Abstract: Abstract: The numerous influential factors and evaluation indexes of border irrigation performance usually result in big difficulties in the analysis and evaluation of such irrigation. Establishing a concise, representative and credible evaluation indicator of irrigation performance is a basic and key problem. Based on field experimental data, the Elliott and Walker's Two-Point Method of WinSRFR4.1 model was used to simulate the process of irrigation according to the field irrigation experiment in the Guanzhong Plain in Shaanxi Province, the method uses the two observed advance times to set up two mass balance equations, which verified the model and parameter selected. On this basis, the weighted sum of different evaluation indices was used as a comprehensive index for the evaluation of border irrigation performance through principle component analysis. Then, this index was used to evaluate and analyze the performance of border irrigation in the Guanzhong Plain in Shaanxi Province. Results showed that WinSRFR4.1 model effectively simulated the hydraulic processes, that is, the advance of the surface water ?ow, although there were some points that deviated from the fitting curve due to the change in hydraulic conditions after the water supply stopped. The error resulting from simulated advance time and observed advance time was less than 1.0 min among the twenty-five irrigation events. This indicates that WinSRFR4.1 model is able to evaluate border irrigation performance. The comprehensive principle component index of border irrigation performance followed a normal distribution and could represent 96.74% of variation in irrigation performance. It is proved to be a representative and objective index and could be used as an index for the evaluation of overall performance of border irrigation. Analyses with this index showed that both border length and inflow cutoff have significant effects on border irrigation performance. The order of influential factors based on their decreasing influences on border irrigation performance is as: inflow cutoff, border length, slope, flux per width, irrigation quota, infiltration coefficient, roughness coefficient, and infiltration index. With comprehensive consideration of the relationship among irrigation quality, irrigation quota and the border length, ncreasing irrigation quota can improve the irrigation performance while large irrigation quota may also lead to bad irrigation performance as the increase of border length. There were mutual antagonistic or synergistic effects among the influential factors above. The method proposed in this paper can much better reflect the actual irrigation performance of border irrigation and provide a proper irrigation scheme with theoretical foundation and technological support.