$$G_{th} = \alpha_i + \frac{1}{2L}\ln\frac{1}{R_1 R_2}$$
振荡阈值增益:\(\alpha_i\) 内部损耗、\(L\) 谐振腔长度、\(R_1,R_2\) 反射率
$$P_{out} = \eta_d \cdot \frac{hc/\lambda}{e}(I - I_{th})$$
输出功率:\(\eta_d\) 微分量子效率、\(I_{th}\) 阈值电流 [A]
$$w_0 = \sqrt{\frac{\lambda L}{\pi}\left(\frac{g_2/g_1 \cdot (1-g_1 g_2)}{(g_1 g_2)^{1/2}}\right)^{1/2}}$$
谐振腔束腰半径:\(g_i = 1 - L/R_i\) 为稳定性参数