A Kane S Dynamics Model For The Active Rack Isolation System Part 3 Addition Of Umbilicals To The Nonlinear Model
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A Kane's Dynamics Model for the Active Rack Isolation System. Part 3; Addition of Umbilicals to the Nonlinear Model
Author: National Aeronautics and Space Administration (NASA)
language: en
Publisher: Createspace Independent Publishing Platform
Release Date: 2018-05-30
In the late 1980s, microgravity researchers began to voice their concern that umbilical-transmitted energy could significantly degrade the acceleration environment of microgravity space science experiments onboard manned spacecraft. Since umbilicals are necessary for many experiments, control designers began to seek ways to compensate for these "indirect" disturbances. Hampton, et al., used the Kane s method to develop a model of the active rack isolation system (ARIS) that includes (1) actuator control forces, (2) direct disturbance forces, and (3) indirect, actuator-transmitted disturbances. Their model does not, however, include the indirect, umbilical-transmitted disturbances. Since the umbilical stiffnesses are not negligible, these indirect disturbances must be included in the model. Until the umbilicals have been appropriately included, the model will be incomplete. This Technical Memorandum presents a nonlinear model of ARIS with umbilicals included. Model verification was achieved by utilizing two commercial-off-the-shelf software tools. Various forces and moments were applied to the model to yield simulated responses of the system. Plots of the simulation results show how various critical points on an ARIS-outfitted international standard payload rack behave under the application of direct disturbances, indirect disturbances, and control forces. Simulations also show system response to a variety of initial conditions.Rupert, J. K. and Hampton, R. D. and Beech, G. S.Marshall Space Flight CenterMICROGRAVITY; SPACEBORNE EXPERIMENTS; ADVANCED RANGE INSTRUMENTATION SHIP; GRAVITATIONAL EFFECTS; MANNED SPACECRAFT; PROVING; ACTUATORS; NONLINEARITY; PAYLOADS; CRITICAL POINT