Figure 11
Second-order correlation functions \(\log {g_{i}^{(2)}(0)}\) versus the drive strengths: (a,c) \(\eta _{a}\) for the SMR-driven system and (b,d) \(\eta _{b}\) for the QD-driven system. Parameters are given in: (a) Eq. (28) with \(g=7.5\gamma\) and \(\omega _p=1554\gamma\), which implies \(\Delta _q=-3\gamma\), \(\Delta _b=6\gamma\), \(\Delta _a=0\); (b) Eq. (29) with \(\omega _p=1568\gamma\), which implies \(\Delta _q=0\), \(\Delta _b=-8\gamma\), and \(\Delta _a=2\gamma\); (c) Eq. (28) with \(g=7.5\gamma\) and \(\omega _p=1551\gamma\), which implies \(\Delta _q=0\), \(\Delta _b=9\gamma\), and \(\Delta _a=3\gamma\); and (d) Eq. (29) with \(\omega _p=1570\gamma\), which implies \(\Delta _q=-2\gamma\), \(\Delta _b=-10\gamma\), and \(\Delta _a=0\).
