The actual road traffic noise that we encounter is affected by traffic signals. So, the random noise fluctuations usually exhibit periodic nonstationary properties caused by the periodic temporal change of traffic flow. Also, statistical parameters such as the equivalent sound level ( L eq) and the median value of sound level ( L 50) are important for noise evaluation and regulation problems. In this paper, a new approximate probability density function (pdf) of nonstationary noise level fluctuation is proposed in a case where the road traffic flow is controlled by traffic signals, by paying special attention to the periodicity of fluctuation patterns of the cumulant statistics of noise level. Next, the explicit expressions of L eq and L 50 are derived as an application of the above theory. The effects of the nonstationary properties caused by the traffic signals on the noise evaluation indices, L eq and L 50, are shown quantitatively. Finally, statistical evaluation methods for the dispersion of L eq and L 50 estimations caused by the finiteness of the sample sizes are theoretically considered, in a case when L eq and L 50 for the periodic nonstationary road traffic noise are experimentally estimated by using the usual sound level meter and sampling method.