  We establish uniform convergence, with explicit rate, of the solution to the
Thomas--Fermi--von Weizs\"acker (TFW) Yukawa model to the solution of the TFW
Coulomb model, for general condensed nuclear configurations. As a consequence,
we show the convergence of forces from the Yukawa to the Coulomb model. These
results rely on an extension of Nazar \& Ortner (2015) to the Yukawa setting.
Auxiliary results of independent interest shown also include new existence,
uniqueness and stability results for the Yukawa ground state.
