Johannes Diderik van der Waals: Difference between revisions

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==Scientific work==
==Scientific work==
The main interest of van der Waals was in the field of [[thermodynamics]]. He was much influenced<ref>Johannes D. van der Waals, (1910). [http://nobelprize.org/nobel_prizes/physics/laureates/1910/waals-lecture.pdf The Equation of State for Gases and Liquids ''Nobel Lecture'', Dec. 12.]</ref>  by  
The main interest of van der Waals was in the field of [[thermodynamics]]. He was much influenced<ref name=Van1910>{{cite journal
[[Rudolf Clausius]]' 1857 treatise entitled ''Über die Art der Bewegung, welche wir Wärme nennen'' (On the Kind of Motion which we Call [[Heat]]).<ref>{{cite journal| title = Über die Art der Bewegung, welche wir Wärme nennen|author = Clausius, R.|year=1857|journal = [[Annalen der Physik]]|volume = 176|issue = 3|pages = 353-380}}</ref> Van der Waals was later greatly influenced by the writings of [[James Clerk Maxwell]], [[Ludwig Boltzmann]], and [[Willard Gibbs]]. Clausius' work led him to look for an explanation of [[Thomas Andrews]]' experiments (1869) revealing the existence of [[critical temperatures]] in fluids. He managed to give a [[semi-quantitative]] description of the phenomena of [[condensation]] and critical temperatures in his 1873 thesis.<ref>van der Waals, JD (1873) [http://www.scs.uiuc.edu/~mainzv/exhibit/vanderwaals.htm ''Over de Continuiteit van den Gas- en Vloeistoftoestand (on the continuity of the gas and liquid state)'']. Ph.D. thesis (excerpt), Leiden, The Netherlands.</ref> This thesis put him at once in the foremost rank of physicists. The importance of Van der Waals' work can be judged  from the fact that [[James Clerk Maxwell]] reviewed his dissertation in [[Nature (journal)|Nature]]<ref>J. Clerk Maxwell, Nature, vol. '''10''', pp. 477-480 (1874)</ref> in a laudatory manner.  
| author = Van Der Waals, J.D.
| year = 1910
| title = The equation of state for gases and liquids
| journal = Nobel Lectures in Physics
| pages = 254-265
| url = http://nobelprize.org/nobel_prizes/physics/laureates/1910/waals-lecture.pdf
}}</ref>
 
 
<ref>Johannes D. van der Waals, (1910). [http://nobelprize.org/nobel_prizes/physics/laureates/1910/waals-lecture.pdf The Equation of State for Gases and Liquids, ''Nobel Lecture'', Dec. 12.]</ref>  by  
[[Rudolf Clausius]]' 1857 treatise entitled ''Über die Art der Bewegung, welche wir Wärme nennen'' (On the Kind of Motion which we Call [[Heat]]).<ref>{{cite journal| title = Über die Art der Bewegung, welche wir Wärme nennen|author = Clausius, R.|year=1857|journal = [[Annalen der Physik]]|volume = 176|issue = 3|pages = 353-380}}</ref> Van der Waals was later greatly influenced by the writings of [[James Clerk Maxwell]], [[Ludwig Boltzmann]], and [[Willard Gibbs]]. Clausius' work led him to look for an explanation of [[Thomas Andrews]]' experiments that had revealed, in 1869, the existence of [[critical temperatures]] in fluids.<ref name=Andrews1869>{{cite journal
| author = Andrews, T.
| year = 1869
| title = The Bakerian Lecture: On the Gaseous State of Matter
| journal = Philosophical Transactions of the Royal Society of London
| volume = 159
| pages = 575-590
| doi = 10.1098/rstl.1869.0021
| url = http://journals.royalsociety.org/content/b37m48w1g5306132/fulltext.pdf | accessdate = 2008-04-24
}}</ref> He managed to give a [[semi-quantitative]] description of the phenomena of [[condensation]] and critical temperatures in his 1873 thesis.<ref>van der Waals, JD (1873) [http://www.scs.uiuc.edu/~mainzv/exhibit/vanderwaals.htm ''Over de Continuiteit van den Gas- en Vloeistoftoestand (on the continuity of the gas and liquid state)'']. Ph.D. thesis (excerpt), Leiden, The Netherlands.</ref> This thesis put him at once in the foremost rank of physicists. The importance of Van der Waals' work can be judged  from the fact that [[James Clerk Maxwell]] reviewed his dissertation in [[Nature (journal)|Nature]]<ref name=Maxwell1874>{{cite journal
| author = Maxwell, J.C.
| year = 1874
| title = Van der Waals on the Continuity of Gaseous and Liquid States
| journal = Nature
| volume = 10
| pages = 477-480
| url = http://www.nature.com/nature/journal/v10/n259/pdf/010477a0.pdf
| doi = 10.1038/010477a0
}}</ref> in a laudatory manner.  


A second great discovery was published in 1880, when he formulated the [[Law of Corresponding States]]. This showed that the van der Waals equation of state can be expressed as a simple function of the critical pressure, critical volume, and critical temperature. This general form is applicable to all substances (see [[van der Waals equation#Reduced form|van der Waals equation]].) The [[Compound (chemistry)|compound]]-specific constants ''a'' and ''b'' in the original equation are replaced by universal (compound-independent) quantities. It was this law which served as a guide during experiments which ultimately led to the [[liquefaction]] of [[hydrogen]] by [[James Dewar]] in 1898 and of [[helium]] by [[Heike Kamerlingh Onnes]] in 1908.  
A second great discovery was published in 1880, when he formulated the [[Law of Corresponding States]]. This showed that the van der Waals equation of state can be expressed as a simple function of the critical pressure, critical volume, and critical temperature. This general form is applicable to all substances (see [[van der Waals equation#Reduced form|van der Waals equation]].) The [[Compound (chemistry)|compound]]-specific constants ''a'' and ''b'' in the original equation are replaced by universal (compound-independent) quantities. It was this law which served as a guide during experiments which ultimately led to the [[liquefaction]] of [[hydrogen]] by [[James Dewar]] in 1898 and of [[helium]] by [[Heike Kamerlingh Onnes]] in 1908.  
Line 27: Line 55:


Mention should also be made of Van der Waals' thermodynamic theory of [[capillarity]], which in its basic form first appeared in 1893. In contrast to [[Pierre-Simon Laplace]], who had earlier formed a
Mention should also be made of Van der Waals' thermodynamic theory of [[capillarity]], which in its basic form first appeared in 1893. In contrast to [[Pierre-Simon Laplace]], who had earlier formed a
theory on these phenomena, Van der Waals held the view that molecules exist (which was not yet universally believed in 1893) and are in permanent, rapid [[molecular motion|motion]].
theory on these phenomena<ref name=Laplace1806>{{cite book
| author = Laplace, P.S.
| year = 1806
| title = Sur l’action capillaire (Suppl. au livre X, Traité de Mécanique Céleste)
}}</ref>, Van der Waals held the view that molecules exist (which was not yet universally believed in 1893) and are in permanent, rapid [[molecular motion|motion]].


==Further reading ==
==Further reading ==
* Sengers, Johanna Levelt.  ''How Fluids Unmix: Discoveries by the School of Van der Waals and Kamerlingh Onnes.'' Amsterdam: Koninklijke Nederlandse Akad. van Wetenschappen, 2002. 302 pp. [http://www.knaw.nl/waals/book.html Downloadable version (pdf)].
* Sengers, Johanna Levelt.  ''How Fluids Unmix: Discoveries by the School of Van der Waals and Kamerlingh Onnes.'' Amsterdam: Koninklijke Nederlandse Akad. van Wetenschappen, 2002. 302 pp. [http://www.knaw.nl/waals/book.html Downloadable version (pdf)].


* A. Ya. Kipnis, B. E. Yavelov, J. S. Rowlinson, ''Van der Waals and Molecular Science'', Oxford University Press (1996).
{{cite book
 
| author = Kipnis, A. Y.
| coauthors = Yavelov, B.E.; Rowlinson, J.S.;
| year = 1996
| title = Van Der Waals and Molecular Science
| publisher = Oxford University Press
| isbn = 0-19-855210-6
| url = http://books.google.de/books?id=TFmSxysRF0oC
}}
==References==
==References==
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<div class="references-small">
<references/>
<references/>
</div>
</div>

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(?) Image: University of Amsterdam Archives
Johannes Diderik van der Waals, most probably around 1910 when he was awarded the Nobel Prize.

Johannes Diderik van der Waals (Leiden, November 23, 1837 – Amsterdam, March 8, 1923) was a Dutch theoretical physicist. His name is associated with the van der Waals equation of state that describes the behavior of gases and their condensation to the liquid phase. His name is also associated with van der Waals forces, which are forces between stable molecules (van der Waals molecules), i.e. (small) molecular clusters bound by intermolecular forces, and the van der Waals radius, a measure for the size of molecules. He became the first physics professor of the University of Amsterdam when it opened in 1877.

Biography

Johannes Diderik was the oldest of ten children born to Jacobus van der Waals and Elisabeth van den Berg. His father was a carpenter in the Dutch city of Leiden. As was usual for working class children in the 19th century, he did not go to the kind of secondary school that would have given him the right to enter university. Instead he went to a school of "advanced primary education", which he finished at the age of fifteen. He then became a teacher's apprentice in an elementary school. Between 1856 and 1861 he followed courses and gained the necessary qualifications to become a primary school teacher and head teacher.

In 1862, he began to attend lectures in mathematics, physics and astronomy at the University in his city of birth, although he was not qualified to be enrolled as a regular student. However, the University of Leiden had a provision that enabled outside students to take up to four courses a year. In 1863 the Dutch government started a new kind of secondary school (HBS, a school aiming at the children of the higher middle classes). Van der Waals—at that time head of an elementary school—wanted to become a HBS teacher in mathematics and physics and spent two years studying in his spare time for the required examinations. In 1865, he was appointed as a physics teacher at the HBS in Deventer and in 1866, he received such a position in The Hague, which is close enough to Leiden to allow van der Waals to resume his courses at the University there. Just before moving to Deventer Johannes Diderik married the eighteen-year-old Anna Magdalena Smit, in September 1865.

Van der Waals still lacked the knowledge of the classical languages that would have given him the right to enter university as a regular student and to take examinations. However, it so happened that the law regulating the university entrance was changed and dispensation from the study of classical languages could be given by the minister of education. Van der Waals was given this dispensation and brilliantly passed the qualification exams in physics and mathematics for doctoral studies. At Leiden University, on June 14, 1873, he defended his doctoral thesis Over de Continuiteit van den Gas en Vloeistoftoestand (on the continuity of the gaseous and liquid state). In the thesis, he introduced the concepts of molecular volume and molecular attraction (see the article on the van der Waals equation for the technical background).

In September 1877 van der Waals started his professorate at the newly founded Municipal University of Amsterdam. Two of his notable colleagues were the physical chemist Jacobus Henricus van 't Hoff and the biologist Hugo de Vries. As could be expected from a former elementary school teacher, van der Waals was an excellent and impressive lecturer. Until his retirement at the age of 70 van der Waals remained at the Amsterdam University. He was succeeded by his son Johannes Diderik van der Waals, Jr. who also was a theoretical physicist. At the age of 72 (in 1910) van der Waals was awarded the Nobel Prize. He died at the age of 85 (March 8, 1923).

Van der Waals had four children, three daughters and one son. His wife died of tuberculosis, 34 years old, in 1881. Van der Waals never remarried and was so shaken by the death of his wife that he did not publish anything for about a decade.

Van der Waals received numerous honors and distinctions. He was awarded an honorary doctorate of the University of Cambridge; was made honorary member of the Imperial Society of Naturalists of Moscow, the Royal Irish Academy and the American Philosophical Society; corresponding member of the Institut de France and the Royal Academy of Sciences of Berlin; associate member of the Royal Academy of Sciences of Belgium; and foreign member of the Chemical Society of London, the National Academy of Sciences of the U.S.A., and of the Accademia dei Lincei of Rome. And, of course, van der Waals was a member of the Koninklijke Nederlandse Academie van Wetenschappen (Royal Netherlands Society of Arts and Sciences). From 1896 until 1912 he was secretary of this society.

Scientific work

The main interest of van der Waals was in the field of thermodynamics. He was much influenced[1]


[2] by Rudolf Clausius' 1857 treatise entitled Über die Art der Bewegung, welche wir Wärme nennen (On the Kind of Motion which we Call Heat).[3] Van der Waals was later greatly influenced by the writings of James Clerk Maxwell, Ludwig Boltzmann, and Willard Gibbs. Clausius' work led him to look for an explanation of Thomas Andrews' experiments that had revealed, in 1869, the existence of critical temperatures in fluids.[4] He managed to give a semi-quantitative description of the phenomena of condensation and critical temperatures in his 1873 thesis.[5] This thesis put him at once in the foremost rank of physicists. The importance of Van der Waals' work can be judged from the fact that James Clerk Maxwell reviewed his dissertation in Nature[6] in a laudatory manner.

A second great discovery was published in 1880, when he formulated the Law of Corresponding States. This showed that the van der Waals equation of state can be expressed as a simple function of the critical pressure, critical volume, and critical temperature. This general form is applicable to all substances (see van der Waals equation.) The compound-specific constants a and b in the original equation are replaced by universal (compound-independent) quantities. It was this law which served as a guide during experiments which ultimately led to the liquefaction of hydrogen by James Dewar in 1898 and of helium by Heike Kamerlingh Onnes in 1908.

In 1890, van der Waals published a treatise on the Theory of Binary Solutions in the Archives Néerlandaises. By relating his equation of state with the Second Law of Thermodynamics, in the form first proposed by Willard Gibbs, he was able to arrive at a graphical representation of his mathematical formulations in the form of a surface which he called Ψ (Psi) surface following Gibbs, who used the Greek letter Ψ for the free energy of a system with different phases in equilibrium.

Mention should also be made of Van der Waals' thermodynamic theory of capillarity, which in its basic form first appeared in 1893. In contrast to Pierre-Simon Laplace, who had earlier formed a theory on these phenomena[7], Van der Waals held the view that molecules exist (which was not yet universally believed in 1893) and are in permanent, rapid motion.

Further reading

  • Sengers, Johanna Levelt. How Fluids Unmix: Discoveries by the School of Van der Waals and Kamerlingh Onnes. Amsterdam: Koninklijke Nederlandse Akad. van Wetenschappen, 2002. 302 pp. Downloadable version (pdf).

Kipnis, A. Y.; Yavelov, B.E.; Rowlinson, J.S.; (1996). Van Der Waals and Molecular Science. Oxford University Press. ISBN 0-19-855210-6. 

References

  1. Van Der Waals, J.D. (1910). "The equation of state for gases and liquids". Nobel Lectures in Physics: 254-265.
  2. Johannes D. van der Waals, (1910). The Equation of State for Gases and Liquids, Nobel Lecture, Dec. 12.
  3. Clausius, R. (1857). "Über die Art der Bewegung, welche wir Wärme nennen". Annalen der Physik 176 (3): 353-380.
  4. Andrews, T. (1869). "The Bakerian Lecture: On the Gaseous State of Matter". Philosophical Transactions of the Royal Society of London 159: 575-590. DOI:10.1098/rstl.1869.0021. Retrieved on 2008-04-24. Research Blogging.
  5. van der Waals, JD (1873) Over de Continuiteit van den Gas- en Vloeistoftoestand (on the continuity of the gas and liquid state). Ph.D. thesis (excerpt), Leiden, The Netherlands.
  6. Maxwell, J.C. (1874). "Van der Waals on the Continuity of Gaseous and Liquid States". Nature 10: 477-480. DOI:10.1038/010477a0. Research Blogging.
  7. Laplace, P.S. (1806). Sur l’action capillaire (Suppl. au livre X, Traité de Mécanique Céleste).