Difference between revisions of "Quantum simulator"

From Quantum kot
Jump to navigation Jump to search
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. Spin-momentum coupled ultracold bosons are confined to two dimensions to create unconventional topological quantum matter. The two-dimensional spin-momentum coupling needs to be achieved (winter 2020)
+
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.  
 +
Experimental steps:
 +
# The two-dimensional spin-momentum coupling needs to be achieved (winter 2020),
 +
# confinement of the system to a 2D plane to enhance quantum fluctuations, requires green laser (Summer 2020)
 +
# adding the optical lattice to increase the role of quantum fluctuations
  
 
===Systems with engineered periodic potentials===
 
===Systems with engineered periodic potentials===
  
 
==Cite==
 
==Cite==

Revision as of 15:39, 6 January 2020

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:

  1. Quantum materials simulation.
    1. pseudo-gap
    2. strange metals
    3. the quantum critical fan
    4. heterostructures,
    5. artificial lattice structures (quantum spin ice)
    6. quantum generalizations of soft matter (the spin glass)
  2. Quantum chemistry
    1. to build a model of the photosynthesis problem
    2. calculating reaction rates and modeling catalysis
    3. calculating molecular properties of a single Cr2 dimer
  3. Quantum devices and transport
    1. the transport properties of the Fermi-Hubbard model should provide understanding of high-temperature cuprate phenomenology
    2. quantum-dot based photovoltaics
    3. quantum thermoelectrics
    4. spintronics
    5. nanothermodynamics (an information-based Carnot cycle)
  4. Gravity, particle physics, and cosmology
    1. lattice gauge theories
    2. color superconductivity
    3. cosmological defect production in inflating spacetimes
    4. quantum effects in curved spacetimes
  5. 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. Experimental steps:

  1. The two-dimensional spin-momentum coupling needs to be achieved (winter 2020),
  2. confinement of the system to a 2D plane to enhance quantum fluctuations, requires green laser (Summer 2020)
  3. adding the optical lattice to increase the role of quantum fluctuations

Systems with engineered periodic potentials

Cite

  1. Quantum Simulators: Architectures and Opportunities. Altman et. al