specifically, and the entire volume of a material can be filled with these "cell"-like structures to create a lattice through computational methods. To do this, a combination of Finite Element Analysis (FEA) methods, LS-Dyna, a well-known software, was used to perform the FEA simulations. However, much of this study was from the seismic simulations produced through previously referenced literature scripting and equations. We created a script to accurately model the seismic simulations which otherwise are not available in LS-Dyna. This was a combination of Dynamic Relaxation and Elasticity modeled by *MAT_ELASTIC and *MAT_PIECEWISE_LINEAR_PLASTICITY, *BOUNDARY_PRESCRIBED_MOTION by sinusoidal displacement, *DAMPING_FREQUENCY_RANGE, and *FREQUENCY. The output requests included nodal displacements, stresses, strains, and energies. There was a fixed boundary at the top-most and bottommost platforms of the lattice and monomer structures. The applied force is proportional to the frequency of the simulation, as referenced from Eq. 2. For the ISMER lattices, the applied force is proportional to the average weight/ square footage, as applying the entire force of an earthquake on a singular microstructure at the millimeter scale will result in immediate failure, so a scaled-down approach is utilized. Notably, as the lattice size increases, the proportional force for each frequency between 2 Hz -8