John Crank

E413441

John Crank was a British mathematician and physicist best known for co-developing the Crank–Nicolson numerical method for solving partial differential equations.

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John Crank canonical 1

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Predicate Object
instanceOf academic
human
mathematician
physicist
areaOfActivity higher education
scientific research
citizenship British
coAuthorWith Phyllis Nicolson NERFINISHED
coDeveloperOf Crank–Nicolson scheme
surface form: Crank–Nicolson method
countryOfCitizenship United Kingdom
United Kingdom
surface form: United Kingdom of Great Britain and Northern Ireland
educatedAt Christ Church, Oxford
University of Oxford
employer Brunel University NERFINISHED
Courtaulds textile manufacturing
surface form: Courtaulds
fieldOfWork heat transfer
mathematics
numerical analysis
partial differential equations
physics
hasAcademicDiscipline applied mathematics
numerical methods for differential equations
hasInfluenced computational fluid dynamics
computational physics
engineering mathematics
hasWorkIn boundary value problems
finite difference methods
initial value problems
numerical time-stepping schemes
influencedBy Alan Turing
John von Neumann
knownFor Crank–Nicolson scheme
surface form: Crank–Nicolson method

numerical solution of diffusion equations
languageOfWorkOrName English
notableConcept Crank–Nicolson scheme
notableWork The Mathematics of Diffusion
occupation mathematician
physicist
university teacher
positionHeld Head of Mathematics at Brunel University
Professor of Mathematics at Brunel University
sexOrGender male
studies diffusion processes
heat conduction
parabolic partial differential equations

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Full triples — surface form annotated when it differs from this entity's canonical label.