Robert B. Laughlin

@Massachusetts Institute Of Technology, Family and Family

Robert B

Nov 1, 1950

AmericanMassachusetts Institute Of TechnologyScientistsPhysicistsScorpio Celebrities
Biography

Personal Details

  • Birthday: November 1, 1950
  • Nationality: American
  • Famous: Massachusetts Institute Of Technology, Scientists, Physicists
  • Known as: Robert Betts Laughlin
  • Universities:
    • Massachusetts Institute Of Technology (MIT)
  • Notable Alumnis:
    • Massachusetts Institute Of Technology (MIT)
  • Birth Place: Visalia, California, United States

Robert B. Laughlin born at

Visalia, California, United States

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Birth Place

While at MIT he met Anita whom he later married. His wife is a school teacher and author, and the couple has two grown sons.

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Personal Life

Robert Betts Laughlin was born on November 1, 1950, in Visalia, California, United States, as the eldest of four children in a middle-class family. His father was a lawyer while his mother was a schoolteacher.

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Childhood & Early Life

His parents encouraged the children to engage in debates on political topics and current issues and instilled in them a curiosity to learn more about the world. Robert was interested in science, especially physics, from a young age.

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Childhood & Early Life

He used to dismantle and study the components of electronic gadgets and also loved to perform science experiments in the home. As a teenager he was also inclined towards natural sciences and mathematics, an interest he inherited from his father.

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Childhood & Early Life

After schooling he joined the University of California at Berkeley where he got the opportunity to attend lectures by Nobel laureates such as Owen Chamberlain and Charles Townes. He also took an introductory course in solid state physics from Charles Kittel and Goeffrey Chew's advanced quantum mechanics course.

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Childhood & Early Life

He graduated in 1972 and was immediately drafted into the army to serve in the Vietnam War. After being discharged from the military after two years, he entered graduate school at MIT in the fall of 1974. His time at MIT was a highly productive one and he earned a Ph.D. in physics in 1979.

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Childhood & Early Life

Immediately after completing his doctorate, he was recommended for a position at the Theory Group at Bell Labs by his professor. It was a great opportunity for a young physicist. The Bell Labs had the reputation of being one of the best places in the US for research in solid state physics and thus provided young scientists immense scope for their research career.

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Career

Already possessing the experience of working on the theory of silicon-oxide interfaces at MIT, he was introduced to semiconductors at Bell Labs. He met and interacted with experts in the field like Daniel C. Tsui, his future collaborator.

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Career

However, he was unable to get a permanent position at Bell Labs and moved to the Lawrence Livermore National Laboratory, Livermore, California, in 1981. Meanwhile his colleagues at Bell Labs, Horst L. Störmer and Daniel C. Tsui had been experimenting with the Hall effect and observed the Hall effect at temperatures near absolute zero and under even more powerful magnetic fields.

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Career

The collective research done by Tsui and Störmer gave rise to some puzzling results. In 1983, Laughlin was able to provide theoretical explanation for these puzzling results. His findings were of phenomenal significance to the field of quantum physics and would eventually win him a share of the Nobel Prize in a few years’ time.

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Career

His growing popularity resulted in a number of job offers from several prestigious universities. Robert Laughlin accepted the post of an associate professor of physics at Stanford University in 1985. He became a full professor at Stanford in 1989.

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Career

Best known for his work on quantum Hall effect—a quantum-mechanical version of the Hall effect—Robert Laughlin found the link between exact quantization and gauge invariance by connecting the quantized conductivity to the quantized charge transport in Thouless charge pump.

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Major Works

He also proposed what is now known as the Laughlin wavefunction, a many body wave function for the fractional quantum Hall effect, which was able to correctly explain the fractionalized charge observed in experiments.

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Major Works