HomeQuantum Computing History: Path to Pasqal

Quantum Computing History: Path to Pasqal

The journey to modern quantum computing represents one of science’s most fascinating frontiers, beginning with Max Planck’s revolutionary quantum theory in 1900 and advancing through decades of groundbreaking discoveries. From Bohr’s quantum atom model to Feynman’s visionary proposal for quantum computers, each milestone built upon the last, gradually transforming theoretical quantum mechanics into practical computing technology. Pasqal stands at the culmination of this remarkable scientific journey, particularly the transformative advancements in neutral atom quantum computing pioneered at Institut d’Optique. Our technology directly harnesses the quantum principles discovered by these visionaries, using precisely controlled arrays of neutral atoms to create powerful quantum processors capable of solving previously intractable problems. This timeline showcases the foundational discoveries that made our quantum computing approach possible and highlights Pasqal’s role in bringing this revolutionary technology from laboratory experiments to real-world applications.


Quantum Theory Foundations

1900 : Planck’s Quantum Revolution

Max Planck discovered that energy is emitted and absorbed in discrete packets called “quanta,” solving the blackbody radiation problem that puzzled physicists. This revolutionary insight marked the birth of quantum theory, challenging classical physics by introducing discreteness at the atomic scale.

1913 : Bohr’s Quantum Atom

Niels Bohr proposed that electrons can only exist in specific, quantized orbital energy levels rather than orbiting continuously around the nucleus. His model explained why atoms emit and absorb light at specific wavelengths, as electrons could only jump between these discrete energy states, releasing or absorbing photons with precise energies.

1925-1926 : Birth of Quantum Mechanics

Werner Heisenberg developed matrix mechanics while Erwin Schrödinger formulated wave mechanics, two mathematical frameworks later proven to be equivalent descriptions of quantum phenomena. These formalisms established modern quantum mechanics, describing a probabilistic universe where particles exhibit wave-particle duality and follow the uncertainty principle, creating the theoretical foundation for quantum computing.

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