John Crank

John Crank

John Crank was born on February 6th, 1916

Nationality: English
Occupation: Mathematician and physicist
Education: University of Cambridge
Notable Work: Crank-Nicolson method
Born: 1916
Died: 2004
Alma Mater: University of Cambridge
Profession: Professor

Developed numerical methods for solving partial differential equations, particularly the Crank-Nicolson method, which is still widely used in fields like physics, engineering, and finance.

Written by: Michael Rodriguez Michael Rodriguez

John Crank: The Pioneering Mathematical Physicist

A Legacy Built on Numerical Solutions

John Crank, a renowned mathematical physicist, is best known for his groundbreaking work on the numerical solution of partial differential equations, particularly in the field of heat conduction problems. His collaboration with Phyllis Nicolson led to the development of the Crank-Nicolson method, a pivotal contribution to the world of mathematics.

Early Life and Education

Born on February 6, 1916, in Hindley, Lancashire, England, Crank was the son of a carpenter's pattern maker. He pursued his academic interests at Manchester University, where he earned his BSc and MSc degrees between 1934 and 1938. Notably, he was a student of the esteemed Lawrence Bragg and Douglas Hartree. In 1953, Manchester University awarded him a DSc, further solidifying his academic credentials.

War Efforts and Early Career

During World War II, Crank worked on ballistics, applying his mathematical expertise to support the war effort. Following the war, he joined Courtaulds Fundamental Research Laboratory as a mathematical physicist, where he spent 12 years (1945-1957) honing his skills and making significant contributions to the field.

Academic Leadership and Legacy

In 1957, Crank was appointed as the first Head of Department of Mathematics at Brunel College in Acton. He went on to serve two terms as Vice-Principal of Brunel, leaving an indelible mark on the institution. Upon his retirement in 1981, he was granted the title of Professor Emeritus, a testament to his dedication and achievements.

The Crank-Nicolson Method

Crank's most notable contribution to mathematics is the Crank-Nicolson method, developed in collaboration with Phyllis Nicolson. This innovative approach to solving partial differential equations has had a profound impact on various fields, including heat transfer, fluid dynamics, and computer simulations.

A Passion for Gardening and Family

Away from the world of mathematics, Crank was an avid gardener. As a retirement gift to Brunel University, he established the John Crank Garden, a beautiful oasis that continues to thrive. Crank was married to his loving wife, Joan, for 63 years until her passing in 2005. They were survived by their two children, a testament to their enduring love and legacy.

Lifetime Achievements and Honors

Throughout his illustrious career, Crank received numerous accolades for his contributions to mathematics and education. His dedication to his craft and his students has inspired generations of mathematicians and scientists.

A Lasting Impact on Mathematics and Beyond

John Crank's pioneering work in mathematical physics has left an indelible mark on the scientific community. His contributions to partial differential equations, heat conduction problems, and numerical solutions have paved the way for breakthroughs in various fields. As a passionate educator and mathematician, Crank's legacy continues to inspire and educate future generations.
Timeline
1916
Born in Hindley, England
John Crank was born on February 6, 1916, in Hindley, England. He would go on to become a prominent English mathematician and physicist.
1938
Studied at Cambridge University
Crank studied at Cambridge University from 1938 to 1941, where he earned his Ph.D. in mathematics.
1946
Developed the Crank-Nicolson method
Crank developed the Crank-Nicolson method in 1946, a numerical method for solving partial differential equations.
1953
Elected Fellow of the Royal Society
Crank was elected a Fellow of the Royal Society in 1953, in recognition of his contributions to mathematics and physics.
2003
Died in Englefield Green
John Crank passed away on October 3, 2003, in Englefield Green, England, leaving behind a legacy as a prominent mathematician and physicist.
John Crank

John Crank Quiz

What is the name of the numerical method developed by John Crank and his collaborator?

Score: 0/5
FAQ
What was John Cranks contribution to mathematics and physics?
John Crank was an English mathematician and physicist who made significant contributions to the development of numerical methods for solving partial differential equations, particularly in the field of fluid dynamics.
What is the Crank-Nicolson method?
The Crank-Nicolson method is a numerical method for solving partial differential equations, developed by Crank and his colleague Phyllis Nicolson, which has become a fundamental tool in many fields of physics and engineering.
How did John Cranks work impact the field of fluid dynamics?
Cranks work on numerical methods for fluid dynamics has had a profound impact on the field, enabling the simulation of complex fluid flows and contributing to advances in fields such as aerodynamics, oceanography, and weather forecasting.
What awards did John Crank receive for his work?
Crank received several awards and honors for his contributions to mathematics and physics, including the Royal Societys Hughes Medal and the Institute of Physicss Guthrie Medal.
What is John Cranks legacy in the scientific community?
Cranks legacy is one of technical innovation and rigor, with his work continuing to influence research in mathematics, physics, and engineering, and inspiring new generations of scientists and mathematicians.

Related People:

Alan Turing

Born in 1912

Pioneering mathematician and computer scientist who cracked the German Enigma code during WWII and laid the foundations for modern computer science and artificial intelligence.

John von Neumann

Born in 1903

Pioneering mathematician and physicist who developed the concept of the modern computer architecture and made significant contributions to quantum mechanics and game theory. His work laid the foundation for modern computing and artificial intelligence.

Richard Courant

Born in 1888

A renowned mathematician and academic who made significant contributions to the development of calculus, partial differential equations, and numerical analysis, shaping modern mathematics and physics.

Hermann Weyl

Born in 1885

A pioneer in combining mathematics and physics, known for his work on quantum mechanics, relativity, and the philosophy of science. He introduced the concept of gauge theory, which is crucial in modern particle physics.

Peter Law

78 Years Old

Independent MP who defected from Labour Party, known for whistleblowing on parliamentary expenses scandal.

Julian Schwinger

Born in 1918

A pioneering physicist who developed the theory of quantum electrodynamics, earning a Nobel Prize in Physics in 1965 for his groundbreaking work.