QUANTUM COMPUTERS PERFORM THEIR FIRST SIMULATION Until now, quantum computers have done simple arithmetic (Update 310) and searched small databases (Update 367). But one of the first applications envisioned for them, proposed in 1982 by Richard Feynman, was that they could simulate quantum-mechanical processes better and more efficiently than classical computers. Demonstrating Feynman's idea for the first time, researchers (David Cory, MIT, 617-253-3806, dcory@mit.edu) have used a quantum computer to solve a senior-year undergraduate physics problem. Namely, they simulated a "truncated harmonic oscillator", the series of energy levels--assumed to be finite for simplicity--experienced by a quantum particle such as an electron which is bound to another object such as a proton. To simulate this system, they used an NMR quantum computer, a device in which an external magnetic field aligns a group of atomic nuclei in a liquid, solid, or gas, so that the tiny magnet associated with each atom's nucleus is either along the field (a state known as "spin-down", which can represent a 0 in binary code) or opposed to it ("spin-up", which can represent a 1). Like previous designs, the NMR computer consisted of molecules in the liquid state; in this case the researchers manipulated the spins of two atomic nuclei within each molecule. The manipulation results in the possible energy states for this two-spin system exactly simulating the possible energy states for the quantum particle. Future steps could include modeling the somewhat more sophisticated real-world system of an electron in a hydrogen atom. (Somaroo et al., Physical Review Letters, 28 June 1999.)