In this paper, a mathematical model for Tomato Yellow Curl Virus (TYCLV) with control parameters is established. By using next generation matrix, the basic reproduction number is calculated. The local and the global stabilities are analysed associated with the disease free and endemic equilibriums. The bifurcation of the model is studied. The sensitive indices for the TYCLV of spread and eliminate are determined. The numerical simulation is carried out using MATLAB.