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| placeofburial = ], ]<ref>{{Cite book |last=Larman |first=Emil Karlovich |title=Аксель Вильгельмович Гадолин 1828-1892 |trans-title=Axel Vilhelmovich Gadolin 1828-1892 |language=Russian |year=1969 |page=73 |publisher=Nauka |location=Moscow}}</ref> | placeofburial = ], ]<ref>{{Cite book |last=Larman |first=Emil Karlovich |title=Аксель Вильгельмович Гадолин 1828-1892 |trans-title=Axel Vilhelmovich Gadolin 1828-1892 |language=Russian |year=1969 |page=73 |publisher=Nauka |location=Moscow}}</ref>
| name = Axel Vilhelmovich Gadolin | name = Axel Vilhelmovich Gadolin
| spouse = Fanny Elisabeth von Wendt (1847–1924)
| caption = Аксель Вильгельмович Гадолин | caption = Аксель Вильгельмович Гадолин
| allegiance = Imperial Russia | allegiance = Imperial Russia
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Gadolin was born in ] in the ] on 12{{nbsp}}June 1828. He was the nephew of the chemist ]. Gadolin was born in ] in the ] on 12{{nbsp}}June 1828. He was the nephew of the chemist ].


Gadolin combined his military career with a scientific career in mineralogy, crystallography, and artillery sciences. Gadolin received his initial education at the ]. In 1847 he was a second lieutenant in the Russian artillery service. Gadolin graduated from the ] in 1849 and remained their to teach;<ref name="TMR">{{cite book |last1=Schuh |first1=Curtis P. |title=Mineralogy and Crystallography: An Annotated Biobibliography of Books Published 1469 to 1919 |section=Gadolin, Aksel' Vil'gel'movich (1828 – 1892) |url=https://mineralogicalrecord.com/new_biobibliography/gadolin-aksel-vilgelmovich/ |url-status=live |access-date=24 December 2024 |archive-url=https://archive.org/details/BioBib_Mineralogy_2007_Vol_1/page/n639/mode/2up?q=Gadolin |archive-date=25 August 2007 |volume=1 |pages=560-561}}</ref> his initial appointment was as a lecturer in physics.<ref name="RBD">{{cite book |last1=Alexandrovich |first1=E. |section=Gadolin, Axel Vilhelmovich |url=https://ru.wikisource.org/%D0%A0%D0%91%D0%A1/%D0%92%D0%A2/%D0%93%D0%B0%D0%B4%D0%BE%D0%BB%D0%B8%D0%BD,_%D0%90%D0%BA%D1%81%D0%B5%D0%BB%D1%8C_%D0%92%D0%B8%D0%BB%D1%8C%D0%B3%D0%B5%D0%BB%D1%8C%D0%BC%D0%BE%D0%B2%D0%B8%D1%87 |title=Russian Biographical Dictionary |access-date=23 December 2024 |pages=103-106 |language=Russian |volume=4 |year=1914 |publisher=]}}</ref> He was appointed director of the artillery school in 1856 (and promoted to Captain), and then professor in 1866. In 1859 he was promoted to colonel, and in 1866 to major general. While at the artillery school he developed techniques for building high velocity canons, which significantly increased the range that a shell could be propelled.<ref name="TMR"/> Gadolin combined his military career with a scientific career in mineralogy, crystallography, and artillery sciences. Gadolin received his initial education at the ]. In 1847 he was a second lieutenant in the Russian artillery service. Gadolin graduated from the ] in 1849 and remained their to teach;<ref name="TMR">{{cite book |last1=Schuh |first1=Curtis P. |title=Mineralogy and Crystallography: An Annotated Biobibliography of Books Published 1469 to 1919 |section=Gadolin, Aksel' Vil'gel'movich (1828 – 1892) |url=https://mineralogicalrecord.com/new_biobibliography/gadolin-aksel-vilgelmovich/ |url-status=live |access-date=24 December 2024 |archive-url=https://archive.org/details/BioBib_Mineralogy_2007_Vol_1/page/n639/mode/2up?q=Gadolin |archive-date=25 August 2007 |volume=1 |pages=560–561}}</ref> his initial appointment was as a lecturer in physics.<ref name="RBD">{{cite book |last1=Alexandrovich |first1=E. |section=Gadolin, Axel Vilhelmovich |url=https://ru.wikisource.org/%D0%A0%D0%91%D0%A1/%D0%92%D0%A2/%D0%93%D0%B0%D0%B4%D0%BE%D0%BB%D0%B8%D0%BD,_%D0%90%D0%BA%D1%81%D0%B5%D0%BB%D1%8C_%D0%92%D0%B8%D0%BB%D1%8C%D0%B3%D0%B5%D0%BB%D1%8C%D0%BC%D0%BE%D0%B2%D0%B8%D1%87 |title=Russian Biographical Dictionary |access-date=23 December 2024 |pages=103–106 |language=Russian |volume=4 |year=1914 |publisher=]}}</ref> He was appointed director of the artillery school in 1856 (and promoted to captain), and then professor in 1866. In 1859 he was promoted to colonel, and in 1866 to major general. While at the artillery school he developed techniques for building high velocity canons, which significantly increased the range that a shell could be propelled.<ref name="TMR"/>


In 1869 he was awarded an honorary doctorate of mineralogy by the Council of ]. In 1872 he became professor at ]. Gadolin was promoted to Lieutenant General in 1876.<ref name="RBD"/> In 1869 he was awarded an honorary doctorate of mineralogy by the council of ]. In 1872 he became professor at ]. Gadolin was promoted to lieutenant general in 1876.<ref name="RBD"/>


==Works== ==Works==
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Gadolin published in the fields of artillery, mechanical engineering, metallurgy, mineralogy and crystallography. Gadolin published in the fields of artillery, mechanical engineering, metallurgy, mineralogy and crystallography.


Gadolin's most famous scientific work is entitled ''Deduction of all Crystallographic Systems and their Subdivisions by Means of a Single General Principle''. It was first published in Russian in 1867,<ref>{{Cite journal|last=Gadolin|first=Axel V.|title=Вывод всеч кристаллографиц̌ескич систем и ич подразделений из одного обс̌ц̌его нац̌ала |trans-title=Deduction of all Crystallographic Systems and their Subdivisions by Means of a Single General Principle|language=Russian|year=1867 |journal=Ann. Imp. St Petersburg Mineral. Soc, Ser. 2 |volume=4 |pages=112-200}}</ref> reprinted in 1954,<ref>{{Cite book|last=Gadolin|first=Axel V.|title=Вывод всеч кристаллографиц̌ескич систем и ич подразделений из одного обс̌ц̌его нац̌ала |language=Russian |year=1954 |publisher=Akademiia Nauk SSSR |location=Leningrad}}</ref> translated into French in 1871,<ref>{{Cite journal|last=Gadolin|first=Axel V.|title=Memoire sur la déduction d'un seul principe de tous les systèmes cristallographiques avec leurs subdivisions |language=French |year=1871 |journal=Acta societatis scientiarum Fennicae Helsingfors |volume=9 |pages=1-71 |url=https://archive.org/details/actasocietatissc91871suom/page/n19/mode/2up |url-access=registration |access-date=24 December 2024}}</ref> and German in 1896.<ref>{{Cite book|last=Gadolin|first=Axel V.|editor-last1=Groth |editor-first1=P. |title=Abhandlung über die Herleitung aller krystallographischer Systeme, mit ihren Unterabtheilungen aus einem einzigen Prinzipe |language=German |year=1896 |publisher=Engelmann |location=Leipzig |series=Ostwald's Klassiker der exakten Wissenschaften |volume=75 |url=https://archive.org/details/abhandlungberdi03grotgoog |url-access=registration |access-date=24 December 2024}}</ref> Gadolin's most famous scientific work is entitled ''Deduction of all Crystallographic Systems and their Subdivisions by Means of a Single General Principle''. It was first published in Russian in 1867,<ref>{{Cite journal|last=Gadolin|first=Axel V.|title=Вывод всеч кристаллографиц̌ескич систем и ич подразделений из одного обс̌ц̌его нац̌ала |trans-title=Deduction of all Crystallographic Systems and their Subdivisions by Means of a Single General Principle|language=Russian|year=1867 |journal=Ann. Imp. St Petersburg Mineral. Soc, Ser. 2 |volume=4 |pages=112–200}}</ref> reprinted in 1954,<ref>{{Cite book|last=Gadolin|first=Axel V.|title=Вывод всеч кристаллографиц̌ескич систем и ич подразделений из одного обс̌ц̌его нац̌ала |language=Russian |year=1954 |publisher=Akademiia Nauk SSSR |location=Leningrad}}</ref> translated into French in 1871,<ref name="French">{{Cite journal|last=Gadolin|first=Axel V.|title=Memoire sur la déduction d'un seul principe de tous les systèmes cristallographiques avec leurs subdivisions |language=French |year=1871 |journal=Acta Societatis Scientiarum Fennicae Helsingfors |volume=9 |pages=1–71 |url=https://archive.org/details/actasocietatissc91871suom/page/n19/mode/2up |url-access=registration |access-date=24 December 2024}}</ref> and German in 1896.<ref>{{Cite book|last=Gadolin|first=Axel V.|editor-last1=Groth |editor-first1=P. |title=Abhandlung über die Herleitung aller krystallographischer Systeme, mit ihren Unterabtheilungen aus einem einzigen Prinzipe |language=German |year=1896 |publisher=Engelmann |location=Leipzig |series=Ostwald's Klassiker der exakten Wissenschaften |volume=75 |url=https://archive.org/details/abhandlungberdi03grotgoog |url-access=registration |access-date=24 December 2024}}</ref>


In this work Gadolin used the law of rational indices to prove that only 2-, 3-, 4-, and 6-fold axes are possible in crystals.<ref>{{cite journal |last1=Marshall |first1=Hugh |title=Note on the Axes of Symmetry which are Crystallographically possible |journal=Proceedings of the Royal Society of Edinburgh |date=7 March 1898 |volume=22 |pages=62–65 |doi=10.1017/S0370164600050999 |url=https://archive.org/details/per_proceedings-of-the-royal-society-of-edinburgh_proceedings-of-the-royal-society_1897-1898_22/page/62/mode/2up |access-date=24 December 2024}}</ref> He showed that it is possible to derive all the crystallographically possible polyhedra by studying how the elements of symmetry can be combined. Gadolin showed that the resulting polyhedra can be divided into 32 classes varying by symmetry.<ref name="TMR"/> Gadolin stated that two crystals should belong to the same class if they have the same symmetry elements, identically disposed. This is the foundation of the modern classification into geometric crystal classes.<ref name="Senechal">{{cite book |last1=Senechal |first1=Marjorie |editor1-last=Lima-de-Faria |editor1-first=J. |title=Historical atlas of crystallography |date=1990 |publisher=Published for International Union of Crystallography by Kluwer Academic Publishers |location=Dordrecht ; Boston |isbn=079230649X |page=47 |chapter=Brief history of geometrical crystallography |url=https://archive.org/details/historicalatlaso0000unse_p0f2/page/46/mode/2up |url-access=registration |access-date=24 December 2024}}</ref> Although he predicted 32 crystal classes, Gadolin found only 20 examples in nature.<ref>{{cite journal |last1=Kahr |first1=Bart |last2=Shtukenberg |first2=Alexander G. |title=Histories of Crystallography by Shafranovskii and Schuh |journal=Recent Advances in Crystallography |date=19 September 2012 |pages=1-35 |doi=10.5772/48789 |url=https://www.intechopen.com/chapters/39125 |access-date=25 December 2024}}</ref> Gadolin work was often cited as the most important source for the systematic derivation of the crystal classes without using the concepts of ].<ref name="Scholz">{{cite book |last1=Scholz |first1=Erhard |title=Symmetrie, Gruppe, Dualität |date=1989 |publisher=Birkhäuser |location=Basel Boston Berlin |isbn=3764319747 |language=German}}</ref>{{rp|page=110|quote=So argumentierte etwa A. Gadolin in einer unter Kristallographen stark beachteten und haufig als wichtigste Quelle für systematische Ableitung der Kristallklassen angegebenen Arbeit (1871) ohne Verwendung von Konzepten der Gruppentheorie.}} In this work Gadolin used the law of rational indices to prove that only 2-, 3-, 4-, and 6-fold axes are possible in crystals.<ref>{{cite journal |last1=Marshall |first1=Hugh |title=Note on the Axes of Symmetry which are Crystallographically possible |journal=Proceedings of the Royal Society of Edinburgh |date=7 March 1898 |volume=22 |pages=62–65 |doi=10.1017/S0370164600050999 |url=https://archive.org/details/per_proceedings-of-the-royal-society-of-edinburgh_proceedings-of-the-royal-society_1897-1898_22/page/62/mode/2up |access-date=24 December 2024}}</ref> He showed that it is possible to derive all the crystallographically possible polyhedra by studying how the elements of symmetry can be combined. Gadolin showed that the resulting polyhedra can be divided into 32 classes varying by symmetry.<ref name="TMR"/> Gadolin stated that two crystals should belong to the same class if they have the same symmetry elements, identically disposed. This is the foundation of the modern classification into geometric crystal classes.<ref name="Senechal">{{cite book |last1=Senechal |first1=Marjorie |editor1-last=Lima-de-Faria |editor1-first=J. |title=Historical atlas of crystallography |date=1990 |publisher=Published for International Union of Crystallography by Kluwer Academic Publishers |location=Dordrecht ; Boston |isbn=079230649X |page=47 |chapter=Brief history of geometrical crystallography |chapter-url=https://archive.org/details/historicalatlaso0000unse_p0f2/page/46/mode/2up |chapter-url-access=registration |access-date=24 December 2024}}</ref> Although he predicted 32 crystal classes, Gadolin found only 20 examples in nature.<ref>{{cite journal |last1=Kahr |first1=Bart |last2=Shtukenberg |first2=Alexander G. |title=Histories of Crystallography by Shafranovskii and Schuh |journal=Recent Advances in Crystallography |date=19 September 2012 |pages=1–35 |doi=10.5772/48789 |isbn=978-953-51-0754-5 |url=https://www.intechopen.com/chapters/39125 |access-date=25 December 2024|doi-access=free }}</ref> Gadolin work was often cited<ref>{{cite book |last1=Barlow |first1=W. |last2=Miers |first2=H. A. |title=Report of The Seventy-First Meeting of the British Association for the Advancement of Science |date=1901 |publisher=John Murray |location=London |pages=309–310 |chapter-url=https://archive.org/details/reportoftheseven030432mbp/page/308/mode/2up |access-date=2 January 2025 |chapter=The Structure of Crystals}}</ref> as the most important source for the systematic derivation of the crystal classes without using the concepts of ].<ref name="Scholz">{{cite book |last1=Scholz |first1=Erhard |title=Symmetrie, Gruppe, Dualität |date=1989 |publisher=Birkhäuser |location=Basel Boston Berlin |isbn=3764319747 |language=German}}</ref>{{rp|page=110|quote=So argumentierte etwa A. Gadolin in einer unter Kristallographen stark beachteten und haufig als wichtigste Quelle für systematische Ableitung der Kristallklassen angegebenen Arbeit (1871) ohne Verwendung von Konzepten der Gruppentheorie.}}


] in 1826 and ] in 1830 had found the 32 crystal classes. Gadolin, who was unaware of the work of his predecessors,<ref>{{cite book |last1=Burckhardt |first1=Johann Jakob |title=Die Symmetrie der Kristalle: Von René-Just Haüy zur kristallographischen Schule in Zürich |date=1988 |publisher=Birkhäuser Basel |location=Basel s.l |isbn=9783034860284 |page=59 |language=German |chapter=Die stereographische Projektion der 32 Kristallklassen - Neumann, Miller, Gadolin}}</ref><ref>{{cite journal |last1=Whitlock |first1=Herbert P. |title=A century of progress in crystallography |journal=American Mineralogist |date=1934 |volume=19 |issue=3 |pages=93-100 |url=https://msaweb.org/AmMin/AM19/AM19_93.pdf |access-date=25 December 2024}}</ref> found them independently using ] to represent the symmetry elements of the 32 groups.<ref name="Authier">{{cite book |last1=Authier |first1=André |title=Early days of X-ray crystallography |date=2015 |publisher=Oxford University Press |location=Oxford |isbn=9780198754053 |doi=10.1093/acprof:oso/9780199659845.003.0012 |chapter=12. The Birth and Rise of the Space-Lattice Concept |url=https://academic-oup-com.wikipedialibrary.idm.oclc.org/book/8011/chapter/153381347 |url-access=registration |access-date=24 December 2024}}</ref>{{rp|page=379}} Gadolin's work had a clarity that attracted widespread attention, and caused Hessel's earlier work to be neglected.<ref>{{cite journal |last1=Swartz |first1=Charles K. |title=Proposed Classification of Crystals based on the Recognition of Seven Fundamental Types of Symmetry |journal=Bulletin of the Geological Society of America |date=21 December 1909 |volume=20 |pages=369-398 |url=https://archive.org/details/bulletinofgeolog20190geol/page/390/mode/2up |access-date=24 December 2024}}</ref> ] in 1826 and ] in 1830 had found the 32 crystal classes. Gadolin, who was unaware of the work of his predecessors,<ref>{{cite book |last1=Burckhardt |first1=Johann Jakob |title=Die Symmetrie der Kristalle: Von René-Just Haüy zur kristallographischen Schule in Zürich |date=1988 |publisher=Birkhäuser Basel |location=Basel s.l |isbn=9783034860284 |page=59 |language=German |chapter=Die stereographische Projektion der 32 Kristallklassen - Neumann, Miller, Gadolin}}</ref><ref>{{cite journal |last1=Whitlock |first1=Herbert P. |title=A century of progress in crystallography |journal=American Mineralogist |date=1934 |volume=19 |issue=3 |pages=93–100 |url=https://msaweb.org/AmMin/AM19/AM19_93.pdf |access-date=25 December 2024}}</ref> found them independently using ] to represent the symmetry elements of the 32 groups.<ref name="Authier">{{cite book |last1=Authier |first1=André |title=Early days of X-ray crystallography |date=2015 |publisher=Oxford University Press |location=Oxford |isbn=9780198754053 |doi=10.1093/acprof:oso/9780199659845.003.0012 |chapter=12. The Birth and Rise of the Space-Lattice Concept |url=https://academic.oup.com/book/8011/chapter/153381347 |page=379 |url-access=registration |access-date=24 December 2024}}</ref> Gadolin's work had a clarity that attracted widespread attention, and caused Hessel's earlier work to be neglected.<ref>{{cite journal |last1=Swartz |first1=Charles K. |title=Proposed Classification of Crystals based on the Recognition of Seven Fundamental Types of Symmetry |journal=Bulletin of the Geological Society of America |date=21 December 1909 |volume=20 |issue=1 |pages=369–398 |doi=10.1130/GSAB-20-369 |bibcode=1909GSAB...20..369S |url=https://archive.org/details/bulletinofgeolog20190geol/page/390/mode/2up |access-date=24 December 2024}}</ref> Gadolin influenced the later crystallographic work of ].<ref>{{cite journal |last1=Shafranovskii |first1=I. I. |last2=Frank-Kamenetskii |first2=V. A. |title=Heinrich Paul Groth |journal=Crystallography Reports |date=1993 |volume=38 |issue=5 |page=710-713|bibcode=1993CryRp..38..710S }}</ref>


In 1883 ] completed his ''Elements of the theory of figures''; Gadolin assisted in its eventual publication in 1885.<ref name="Scholz"/>{{rp|page=115}}<ref>{{cite journal |last1=Dubov |first1=P. L. |last2=Frank-Kamenetskii |first2=V. A. |last3=Shafranovskii |first3=I. I. |title=Centennial of E.S. Fedorov's classic book 'Principles of the science of figures' |journal=Sov. Phys. Cryst. |date=1985 |volume=30 |issue=6 |pages=711-713}}</ref>. Fedorov and ] added new symmetry elements such as ] to those considered by Gadolin; using these new symmetry elements they enumerated the 230 ]s in three dimensions in 1891.<ref>{{cite book |last1=Shubnikov |first1=A. V. |last2=Kopt︠s︡ik |first2=V. A. |title=Symmetry in science and art |date=1974 |publisher=Plenum Press |location=New York |isbn=0306307596 |page=124}}</ref> In 1883 ] completed his ''Elements of the theory of figures''; Gadolin assisted in its eventual publication in 1885.<ref name="Scholz"/>{{rp|page=115}}<ref>{{cite journal |last1=Dubov |first1=P. L. |last2=Frank-Kamenetskii |first2=V. A. |last3=Shafranovskii |first3=I. I. |title=Centennial of E.S. Fedorov's classic book 'Principles of the science of figures' |journal=Sov. Phys. Cryst. |date=1985 |volume=30 |issue=6 |pages=711–713}}</ref> Fedorov and ] added new symmetry elements such as ] to those considered by Gadolin; using these new symmetry elements they enumerated the 230 ]s in three dimensions in 1891.<ref>{{cite book |last1=Shubnikov |first1=A. V. |last2=Kopt︠s︡ik |first2=V. A. |title=Symmetry in science and art |date=1974 |publisher=Plenum Press |location=New York |isbn=0306307596 |page=124}}</ref>


Gadolin’s mineral collection is held at the ].<ref>{{cite journal |last1=Luttinen |first1=Arto |last2=Väinölä |first2=Risto |last3=Halla |first3=Jaana |last4=Kröger |first4=Björn |last5=Lintulaakso |first5=Kari |last6=Juslén |first6=Aino |last7=Oinonen |first7=Markku |last8=Sihvonen |first8=Pasi |last9=Hyvärinen |first9=Marko-Tapio |title=Geology collection policy of the Finnish Museum of Natural History |journal=Research Ideas and Outcomes |date=25 October 2021 |volume=7 |doi=10.3897/rio.7.e76875 |url=https://riojournal.com/article/76875/ |doi-access=free |access-date=25 December 2024}}</ref> Gadolin's mineral collection is held at the ].<ref>{{cite journal |last1=Luttinen |first1=Arto |last2=Väinölä |first2=Risto |last3=Halla |first3=Jaana |last4=Kröger |first4=Björn |last5=Lintulaakso |first5=Kari |last6=Juslén |first6=Aino |last7=Oinonen |first7=Markku |last8=Sihvonen |first8=Pasi |last9=Hyvärinen |first9=Marko-Tapio |title=Geology collection policy of the Finnish Museum of Natural History |journal=Research Ideas and Outcomes |date=25 October 2021 |volume=7 |doi=10.3897/rio.7.e76875 |url=https://riojournal.com/article/76875/ |doi-access=free |access-date=25 December 2024}}</ref>


==Honours and awards== ==Honours and awards==
]
===Military=== ===Military===

Gadolin was the recipient of numerous military awards.<ref name="RBD"/> Gadolin was the recipient of numerous military awards.<ref name="RBD"/>
* ], 3rd class, 1859; 2nd class, 1864; 1st class 1872 * ], 3rd class, 1859; 2nd class, 1864; 1st class 1872
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* ], commander (3rd class), 1867 (France)<ref name="RBD"/>{{rp|page=104|quote=Gadolin was sent by the high command to the World London Exhibition, and in 1867 to the Paris Exposition to compile a detailed description of the exhibition relating to military technology and military weapons and received from Napoleon III the Commander's Cross of the Legion of Honor. (translation)}} * ], commander (3rd class), 1867 (France)<ref name="RBD"/>{{rp|page=104|quote=Gadolin was sent by the high command to the World London Exhibition, and in 1867 to the Paris Exposition to compile a detailed description of the exhibition relating to military technology and military weapons and received from Napoleon III the Commander's Cross of the Legion of Honor. (translation)}}
* ], 1st class, 1870 * ], 1st class, 1870
* ], 4th class, 1871<ref name="RBD"/>{{rp|page=103|quote=In the summer of 1855, during the Eastern War, he was sent to Sveaborg. During the bombardment of the Anglo-French fleet on June 28-29, when the powder cellar in the Gustasbed fortification caught fire, he managed to warn of the explosion, for which later (May 9, 1871) he was awarded the Order of St. George 4th class. (translation)}} * ], 4th class, 1871<ref name="RBD"/>{{rp|page=103|quote=In the summer of 1855, during the Eastern War, he was sent to Sveaborg. During the bombardment of the Anglo-French fleet on June 28–29, when the powder cellar in the Gustasbed fortification caught fire, he managed to warn of the explosion, for which later (May 9, 1871) he was awarded the Order of St. George 4th class. (translation)}}
* ], 1879 * ], 1879
* ], 1884 * ], 1884
* ], commander grand cross (1st class), 1885 (Sweden) * ], commander grand cross (1st class), 1885 (Sweden)

===Academic=== ===Academic===
* ] Prize, 1868 for his work on ]s<ref name="TMR"/> * ] Prize, 1868 for his work on ]s<ref name="TMR"/>
* ], honorary doctorate of mineralogy, 1869 * ], honorary doctorate of mineralogy, 1869
* ], corresponding member, 1873; extraordinary academician, 1875; full academician, 1890 * ], corresponding member, 1873; extraordinary academician, 1875; full academician, 1890
* The mineral Axelite was named in honour of Axel Gadolin.<ref>{{cite journal |last1=Pekov |first1=Igor V. |last2=Zubkova |first2=Natalia V. |last3=Agakhanov |first3=Atali A. |last4=Yapaskurt |first4=Vasiliy O. |last5=Belakovskiy |first5=Dmitry I. |last6=Britvin |first6=Sergey N. |last7=Sidorov |first7=Evgeny G. |last8=Kutyrev |first8=Anton V. |last9=Pushcharovsky |first9=Dmitry Yu. |title=New arsenate minerals from the Arsenatnaya fumarole, Tolbachik volcano, Kamchatka, Russia. XIX. Axelite, Na<sub>14</sub>Cu<sub>7</sub>(AsO<sub>4</sub>)<sub>8</sub>F<sub>2</sub>Cl<sub>2</sub> |journal=Mineralogical Magazine |date=February 2023 |volume=87 |issue=1 |pages=109–117 |doi=10.1180/mgm.2022.120}}</ref> * The mineral Axelite was named in honour of Axel Gadolin.<ref>{{cite journal |last1=Pekov |first1=Igor V. |last2=Zubkova |first2=Natalia V. |last3=Agakhanov |first3=Atali A. |last4=Yapaskurt |first4=Vasiliy O. |last5=Belakovskiy |first5=Dmitry I. |last6=Britvin |first6=Sergey N. |last7=Sidorov |first7=Evgeny G. |last8=Kutyrev |first8=Anton V. |last9=Pushcharovsky |first9=Dmitry Yu. |title=New arsenate minerals from the Arsenatnaya fumarole, Tolbachik volcano, Kamchatka, Russia. XIX. Axelite, Na<sub>14</sub>Cu<sub>7</sub>(AsO<sub>4</sub>)<sub>8</sub>F<sub>2</sub>Cl<sub>2</sub> |journal=Mineralogical Magazine |date=February 2023 |volume=87 |issue=1 |pages=109–117 |doi=10.1180/mgm.2022.120|bibcode=2023MinM...87..109P }}</ref>


==References== ==References==
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{{Commons category|Axel Wilhemovich Gadolin}}


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Latest revision as of 13:16, 8 January 2025

Finnish/Russian crystallographer and general
Axel Vilhelmovich Gadolin
Аксель Вильгельмович Гадолин
Born(1828-06-12)June 12, 1828
Somero, Grand Duchy of Finland
DiedDecember 15, 1892(1892-12-15) (aged 64)
Saint Petersburg, Russia
BuriedHelsingfors, Finland
AllegianceImperial Russia
BranchArtillery
RankLieutenant General 1876
AwardsOrder of Saint Anna  Order of St. Vladimir  Légion d'honneur  Order of Saint Stanislaus  Order of St. George  Order of the White Eagle  Order of Saint Alexander Nevsky  Order of the Sword
Spouse(s)Fanny Elisabeth von Wendt (1847–1924)
Known forDeriving the 32 crystallographic point groups using stereographic projection
Scientific career
FieldsMineralogy, crystallography
Institutions

Axel Vilhelmovich Gadolin (Russian: Аксель Вильгельмович Гадолин; 12 June 1828 – 15 December 1892) was a Finnish/Russian lieutenant general, and also a scientist in the field of artillery, metallurgy, mineralogy and crystallography. Gadolin was a professor at the Mikhailov Artillery Academy and the Saint Petersburg Institute of Technology, doctor of mineralogy from Saint Petersburg University, and academician of the St. Petersburg Academy of Sciences. He was awarded the Lomonosov Prize in 1868 for his work on crystallographic point groups.

Career

Gadolin was born in Somero in the Grand Duchy of Finland on 12 June 1828. He was the nephew of the chemist Johan Gadolin.

Gadolin combined his military career with a scientific career in mineralogy, crystallography, and artillery sciences. Gadolin received his initial education at the Finnish Cadet School. In 1847 he was a second lieutenant in the Russian artillery service. Gadolin graduated from the Mikhailov Artillery Academy in 1849 and remained their to teach; his initial appointment was as a lecturer in physics. He was appointed director of the artillery school in 1856 (and promoted to captain), and then professor in 1866. In 1859 he was promoted to colonel, and in 1866 to major general. While at the artillery school he developed techniques for building high velocity canons, which significantly increased the range that a shell could be propelled.

In 1869 he was awarded an honorary doctorate of mineralogy by the council of Saint Petersburg University. In 1872 he became professor at Saint Petersburg Institute of Technology. Gadolin was promoted to lieutenant general in 1876.

Works

Gadolin published in the fields of artillery, mechanical engineering, metallurgy, mineralogy and crystallography.

Gadolin's most famous scientific work is entitled Deduction of all Crystallographic Systems and their Subdivisions by Means of a Single General Principle. It was first published in Russian in 1867, reprinted in 1954, translated into French in 1871, and German in 1896.

In this work Gadolin used the law of rational indices to prove that only 2-, 3-, 4-, and 6-fold axes are possible in crystals. He showed that it is possible to derive all the crystallographically possible polyhedra by studying how the elements of symmetry can be combined. Gadolin showed that the resulting polyhedra can be divided into 32 classes varying by symmetry. Gadolin stated that two crystals should belong to the same class if they have the same symmetry elements, identically disposed. This is the foundation of the modern classification into geometric crystal classes. Although he predicted 32 crystal classes, Gadolin found only 20 examples in nature. Gadolin work was often cited as the most important source for the systematic derivation of the crystal classes without using the concepts of group theory.

Moritz Ludwig Frankenheim in 1826 and Johann F. C. Hessel in 1830 had found the 32 crystal classes. Gadolin, who was unaware of the work of his predecessors, found them independently using stereographic projection to represent the symmetry elements of the 32 groups. Gadolin's work had a clarity that attracted widespread attention, and caused Hessel's earlier work to be neglected. Gadolin influenced the later crystallographic work of Paul Groth.

In 1883 Evgraf Fedorov completed his Elements of the theory of figures; Gadolin assisted in its eventual publication in 1885. Fedorov and Arthur Moritz Schoenflies added new symmetry elements such as glide reflection to those considered by Gadolin; using these new symmetry elements they enumerated the 230 space groups in three dimensions in 1891.

Gadolin's mineral collection is held at the Finnish Museum of Natural History.

Honours and awards

Stereographic projection of the homohedral form of the cubic system. The grey triangles and squares indicate rotation axes of order 3 and 4, respectively, and the grey ellipses indicate mirror planes.

Military

Gadolin was the recipient of numerous military awards.

Academic

References

  1. Larman, Emil Karlovich (1969). Аксель Вильгельмович Гадолин 1828-1892 [Axel Vilhelmovich Gadolin 1828-1892] (in Russian). Moscow: Nauka. p. 73.
  2. ^ Schuh, Curtis P. "Gadolin, Aksel' Vil'gel'movich (1828 – 1892)". Mineralogy and Crystallography: An Annotated Biobibliography of Books Published 1469 to 1919. Vol. 1. pp. 560–561. Archived from the original on 25 August 2007. Retrieved 24 December 2024.
  3. ^ Alexandrovich, E. (1914). "Gadolin, Axel Vilhelmovich". Russian Biographical Dictionary (in Russian). Vol. 4. Imperial Russian Historical Society. pp. 103–106. Retrieved 23 December 2024.
  4. Gadolin, Axel V. (1867). "Вывод всеч кристаллографиц̌ескич систем и ич подразделений из одного обс̌ц̌его нац̌ала" [Deduction of all Crystallographic Systems and their Subdivisions by Means of a Single General Principle]. Ann. Imp. St Petersburg Mineral. Soc, Ser. 2 (in Russian). 4: 112–200.
  5. Gadolin, Axel V. (1954). Вывод всеч кристаллографиц̌ескич систем и ич подразделений из одного обс̌ц̌его нац̌ала (in Russian). Leningrad: Akademiia Nauk SSSR.
  6. ^ Gadolin, Axel V. (1871). "Memoire sur la déduction d'un seul principe de tous les systèmes cristallographiques avec leurs subdivisions". Acta Societatis Scientiarum Fennicae Helsingfors (in French). 9: 1–71. Retrieved 24 December 2024.
  7. Gadolin, Axel V. (1896). Groth, P. (ed.). Abhandlung über die Herleitung aller krystallographischer Systeme, mit ihren Unterabtheilungen aus einem einzigen Prinzipe. Ostwald's Klassiker der exakten Wissenschaften (in German). Vol. 75. Leipzig: Engelmann. Retrieved 24 December 2024.
  8. Marshall, Hugh (7 March 1898). "Note on the Axes of Symmetry which are Crystallographically possible". Proceedings of the Royal Society of Edinburgh. 22: 62–65. doi:10.1017/S0370164600050999. Retrieved 24 December 2024.
  9. Senechal, Marjorie (1990). "Brief history of geometrical crystallography". In Lima-de-Faria, J. (ed.). Historical atlas of crystallography. Dordrecht ; Boston: Published for International Union of Crystallography by Kluwer Academic Publishers. p. 47. ISBN 079230649X. Retrieved 24 December 2024.
  10. Kahr, Bart; Shtukenberg, Alexander G. (19 September 2012). "Histories of Crystallography by Shafranovskii and Schuh". Recent Advances in Crystallography: 1–35. doi:10.5772/48789. ISBN 978-953-51-0754-5. Retrieved 25 December 2024.
  11. Barlow, W.; Miers, H. A. (1901). "The Structure of Crystals". Report of The Seventy-First Meeting of the British Association for the Advancement of Science. London: John Murray. pp. 309–310. Retrieved 2 January 2025.
  12. ^ Scholz, Erhard (1989). Symmetrie, Gruppe, Dualität (in German). Basel Boston Berlin: Birkhäuser. ISBN 3764319747.
  13. Burckhardt, Johann Jakob (1988). "Die stereographische Projektion der 32 Kristallklassen - Neumann, Miller, Gadolin". Die Symmetrie der Kristalle: Von René-Just Haüy zur kristallographischen Schule in Zürich (in German). Basel s.l: Birkhäuser Basel. p. 59. ISBN 9783034860284.
  14. Whitlock, Herbert P. (1934). "A century of progress in crystallography" (PDF). American Mineralogist. 19 (3): 93–100. Retrieved 25 December 2024.
  15. Authier, André (2015). "12. The Birth and Rise of the Space-Lattice Concept". Early days of X-ray crystallography. Oxford: Oxford University Press. p. 379. doi:10.1093/acprof:oso/9780199659845.003.0012. ISBN 9780198754053. Retrieved 24 December 2024.
  16. Swartz, Charles K. (21 December 1909). "Proposed Classification of Crystals based on the Recognition of Seven Fundamental Types of Symmetry". Bulletin of the Geological Society of America. 20 (1): 369–398. Bibcode:1909GSAB...20..369S. doi:10.1130/GSAB-20-369. Retrieved 24 December 2024.
  17. Shafranovskii, I. I.; Frank-Kamenetskii, V. A. (1993). "Heinrich Paul Groth". Crystallography Reports. 38 (5): 710-713. Bibcode:1993CryRp..38..710S.
  18. Dubov, P. L.; Frank-Kamenetskii, V. A.; Shafranovskii, I. I. (1985). "Centennial of E.S. Fedorov's classic book 'Principles of the science of figures'". Sov. Phys. Cryst. 30 (6): 711–713.
  19. Shubnikov, A. V.; Kopt︠s︡ik, V. A. (1974). Symmetry in science and art. New York: Plenum Press. p. 124. ISBN 0306307596.
  20. Luttinen, Arto; Väinölä, Risto; Halla, Jaana; Kröger, Björn; Lintulaakso, Kari; Juslén, Aino; Oinonen, Markku; Sihvonen, Pasi; Hyvärinen, Marko-Tapio (25 October 2021). "Geology collection policy of the Finnish Museum of Natural History". Research Ideas and Outcomes. 7. doi:10.3897/rio.7.e76875. Retrieved 25 December 2024.
  21. Pekov, Igor V.; Zubkova, Natalia V.; Agakhanov, Atali A.; Yapaskurt, Vasiliy O.; Belakovskiy, Dmitry I.; Britvin, Sergey N.; Sidorov, Evgeny G.; Kutyrev, Anton V.; Pushcharovsky, Dmitry Yu. (February 2023). "New arsenate minerals from the Arsenatnaya fumarole, Tolbachik volcano, Kamchatka, Russia. XIX. Axelite, Na14Cu7(AsO4)8F2Cl2". Mineralogical Magazine. 87 (1): 109–117. Bibcode:2023MinM...87..109P. doi:10.1180/mgm.2022.120.
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