$\frac{\mathrm{tau}}{\mathrm{C\_0}}$ $\mathrm{C\_1}a$ $\mathrm{KP}-(1+\mathrm{alpha}+\mathrm{beta})a+ag^2$ $\mathrm{C\_2}g$ $1a+ag^2-L+\mathrm{gamma}g$ $KP$ $0.735+0.1563\sin \left(\frac{2\times 3.141592653\mathrm{time\_}}{24\times 3600}\right)+0.3127\left|\sin \left(\frac{3.141592653\mathrm{time\_}}{24\times 3600}\right)\right|$ $\mathrm{k2}$ $\sqrt{\frac{\mathrm{k2}}{\mathrm{k4}}}$ $\sqrt{\frac{\mathrm{k2}}{\mathrm{k4}}}$