Sir George Stokes, 1st Baronet

@Mathematicians, Career and Childhood

Sir George Stokes was an Irish mathematician and physicist, well known for his investigations in fluid dynamics

Aug 13, 1819

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Biography

Personal Details

  • Birthday: August 13, 1819
  • Died on: February 1, 1903
  • Nationality: British
  • Famous: Scientists, Mathematicians, Physicists
  • Spouses: Mary Susanna Robinson
  • Childrens: Arthur, Isabella, Susanna, William and Dora
  • Universities:
    • University of Cambridge
    • Pembroke College
    • Cambridge

Sir George Stokes, 1st Baronet born at

Skreen

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Birth Place

George Stokes married Mary Susanna Robinson on July 4, 1857 at St Patrick's Cathedral in Armagh. The couple had five children, namely, Arthur, Susanna, Isabella, William and Dora.

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Personal Life

His daughters Susanna Elizabeth and Dora Susanna died in infancy, while his son Dr William G Gabriel committed suicide when he was 30. Another son, Arthur became a baronet and his daughter Isabelle Lucy contributed to her father's personal memoir.

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Personal Life

He died on February 1, 1903 at Cambridge and was buried in the Mill Road cemetery.

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Personal Life

George Stokes was born on August 13, 1819 in Skreen, County Sligo, Ireland in an evangelical Protestant family. His father, Gabriel Stokes, was the rector of the parish of Skreen and his mother’s name was Elizabeth Haughton.

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Childhood & Early Life

He was the youngest of six children. He had three brothers and two sisters. His brothers who went onto become priests later on.

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Childhood & Early Life

He received his primary education through his father and a clerk in his father's parish. He left for Dublin in 1832 and attended the Reverend R H Wall's school in Hume Street for three years.

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Childhood & Early Life

He moved to England in 1835 and enrolled at the University of Bristol where he won many mathematics prizes. The years at Bristol were important ones in preparing him for his studies at Cambridge.

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Childhood & Early Life

He entered the Pembroke College, Cambridge, in 1837 and graduated four years later as a senior wrangler and the first Smith's prizeman. Upon graduation, the college gave him a Fellowship.

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Childhood & Early Life

In the early 1840s he published papers on the steady motion of incompressible fluids, equilibrium and motion of elastic solids and internal friction in a moving fluid and its effect on a pendulum.

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Career

He derived an expression, 'Strokes' Law', for the frictional force exerted on spherical objects with very small Reynolds numbers. The viscosity of any liquid can be calculated from the expression if the terminal velocity, size and density of the sphere and density of the liquid are known.

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Career

In-between 1845 and 1849 he published several papers on the aberration of light, bands in a spectrum and diffraction. He mentioned in a paper on the dynamical theory of diffraction that the plane of polarisation must be perpendicular to the direction of propagation.

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Career

He was involved in many railway accident investigations and said that the two main reasons for the collapsing of bridges were the extensive use of cast-iron and effects of wind loads on the bridge. Because of the observations he made on the Dee bridge disaster in May 1847, he was appointed a member of the subsequent Royal Commission.

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Career

He wrote a paper in 1849 about the varying values of gravity at the surface of the earth and one on the numerical calculation of a class of definite integrals and infinite series, in 1850.

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Career

Through his extensive research on fluid dynamics, he explained how ripples and waves in water subside, how clouds remain suspended in air and the minimum required skin resistance for ships.

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Major Works

He gave 'Stokes' Law', which is used to determine the frictional force on spherical objects with low Reynolds number. The expression can be used to calculate the viscosity of any fluid.

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Major Works