Last updated: 06 March 2026
With hand computation, simple instruments, and knowledge carried by fragile manuscript networks, ancient scholars turned geometry into a culture of proof and measurement; patronage, war, and religious–political shifts often decided what survived, so continuity of transmission mattered almost as much as discovery. Formal continuum fluid dynamics—and the calculus needed to write it—still lay far ahead.
Sorted by birth year. First half of the period’s deceased personas.
Aristotle (384 BC - 322 BC)
Stagira, Greece
Chalcis, Greece
Euclid
(300 BC - 270 BC)
Alexandria, Egypt
Alexandria, Egypt
Sorted by birth year. Second half of the period’s deceased personas.
Archimedes (287 BC - 212 BC)
Syracuse, Italy
Syracuse, Italy
A. Perga (262 BC - 190 BC)
Perga, Turkey
Alexandria, EgyptPrinting, navigation, surveying, and artillery pushed mathematics out of the monastery and into the workshop: states funded practical mechanics for trade and war, while religious conflict and censorship could slow or redirect inquiry—a tension that nonetheless sharpened methods for measurement, computation, and engineering design. Without calculus, fluid laws remained largely qualitative, but instruments, kinematics, and engineering practice matured into a quantitative craft.
Sorted by birth year. First half of the period’s deceased personas.
L. da Vinci (1452 - 1519)
Vinci, Republic of Florence
Amboise, Kingdom of France
N. Tartaglia
(1499 - 1557)
Brescia, Republic of Venice
Venice, Republic of Venice
G. Cardano
(1501 - 1576)
Pavia, Duchy of Milan
Rome, Papal States
F. Viète (1540 - 1603)
Fontenay-le-Comte, France
Paris, FranceSorted by birth year. Second half of the period’s deceased personas.
J. Napier (1550 - 1617)
Merchiston, Scotland
Edinburgh, Scotland
Galileo (1564 - 1642)
Pisa, Italy
Arcetri, Italy
R. Descartes
(1596 - 1650)
La Haye en Touraine, France
Stockholm, Sweden
Precision clocks, telescopes, and laboratory practice made nature measurable, and the new calculus let motion and fluids be written as laws; academies and correspondence networks accelerated verification, even as confessional politics and rival courts shaped who could publish, travel, and be heard.
Sorted by birth year. First half of the period’s deceased personas.
E. Torricelli (1608 - 1647)
Rome, Papal States
Florence, Grand Duchy of Tuscany
E. Mariotte
(c. 1620 - 1684)
Dijon, France
Paris, France
B. Pascal
(1623 - 1662)
Clermont-Ferrand, France
Paris, France
I. Newton
(1643 - 1727)
Woolsthorpe, England
Kensington, England
Sorted by birth year. Second half of the period’s deceased personas.
G. Leibniz
(1646 - 1716)
Leipzig, Germany
Hanover, Germany
B. Taylor (1685 - 1731)
Edmonton, Middlesex, England
London, England
H. Pitot
(1695 - 1771)
Aramon, France
Aramon, France
D. Bernoulli
(1700 - 1782)
Groningen, Dutch Republic
Basel, Switzerland
The Enlightenment institutionalized science through academies and state engineering projects: calculus became operational, differential equations moved from curiosity to tool, and mathematical physics began to treat fluids as continua—laying the intellectual roadbed for potential flow, stability analysis, and later boundary-layer thinking.
Sorted by birth year. First half of the period’s deceased personas.
L. Euler
(1707 - 1783)
Basel, Switzerland
St. Petersburg, Russia
B. Robins
(1707 - 1751)
Bath, England
Fort St David, Madras, India
d’Alembert (1717 - 1783)
Paris, France
Paris, FranceSorted by birth year. Second half of the period’s deceased personas.
J. Lagrange
(1736 - 1813)
Turin, Piedmont-Sardinia
Paris, France
G. B. Venturi
(1746 - 1822)
Bibbiano, Italy
Reggio Emilia, Italy
P. Laplace
(1749 - 1827)
Beaumont-en-Auge, France
Paris, France
Sorted by birth year. First half of the period’s deceased personas.
C. Navier
(1785 - 1836)
Dijon, France
Paris, France
G. Green
(1793 - 1841)
Nottingham, England
Nottingham, England
J. Fourier
(1768 - 1830)
Auxerre, France
Paris, France
S. Poisson
(1781 - 1840)
Pithiviers, France
Sceaux, France
A. Cauchy
(1789 - 1857)
Paris, France
Sceaux, France
Sorted by birth year. Second half of the period’s deceased personas.
F. Bessel
(1784 - 1846)
Minden, Prussia
Königsberg, Prussia
J.-L. Poiseuille (1797 - 1869)
Paris, France
Paris, France
G. Cayley
(1773 - 1857)
Scarborough, England
Brompton, England
C. Gauss
(1777 - 1855)
Brunswick, Germany
Göttingen, Germany
Industrialization and professional universities scaled experiments and manufacturing, forcing theory to become predictive; rigorous analysis (complex variables, special functions, transforms, linear algebra) matured alongside continuum mechanics, while national competition and war both accelerated applied research and steered priorities.
Sorted by birth year. First half of the period’s deceased personas.
H. G. Magnus
(1802 - 1870)
Berlin, Germany
Berlin, Germany
W. Hamilton (1805 - 1865)
Dublin, Ireland
Dunsink, Ireland
K. Weierstrass (1815 - 1897)
Ennigerloh (Ostenfelde), Prussia
Berlin, German Empire
G. Stokes
(1819 - 1903)
County Sligo, Ireland
Cambridge, England
P. Chebyshev
(1821 - 1894)
Okatovo, Russia
St. Petersburg, Russia
H. von Helmholtz
(1821 - 1894)
Potsdam, Prussia
Berlin, Germany
G. Kirchhoff (1824 - 1887)
Königsberg, Prussia
Berlin, Germany
Lord Kelvin
(1824 - 1907)
Belfast, Ireland
Largs, Scotland
B. Riemann
(1826 - 1866)
Breselenz, Germany
Selasca, Italy
R. Lipschitz (1832 - 1903)
Königsberg, Prussia
Bonn, Germany
Sorted by birth year. Second half of the period’s deceased personas.
E. Mach (1838 - 1916)
Chrlice, Czechia
Munich, Germany
Lord Rayleigh
(1842 - 1919)
Langford Grove, England
Witham, England
J. Boussinesq (1842 - 1929)
Saint-André-de-Sangonis, Hérault, France
Paris, France
O. Reynolds (1842 - 1912)
Belfast, Ireland
Watchet, Somerset, England
H. Schwarz
(1843 - 1921)
Hermsdorf, Prussia
Berlin, Germany
L. Boltzmann (1844 - 1906)
Vienna, Austria
Duino (near Trieste), Austria (now Italy)
Joukowski
(1847 - 1921)
Orekhovo, Russia
Moscow, Russia
O. Lilienthal (1848 - 1896)
Anklam, Prussia (now Germany)
Berlin, Germany
V. Strouhal (1850 - 1922)
Seč, Bohemia (now Czech Republic)
Prague, Czechoslovakia (now Czech Republic)
O. Heaviside
(1850 - 1925)
London, England
Torquay, England
Sorted by birth year. First half of the period’s deceased personas.
V. Volterra
(1860 - 1940)
Ancona, Papal States
Rome, Italy
M. Kutta
(1867 - 1944)
Pitschen, Prussia
Fürstenfeldbruck, Germany
L. Prandtl
(1875 - 1953)
Freising, Germany
Göttingen, Germany
H. Glauert
(1892 - 1934)
Sheffield, England
Farnborough, England
S. Bernstein
(1880 - 1968)
Odessa, Russian Empire
Moscow, Soviet Union
E. Fredholm
(1866 - 1927)
Stockholm, Sweden
Mörby, Sweden
H. Coandă (1886 - 1972)
Bucharest, Romania
Bucharest, Romania
J. Hadamard
(1865 - 1963)
Versailles, France
Paris, France
T. Theodorsen
(1897 - 1978)
Sandefjord, Norway
Long Island, USA
H. Blasius
(1883 - 1970)
Berlin, Germany
Hamburg, Germany
M. Couette (1858 - 1943)
Tours, France
Angers, France
J. Plemelj
(1873 - 1967)
Bled, Slovenia
Ljubljana, SloveniaSorted by birth year. Second half of the period’s deceased personas.
T. von Kármán
(1881 - 1963)
Budapest, Hungary
Aachen, Germany
H. Küssner
(1900 - 1984)
Bartenstein, East Prussia
Kassel, Germany
M. Munk
(1890 - 1986)
Hamburg, Germany
Ocean City, USA
H. Wagner
(1900 - 1982)
Graz, Austria
Newport Beach, USA
D. Hilbert
(1862 - 1943)
Königsberg, Prussia
Göttingen, Germany
F. Lanchester (1868 - 1946)
St John's Wood, London, England
Birmingham, England
R. Knoller (1869 - 1926)
Vienna, Austria
Vienna, Austria
A. Betz (1885 - 1968)
Schweinfurt, Bavaria, Germany
Göttingen, Germany
H. Lebesgue (1875 - 1941)
Beauvais, France
Paris, France
H. Poincaré (1854 - 1912)
Nancy, France
Paris, France
C. Runge (1856 - 1927)
Bremen, Germany
Göttingen, Germany
Wind tunnels, rockets, high-speed facilities, and digital computers turned aerodynamics into a three-legged discipline—analysis, experiment, and simulation—spanning incompressible to hypersonic regimes; world wars and the Cold War built vast labs and industrial ecosystems, concentrating expertise while reshaping international lineages. After mid‑century, discrete‑vortex thinking, robust lifting‑line formulations, and high‑resolution CFD turned aerodynamic prediction into a routine design instrument.
Sorted by birth year. First half of the period’s deceased personas.
P. Dirac
(1902 - 1984)
Bristol, England
Tallahassee, USA
L. Onsager
(1903 - 1976)
Oslo, Norway
Coral Gables, USA
L. Rosenhead
(1906 - 1984)
Leeds, England
Liverpool, England
S. Sobolev (1908 - 1989)
St. Petersburg, Russia
Moscow, Russia
P. Bézier
(1910 - 1999)
Paris, France
Bures-sur-Yvette, France
I. Garrick
(1910 - 1981)
Chicago, USA
W. Sears
(1913 - 2002)
Minneapolis, USA
Tucson, USA
Sorted by birth year. Second half of the period’s deceased personas.
J. Weissinger (1913 - 1995)
Naumburg, Germany
Karlsruhe, Germany
L. Schwartz
(1915 - 2002)
Paris, France
Paris, France
R. Feynman (1918 - 1988)
New York City, USA
Los Angeles, California, USA
M. Van Dyke (1922 - 2010)
Chicago, Illinois, USA
Stanford, California, USA
E. Polhamus
(1923 - 2001)
Washington D.C., USA
Newport News, USA
S. Lighthill (1924 - 1998)
Paris, France
London, England
G. B. Whitham (1927 - 2014)
Halifax, United Kingdom
Pasadena, USA