized interfaces and report that they are energetically favorable.
- Open Access
- 20 November 2025
- Published by Royal Society of Chemistry (RSC) in CrystEngComm
- Vol. 28 (2) , 411-418
Shape modification of mineral inclusions in diamond: thermodynamic and kinetic considerations
The shape evolution of a mineral inclusion in diamond is discussed through thermodynamic and kinetic considerations.
- 20 November 2025
- Published by Royal Society of Chemistry (RSC) in CrystEngComm
- Vol. 28 (2) , 411-418
Open AccessShape modification of mineral inclusions in diamond: thermodynamic and kinetic considerations
The shape evolution of a mineral inclusion in diamond is discussed through thermodynamic and kinetic considerations.
- Open Access
- 16 July 2025
- Published by International Union of Crystallography (IUCr) in Journal of Applied Crystallography
- Vol. 58 (4) , 1220-1226
The {010} form of polar brushite (CaHPO4·2H2O) deposits as an epi-growing crystal on a non-polar {010} substrate of gypsum (CaSO4·2H2O)
The mechanisms of crystal growth from solution are more complicated than those from vapor or melt growth. These mechanisms are important in biomineralization (bones, teeth, shells) and in the characterization of optically non-linear crystals, perfectly crystallized proteins, nucleic acids and complex viruses. This motivated studies on new basic phenomena, including the crystal interfaces of biological macromolecules and those of low-solubility inorganic salts. Generalization of the Gibbs–Thomson effect has been questioned when describing isotropic (circular) or anisotropic (polygonized) spiral steps spreading onto a crystal face. This work focuses on the brushite crystal (CaHPO4·2H2O) since it can grow freely or as a deposit on a gypsum (CaSO4·2H2O) substrate. Brushite looks like a 2D crystal built by a flat {010} form limited by {h0l} polar and thin faces running as straight steps. Moreover, it is worth investigating the {010} gypsum to {010} brushite transformation since mineralogy and geochemistry play an important role in the crystal growth. Here, we study the freely growing brushite and, subsequently, its {010} form arising from gypsum. The epitaxy {010} gypsum/{010} brushite is also examined because brushite twins are involved. A new way of thinking about the epi-relations is proposed, along with more rigorous constraints; this new approach emphasizes the physical importance of the adhesion energy connected to every epitaxy.
- 16 July 2025
- Published by International Union of Crystallography (IUCr) in Journal of Applied Crystallography
- Vol. 58 (4) , 1220-1226
Open AccessThe {010} form of polar brushite (CaHPO4·2H2O) deposits as an epi-growing crystal on a non-polar {010} substrate of gypsum (CaSO4·2H2O)
The mechanisms of crystal growth from solution are more complicated than those from vapor or melt growth. These mechanisms are important in biomineralization (bones, teeth, shells) and in the characterization of optically non-linear crystals, perfectly crystallized proteins, nucleic acids and complex viruses. This motivated studies on new basic phenomena, including the crystal interfaces of biological macromolecules and those of low-solubility inorganic salts. Generalization of the Gibbs–Thomson effect has been questioned when describing isotropic (circular) or anisotropic (polygonized) spiral steps spreading onto a crystal face. This work focuses on the brushite crystal (CaHPO4·2H2O) since it can grow freely or as a deposit on a gypsum (CaSO4·2H2O) substrate. Brushite looks like a 2D crystal built by a flat {010} form limited by {h0l} polar and thin faces running as straight steps. Moreover, it is worth investigating the {010} gypsum to {010} brushite transformation since mineralogy and geochemistry play an important role in the crystal growth. Here, we study the freely growing brushite and, subsequently, its {010} form arising from gypsum. The epitaxy {010} gypsum/{010} brushite is also examined because brushite twins are involved. A new way of thinking about the epi-relations is proposed, along with more rigorous constraints; this new approach emphasizes the physical importance of the adhesion energy connected to every epitaxy.
- Open Access
- 23 June 2025
- Published by American Chemical Society (ACS) in The Journal of Physical Chemistry C
- Vol. 129 (26) , 12167-12174
A Computational Investigation of Aragonite/Dolomite Epitaxy
- 23 June 2025
- Published by American Chemical Society (ACS) in The Journal of Physical Chemistry C
- Vol. 129 (26) , 12167-12174
Open AccessA Computational Investigation of Aragonite/Dolomite Epitaxy
- Open Access
Gypsum: From the Equilibrium to the Growth Shapes—Theory and Experiments
The gypsum crystals (CaSO4·2H2O) crystallizes in a low symmetry system (monoclinic) and shows a marked layered structure along with a perfect cleavage parallel to the {010} faces. Owing to its widespread occurrence, as a single or twinned crystal, here the gypsum equilibrium (E.S.) and growth shapes (G.S.) have been re-visited. In making the distinction among E.S. and G.S., in the present work, the basic difference between epitaxy and homo-taxy is clearly evidenced. Gypsum has also been a fruitful occasion to recollect the general rules concerning either contact or penetration twins, for free growing and for twinned crystals nucleating onto pre-existing substrates. Both geometric and crystal growth aspects have been considered as well, by unifying theory and experiments of crystallography and crystal growth through the intervention of , the physical quantity representing the specific adhesion energy between gypsum and other phases. Hence, the adhesion energy allowed us to systematically use the Dupré’s formula. In the final part of the paper, peculiar attention has been paid to sediments (or solution growth) where the crystal size is very small, in order to offer a new simple way to afford classical (CNT) and non-classical nucleation (NCNT) theories, both ruling two quantities commonly used in the industrial crystallization: the total induction times () and crystal size distribution (CSD).Open AccessGypsum: From the Equilibrium to the Growth Shapes—Theory and Experiments
The gypsum crystals (CaSO4·2H2O) crystallizes in a low symmetry system (monoclinic) and shows a marked layered structure along with a perfect cleavage parallel to the {010} faces. Owing to its widespread occurrence, as a single or twinned crystal, here the gypsum equilibrium (E.S.) and growth shapes (G.S.) have been re-visited. In making the distinction among E.S. and G.S., in the present work, the basic difference between epitaxy and homo-taxy is clearly evidenced. Gypsum has also been a fruitful occasion to recollect the general rules concerning either contact or penetration twins, for free growing and for twinned crystals nucleating onto pre-existing substrates. Both geometric and crystal growth aspects have been considered as well, by unifying theory and experiments of crystallography and crystal growth through the intervention of , the physical quantity representing the specific adhesion energy between gypsum and other phases. Hence, the adhesion energy allowed us to systematically use the Dupré’s formula. In the final part of the paper, peculiar attention has been paid to sediments (or solution growth) where the crystal size is very small, in order to offer a new simple way to afford classical (CNT) and non-classical nucleation (NCNT) theories, both ruling two quantities commonly used in the industrial crystallization: the total induction times () and crystal size distribution (CSD). - Open Access
Gypsum Crystals Formed by the Anhydrite–Gypsum Transformation at Low Temperatures: Implications for the Formation of the Geode of Pulpí
Determining the mechanisms of the formation of giant crystals is a challenging subject. Gypsum, calcium sulfate dihydrate (CaSO4·2H2O), is known to form crystals larger than one meter in several locations worldwide. These selenite crystals grow at different temperatures, either in sedimentary or hydrothermal systems. The famous selenite crystals of the geode of Pulpí (Almería, Spain) are known to have grown at a temperature T = 20 ± 5 °C and have been proposed to form in a subaqueous environment by a self-feeding mechanism triggered by anhydrite dissolution and the ripening of microcrystalline gypsum, enhanced by oscillations in temperature. This paper reports the monitored crystallization of gypsum crystals, from anhydrite powder dissolution, inside airtight evaporation-free reactors under oscillating low temperatures (15 °C < T < 25 °C). These crystals are clearly smaller than the ones in the Pulpí mine but exhibit similar habits (i.e., single blocky crystals and twins following the 100 twinning law). The growth rate of gypsum single crystals has been measured to be between 3.8 and 35.3 µm/day. Noteworthy, we document the occurrence of the 100 contact twinning law of gypsum, which is the most widespread twinning law in natural environments but never univocally reported in laboratory experiments. The selection of the 100 contact twinning law has been correlated to the low supersaturation values obtained in the experiment, where the concentration in these long-duration experiments can be safely assumed to be the equilibrium concentration, i.e., 0.3 (at 25 °C) ≤ SI ≤ 0.4 (at 15 °C). We discuss the relevance of our experiment for forming the gypsum crystals of Pulpí in the framework of the geological history of Pulpí mineralization. These laboratory model experiments contribute to a deeper understanding of mineral nucleation and growth processes in natural environments.
Open AccessGypsum Crystals Formed by the Anhydrite–Gypsum Transformation at Low Temperatures: Implications for the Formation of the Geode of Pulpí
Determining the mechanisms of the formation of giant crystals is a challenging subject. Gypsum, calcium sulfate dihydrate (CaSO4·2H2O), is known to form crystals larger than one meter in several locations worldwide. These selenite crystals grow at different temperatures, either in sedimentary or hydrothermal systems. The famous selenite crystals of the geode of Pulpí (Almería, Spain) are known to have grown at a temperature T = 20 ± 5 °C and have been proposed to form in a subaqueous environment by a self-feeding mechanism triggered by anhydrite dissolution and the ripening of microcrystalline gypsum, enhanced by oscillations in temperature. This paper reports the monitored crystallization of gypsum crystals, from anhydrite powder dissolution, inside airtight evaporation-free reactors under oscillating low temperatures (15 °C < T < 25 °C). These crystals are clearly smaller than the ones in the Pulpí mine but exhibit similar habits (i.e., single blocky crystals and twins following the 100 twinning law). The growth rate of gypsum single crystals has been measured to be between 3.8 and 35.3 µm/day. Noteworthy, we document the occurrence of the 100 contact twinning law of gypsum, which is the most widespread twinning law in natural environments but never univocally reported in laboratory experiments. The selection of the 100 contact twinning law has been correlated to the low supersaturation values obtained in the experiment, where the concentration in these long-duration experiments can be safely assumed to be the equilibrium concentration, i.e., 0.3 (at 25 °C) ≤ SI ≤ 0.4 (at 15 °C). We discuss the relevance of our experiment for forming the gypsum crystals of Pulpí in the framework of the geological history of Pulpí mineralization. These laboratory model experiments contribute to a deeper understanding of mineral nucleation and growth processes in natural environments.
- Open Access
- 20 September 2024
- Published by International Union of Crystallography (IUCr) in Journal of Applied Crystallography
- Vol. 57 (5) , 1484-1488
Twinning and homo-epitaxy cooperation in the already rich growth morphology of CaCO3 polymorphs. II. Calcite
The two most abundant CaCO3 polymorphs, calcite and aragonite, are universally recognized for the richness of their morphology to which different twins make relevant contributions. The epitaxial transformation calcite ↔ aragonite has long been debated. While the twinning has been thoroughly treated, the homo-epitaxy occurring within each of these minerals has, inexplicably, been overlooked to date, both experimentally and theoretically. Twinning can be deceptive to the point where it can be mistaken for homo-epitaxy, thus making the proposed growth mechanism in the crystal aggregate wrong. Within the present work, the first aim is a theoretical investigation of the homo-epitaxies among the three {10.4}-cleavage, {01.2}-steep and {01.8}-flat rhombohedra of calcite. Accordingly, the specific adhesion energies were calculated between facing crystal forms, unequivocally showing that the {01.2}/{01.8} homo-epitaxy competes with the generation of both {01.2} and {01.8} contact twins. Secondly, the calculation of the specific adhesion energy was extended to consider homo-epitaxy for the {10.4} rhombohedron. The two-dimensional geometric lattice coincidence has been tried for the {00.1} pinacoidal form as well.
- 20 September 2024
- Published by International Union of Crystallography (IUCr) in Journal of Applied Crystallography
- Vol. 57 (5) , 1484-1488
Open AccessTwinning and homo-epitaxy cooperation in the already rich growth morphology of CaCO3 polymorphs. II. Calcite
The two most abundant CaCO3 polymorphs, calcite and aragonite, are universally recognized for the richness of their morphology to which different twins make relevant contributions. The epitaxial transformation calcite ↔ aragonite has long been debated. While the twinning has been thoroughly treated, the homo-epitaxy occurring within each of these minerals has, inexplicably, been overlooked to date, both experimentally and theoretically. Twinning can be deceptive to the point where it can be mistaken for homo-epitaxy, thus making the proposed growth mechanism in the crystal aggregate wrong. Within the present work, the first aim is a theoretical investigation of the homo-epitaxies among the three {10.4}-cleavage, {01.2}-steep and {01.8}-flat rhombohedra of calcite. Accordingly, the specific adhesion energies were calculated between facing crystal forms, unequivocally showing that the {01.2}/{01.8} homo-epitaxy competes with the generation of both {01.2} and {01.8} contact twins. Secondly, the calculation of the specific adhesion energy was extended to consider homo-epitaxy for the {10.4} rhombohedron. The two-dimensional geometric lattice coincidence has been tried for the {00.1} pinacoidal form as well.
- Open Access
- 10 November 2023
- Published by American Chemical Society (ACS) in Crystal Growth & Design
- Vol. 23 (12) , 9094-9102
Effect of Different Evaporation Rates on Gypsum Habit: Mineralogical Implications for Natural Gypsum Deposits
- 10 November 2023
- Published by American Chemical Society (ACS) in Crystal Growth & Design
- Vol. 23 (12) , 9094-9102
Open AccessEffect of Different Evaporation Rates on Gypsum Habit: Mineralogical Implications for Natural Gypsum Deposits
- Open Access
- 20 October 2023
- Published by International Union of Crystallography (IUCr) in Journal of Applied Crystallography
- Vol. 56 (6) , 1630-1638
Twinning and homoepitaxy cooperation in the already rich growth morphology of CaCO3 polymorphs. I. Aragonite
Calcite and aragonite are the two most abundant among the CaCO3 polymorphs and are also well known for their rich morphology and habit, to which twinning relevantly contributes. Moreover, the calcite → aragonite transformation has been debated for a long time, even though the homo-epitaxies occurring within each polymorph have been overlooked, to date, from both experimental and theoretical points of view. Twinning is common and unfortunately can be deceptive as it can be mistaken for homo-epitaxy, thus leading to confusion regarding the growth mechanisms of many crystal aggregates. Here, experimental and theoretical studies were carried out to investigate the twinning and homo-epitaxy that operate in aragonite: (i) the connection between twinning and homo-epitaxy for contact and penetration aggregates made by the lateral {010} and {110} aragonite forms; (ii) the homo-epitaxial relationships among the {001} pinacoid and both the {010} pinacoid and the prismatic {110} aragonite forms. This work attempts to provide a new approach to monitoring the growth mechanisms of aragonite in cases where it is obtained not as a single crystal but as an aggregate. An analogous problem will be explored in our forthcoming work on calcite.
- 20 October 2023
- Published by International Union of Crystallography (IUCr) in Journal of Applied Crystallography
- Vol. 56 (6) , 1630-1638
Open AccessTwinning and homoepitaxy cooperation in the already rich growth morphology of CaCO3 polymorphs. I. Aragonite
Calcite and aragonite are the two most abundant among the CaCO3 polymorphs and are also well known for their rich morphology and habit, to which twinning relevantly contributes. Moreover, the calcite → aragonite transformation has been debated for a long time, even though the homo-epitaxies occurring within each polymorph have been overlooked, to date, from both experimental and theoretical points of view. Twinning is common and unfortunately can be deceptive as it can be mistaken for homo-epitaxy, thus leading to confusion regarding the growth mechanisms of many crystal aggregates. Here, experimental and theoretical studies were carried out to investigate the twinning and homo-epitaxy that operate in aragonite: (i) the connection between twinning and homo-epitaxy for contact and penetration aggregates made by the lateral {010} and {110} aragonite forms; (ii) the homo-epitaxial relationships among the {001} pinacoid and both the {010} pinacoid and the prismatic {110} aragonite forms. This work attempts to provide a new approach to monitoring the growth mechanisms of aragonite in cases where it is obtained not as a single crystal but as an aggregate. An analogous problem will be explored in our forthcoming work on calcite.
- Open Access
- 16 June 2023
- Published by American Chemical Society (ACS) in Crystal Growth & Design
- Vol. 23 (7) , 5279-5288
Is the Imposition of Diamond Morphology on Mineral Inclusions a Syngenetic or Post-Genetic Process with Respect to Diamond Formation?
- 16 June 2023
- Published by American Chemical Society (ACS) in Crystal Growth & Design
- Vol. 23 (7) , 5279-5288
Open AccessIs the Imposition of Diamond Morphology on Mineral Inclusions a Syngenetic or Post-Genetic Process with Respect to Diamond Formation?