Difference between revisions of "Quantum simulator"
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| Line 27: | Line 27: | ||
===Systems of fermionic isotopes=== | ===Systems of fermionic isotopes=== | ||
===Systems with reduces dimensions=== | ===Systems with reduces dimensions=== | ||
| − | Strong enhancement of quantum fluctuations the system is incalculable. | + | Strong enhancement of quantum fluctuations the system is incalculable. Spin-momentum coupled ultracold bosons are confined to two dimensions to create unconventional topological quantum matter. |
===Systems with engineered periodic potentials=== | ===Systems with engineered periodic potentials=== | ||
==Cite== | ==Cite== | ||
Revision as of 15:34, 6 January 2020
Contents
General ideas
This work [1] Systems: atomic, molecular, optical, solid state. Being built are gated quantum dots and photonic arrays. Possible areas of research are:
- Quantum materials simulation.
- pseudo-gap
- strange metals
- the quantum critical fan
- heterostructures,
- artificial lattice structures (quantum spin ice)
- quantum generalizations of soft matter (the spin glass)
- Quantum chemistry
- to build a model of the photosynthesis problem
- calculating reaction rates and modeling catalysis
- calculating molecular properties of a single Cr2 dimer
- Quantum devices and transport
- the transport properties of the Fermi-Hubbard model should provide understanding of high-temperature cuprate phenomenology
- quantum-dot based photovoltaics
- quantum thermoelectrics
- spintronics
- nanothermodynamics (an information-based Carnot cycle)
- Gravity, particle physics, and cosmology
- lattice gauge theories
- color superconductivity
- cosmological defect production in inflating spacetimes
- quantum effects in curved spacetimes
- Non-equilibrium quantum many-body dynamics
Specific applications
Systems of fermionic isotopes
Systems with reduces dimensions
Strong enhancement of quantum fluctuations the system is incalculable. Spin-momentum coupled ultracold bosons are confined to two dimensions to create unconventional topological quantum matter.
Systems with engineered periodic potentials
Cite
- ↑ Quantum Simulators: Architectures and Opportunities. Altman et. al