Paul Dirac - Wikiquote
Paul D.
Pick a flower on Earth and you move... - Paul Dirac quotes at AZquotes.com
Today would have been quantum physics rock star Paul Dirac’s 110th birthday! Excerpt from the Nobel website: Paul Adrien Maurice Dirac was born on 8th August, 1902, at Bristol, England, his f…
When Hitler became Chancellor of Germany in January 1933, Albert Einstein had already left the country. He was in the United States and in contact with the founders of his new academic home, the Institute for Advanced Study, which would open in fall 1933. He and the mathematician Oswald Veblen would be the first Faculty members and plans were afoot to recruit their colleagues.
Paul Dirac published the first of his papers on "The Quantum Theory of the Electron" 70 years ago this month. The Dirac equation, derived in those papers, is one of the most important equations in physics
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Paul Dirac, British theoretical physicist, was regarded to be one of the most significant physicists in the 20th century. Click for more facts & worksheets.
Ecuación de Dirac: (iγᵤ∂ᵘ - m)ψ = 0 Ecuación de Schrödinger: E ψ(r) = - ℏ²/2m • ∇² ψ(r) + V ψ(r) Principio de incertidumbre de Heisenberg: Δₓ Δₚ ≥ ħ/2.
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En 1928, Paul Dirac comenzó a interesarse por los spines no relativistas de Wolfgang Pauli, en los cuales se inspiró para formular su famosa ecuación.
He was the brilliant but cripplingly shy British scientist whom even Einstein thought half-mad. Now a new book reveals a truly mind-boggling twist.
Blog para reflexionar sobre la vida y sobre lo que aparece en ella.
![Two titans of Quantum Mechanics Paul Dirac[L] and Werner Heisenberg[R] in the 1930s](https://i.pinimg.com/originals/64/ab/30/64ab30e8b50d4c1406fa8eeafb9c740c.jpg)
In 1928, British physicist Paul Dirac wrote down an equation that combined quantum theory and special relativity to describe the behaviour of an electron moving at a relativistic speed. The equation – which won Dirac the Nobel prize in 1933 – posed a problem: just as the equation x2=4 can have two possible solutions (x=2 or x=-2), so Dirac's equation could have two solutions, one for an electron with positive energy, and one for an electron with negative energy.
A super-precise experiment at Fermilab is carefully analyzing every detail of the muon’s magnetic moment.
