Time Domain Analysis on a Driven, Damped Simple Pendulum has produced a method for implementing gravity.
COMSOL made this simple task a cryptic one: the following methods had previously failed:
 Previous Frequency Domain testing lead to unwanted oscillations of all loads.
 Prescribed accelerations at first seemed to create a constant gravity, but instead incorrectly constrained net acceleration to the inputted amount
Methodology:
1) An (approximately) impulse displacement was applied in the horizontal direction. The pendulum bob's displacement was observed for varying pendulum lengths.
2) The drive and response displacements vs. time were FFT'd to produce transfer functions.
3) The fundamental frequencies were inverted, squared, and plotted against frequency.
4) Since the graph is linear with an R^2 of over 0.99, it is reasonable to assume that gravity is properly acting as a restoration force.
