Introduction to Partial Space
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This work proposes a novel hybrid control scheme to stabilize a partial space elevator with unknown tether tensions in cargo transportation.
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This paper explores a new control strategy to suppress the libration of a partial space elevator by applying torque control at the climber only.
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This work proposes a novel hybrid control scheme to stabilize a partial space elevator with unknown tether tensions in cargo transportation.
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This paper explores a new control strategy to suppress the libration of a partial space elevator by applying torque control at the climber only.
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It is formed by connecting two parallel tether transportation systems or partial space elevators with multiple climbers per tether at upper and lower ends.
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The partial space elevator is a space transportation system that conveys cargo by a climber moving along the tether that connects the main satellite and the end body.
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This work studies the dynamics and optimal stabilization method of a partial space elevator (PSE) system with multiple climbers.
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This paper developed a high-fidelity virtual experiment for a partial space elevator using nodal position finite element method with arbitrary Lagrangian–Eulerian description.
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To evaluate the proposed approach, its performance is compared to that of three dimensionality reduction scenarios: full space (latest 50 variables), partial space (latest 5 variables), and the usual Principal Component Analysis (PCA).
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This paper develops a high-fidelity and high-accuracy dynamic model to investigate libration suppression of partial space elevator caused by a moving climber through tether deployment and/or retrieval at main and subsatellites.
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06 wt% led to a competitive relationship among free Pr atoms, Al2O3 NPs and Pr-coated Al2O3 NPs, which was probably caused by the emerged Al2O3 agglomerates occupying partial space of grain surfaces.
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We have made use of the lattice of certain kinds of downsets in several situations; to understand the spatial aspect of these downsets, we are led naturally to consider the notion of partial spaces as a generalization of topological spaces.
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