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KSL - Coggle Diagram
KSL
pure
gapless
\( \kappa = 0\)
-
thermal flux
dissipative conductor \(D_{x} = 0, \, \kappa_{dc} \sim T^{0.92}\)
-
gapped
\(\kappa = 0\)
zero flux
ideal heat conductor \(D_{x} \neq 0\), but it is smaller than gapless phase
thermal flux
dissipative conductor \(D_{x} = 0, \,\kappa_{dc} \sim e^{-2.3/T}\)
disordered
vacancy
\(\kappa = 0\)
bound flux
dissipative conductor \(lim_{L\rightarrow \infty}D_{x} = 0, \, \kappa_{dc} \neq 0\)
thermal flux
dissipative conductor \(D_{x} = 0, \kappa_{dc} \neq 0\)
-