Methods of droplet transport have future applications in areas ranging from micro-cooling systems to biological assays. Previous studies have shown that drops of liquid can be made to move across several types of surface gradients, including chemical and roughness gradients. Surface gradients have the disadvantage of being inherently finite in length and thus, limit the distance a drop can travel. This limitation can be overcome by employing the use of textured, super hydrophobic surfaces. It has been shown that when given a vertical excitation (vibrated on top a speaker), droplets can move across the textured surfaces. These surfaces, or ratchets, are of specified geometry and roughness. Varying ratchet geometry has the effect of predictably controlling droplet motion and to some extent, its speed. The main purpose of this research is to characterize the vertical excitation parameters (frequency and acceleration) in terms of both effectiveness and efficiency and to analyze the dynamic properties of a droplet in motion. Furthermore, the effect of varying input parameters, such as droplet volume and type of liquid was also explored. It has been shown that effective excitation parameters are dependent upon ratchet geometry and droplet volume. In general, ratchets with lower roughness values (phi) have lower ranges of frequency that can induce movement. Additionally, larger drops tend to have larger ranges of effective frequency. Liquids with high surface energy, meaning strong adhesion and weak cohesion, tend to spread out and cannot move at all; thus, water, which has low surface energy, is an ideal liquid for this type of system.