Analysis of a finite array using Floquet modal expansion is presented. The analysis essentially employs the characteristics of an infinite array to estimate the performance of a finite array including mutual coupling effects. The infinite array characteristics are obtained using Floquet modal expansion of the fields. It is shown that the coupling coefficients between the array elements can be determined from the active reflection coefficients of an element in an infinite array environment. The scattering matrix formulation is then invoked to obtain the reflection coefficients for the elements of a finite array. It is then shown that the vector form of the active element pattern, which includes the mutual coupling effects, can be determined from the Floquet modal transmission coefficients. The radiation pattern of a finite array with an arbitrary excitation can be computed therefrom. Numerical results for the reflection coefficients and active element patterns of an open‐ended waveguide array are shown. It is found that under certain conditions, the active element pattern is independent of frequency and cell size, while the gain increases with frequency. The explanation of such a behavior is presented.