Carl Anton Bjerknes
Born: 24 October 1825 in Christiania (now Oslo), Norway
Died: 20 March 1903 in Kristiania (now Oslo), Norway
Click the picture above
to see three larger pictures
to see three larger pictures
|Main Index||Biographies index|
Carl Bjerknes's father was Abraham Isaksen Bjerknes, the youngest son of a farmer from Sandsvär, and his mother was Elen Birgitte Holmen. Carl's parents both came from poor farming backgrounds but, since Carl's father was the youngest son, he had no farm to inherit so he went to Copenhagen to qualify as a veterinary surgeon. Elen Holmen, Carl's mother, came from Drammen (about 30 km from Sandsvär) where her father was also a farmer. In 1825, when Carl was twelve years old, his father died and Carl's mother was left to bring up their three children with very little income. Given the difficult financial circumstances that Elen found herself in, it was a remarkable achievement that she was able to sent both her sons to university.
In 1844 Bjerknes entered the University of Christiania (now Oslo), where he studied mining. He was awarded a degree in mining engineering in 1848 and for the next four years he worked at the Kongsberg silver mines. Silver was mined at Kongsberg, in southeastern Norway, from the early 17th century until the mid-20th century. The oldest school of mines in the world, founded 1757, was in the town and Bjerknes worked there from 1848 until 1852.
For two years, from 1852 to 1854, Bjerknes taught mathematics in a school but an award of a scholarship enabled him to study mathematics at Göttingen and Paris in 1856-57. His son Vilhelm Bjerknes later wrote (thinking about both himself and his father) that:-
... foreign scientific travels [were] indispensable for anyone in our restricted situation who wishes to develop into a man of science.Dirichlet lectured to Carl Bjerknes in Göttingen on hydrodynamics and Bjerknes became so interested in that topic that he spent the rest of his life researching in that area. He was appointed as a Lecturer in Applied Mathematics at the University of Christiania in 1861, becoming a Reader in Applied Mathematics there in 1863.
In 1859, after returning from his foreign travels, Bjerknes had married Aletta Koren whose father was a minister in the Church in West Norway. Their son Vilhelm Bjerknes was born in 1862 and he played an important role in his father's work both as an assistant to his father when he was young, then later writing up his father's hydrodynamical work for publication. They had two other sons, Carl who became a sailor and died in a tropical cyclone, and Ernst who became an engineer. Perhaps it is worth mentioning just how talented a family Carl and Aletta Bjerknes had. In particular one of their grandsons Jacob Bjerknes, Vilhelm Bjerknes's son, also achieved great fame as a scientist.
After Carl Bjerknes's death, his son Vilhelm Bjerknes gave a memorial lecture in which he described the difficulties his father had to face after becoming a Reader in Applied Mathematics at the University of Christiania:-
[Carl Bjerknes] suffered for five years from writer's cramp; tried using his left hand unsuccessfully; was helped by his wife until the strain of doing this and managing a household became too great for her; engaged a secretary who wrote on strips of paper the dictated mathematics, handing each strip to him so that he could see it before proceeding to the next step.Despite the difficulties under which he worked, Bjerknes produced outstanding results and was promoted to Professor of Applied Mathematics at the University of Christiania in 1866. In 1869 he accepted the chair of Pure Mathematics at the university.
By the time that Vilhelm was old enough to assist his father, Bjerknes had become something of a recluse living in a world of his own, totally dominated by his hydrodynamic research. Pihl writes in :-
Bjerknes had a delightful personality and was an excellent teacher who was greatly respected by his students for his personal qualities and outstanding lectures. As the years passed, however, he showed an increasing tendency to professional isolation and a fear of publishing the results of his research, which was mainly concerned with hydrodynamic problems.Let us examine a little this work which assumed such a dominant role in Bjerknes' life. He began his investigations from a result that Dirichlet had proved in the lectures he attended, namely that a ball can move at a constant speed without the action of external forces through a frictionless fluid. Bjerknes discovered analogies between the way bodies could move through a frictionless fluid and certain electromagnetic effects. His son described this work in the memorial lecture referred to above:-
... [Carl Bjerknes] worked out the mathematics of pulsating spheres in a fluid, finding that they were the 'mirror image' of electric charges and magnetic poles in that 'like' spheres attracted each other and 'unlike' spheres repelled with forces varying as the inverse square of the distance between them.He worked constantly towards the goal of developing a theory of hydrodynamic phenomena which included Maxwell's electrodynamic theory. His work is an important contribution but he did not achieve his goal. Pihl writes in :-
His "hydrodynamic picture of the world" and his efforts to explain the electromagnetic forces through hydrodynamics are today more a fascinating analogy that a basic physical theory, yet through his research Bjerknes attained great insight into hydrodynamics phenomena and thus anticipated later developments in several fields.We mentioned above that it was Vilhelm Bjerknes who wrote up his father's hydrodynamical work for publication. He did this by publishing a two volume work (the first volume in 1900, with the second in 1902) consisting of his father's lectures on the subject. The treatise was entitled Hydrodynamic action at a distance according to C A Bjerknes's theory.
Article by: J J O'Connor and E F Robertson
List of References (2 books/articles)
Mathematicians born in the same country
Other Web sites
- Dictionary of Scientific Biography
- Mathematical Genealogy Project
- MathSciNet Author profile
- zbMATH entry
- ERAM Jahrbuch entry