TY - JOUR
T1 - The Applications of the Quantum Computer and the Exascale Computer [Commentary] [Commentary]
AU - Chang, Ching Ray
AU - Lai, Chao Sung
N1 - Publisher Copyright:
© 2007-2011 IEEE.
PY - 2023/4/1
Y1 - 2023/4/1
N2 - Supercomputers are making rapid progress. For the world's fastest supercomputer 'Frontier,' the computing speed has reached 10 trillion floating-point instruction cycles per second (1018, exaFLOPS), making many existing complex problems, including weather forecasting and disaster prevention, more accurate than ever. However, the calculation of real systems with a large number of electrons is still difficult. Exascale computers can simulate some systems with dual quantum states, but in the case of n dual quantum states, the exponential growth of 2n makes the calculation to simulate real system impossible. If we want to understand the dynamic quantum state evolution of a real matter, it is even more difficult to track the dynamics of 'every possible' configuration of a huge number of 2n quantum states. If n is 20, it will take about 128 KB of memory to store with the current computer's memory, which can be done by ordinary computers. When there are hundreds of electrons, the memory required to store this system exceeds the number of particles in the entire universe. Unfortunately, almost all materials and drugs have at least hundreds of electrons, which means that direct use of Exascale computers to develop and design any new drugs and materials also becomes impossible. At the same time, after the popularization of artificial intelligence and deep learning, it is also found that the computing power, bandwidth, and memory space of classical computers are not enough, while quantum computing has at least the following three advantages and has the opportunity to provide solutions for complex systems.
AB - Supercomputers are making rapid progress. For the world's fastest supercomputer 'Frontier,' the computing speed has reached 10 trillion floating-point instruction cycles per second (1018, exaFLOPS), making many existing complex problems, including weather forecasting and disaster prevention, more accurate than ever. However, the calculation of real systems with a large number of electrons is still difficult. Exascale computers can simulate some systems with dual quantum states, but in the case of n dual quantum states, the exponential growth of 2n makes the calculation to simulate real system impossible. If we want to understand the dynamic quantum state evolution of a real matter, it is even more difficult to track the dynamics of 'every possible' configuration of a huge number of 2n quantum states. If n is 20, it will take about 128 KB of memory to store with the current computer's memory, which can be done by ordinary computers. When there are hundreds of electrons, the memory required to store this system exceeds the number of particles in the entire universe. Unfortunately, almost all materials and drugs have at least hundreds of electrons, which means that direct use of Exascale computers to develop and design any new drugs and materials also becomes impossible. At the same time, after the popularization of artificial intelligence and deep learning, it is also found that the computing power, bandwidth, and memory space of classical computers are not enough, while quantum computing has at least the following three advantages and has the opportunity to provide solutions for complex systems.
UR - http://www.scopus.com/inward/record.url?scp=85159855235&partnerID=8YFLogxK
U2 - 10.1109/MNANO.2023.3250787
DO - 10.1109/MNANO.2023.3250787
M3 - 文献综述
AN - SCOPUS:85159855235
SN - 1932-4510
VL - 17
SP - 3
EP - 4
JO - IEEE Nanotechnology Magazine
JF - IEEE Nanotechnology Magazine
IS - 2
ER -