Fuel-optimal low-earth-orbit maintenance
Jensen, Karl E.
Ross, I. Michael
MetadataShow full item record
First-order solutions indicate that a forced Keplerian trajectory (FKT) obtained by thrust-drag cancellation is as fuel-efficient as a Hohmann transfer. Further analysis has shown that the FKT is not Mayer-optimal. Therefore there must exist another trajectory that matches or exceeds the efficiency of the Hohmann transfer. The application of this result to the fuel- optimal orbit maintenance problem implies that periodic reboosts must be more efficient than an WT profile. This research begins with the formulation of an optimal periodic control (OPC) problem to determine the minimum fuel-reboost strategy. The problem is numerically solved by a spectral collocation method. The optimization code is further modified to increase accuracy and reduce sensitivity to initial guesses. The results of this effort identified a trajectory for a sample satellite that was 3.5% more efficient than an ideal impulsive Hohmann transfer over the same period of time. From the optimal code, a maximum thruster size is also identifiable for a set of initial conditions. The optimal trajectory can save as much as 10% of the propellant budget when compared to finite-bum Hohmann transfers.
Showing items related by title, author, creator and subject.
Harada, Masanori; Bollino, Kevin (The American Institute of Aeronautics and Astronautics (AIAA), 2005);The optimal, maximum range trajectory for a glider in ground effect and wind shear has been analyzed using numerical methods and analytical techniques based on optimal control theory. This investigation models the glider's ...
Yale, G.; Agrawal, B.N. (1994);This paper concerns the cooperative control of multiple manipulators attached to the same base as they reposition a common payload. The theory is easily applied to inertially based problems as well as space based free-floating ...
OPTIMIZING ENERGY EFFICIENT UAV ROUTING IN SUPPORT OF MARINE CORPS EXPEDITIONARY ADVANCED BASE OPERATIONS Jatho, Adam (Monterey, CA; Naval Postgraduate School, 2020-06);Resupplying future United States Marine Corps’ expeditionary advanced bases means developing resilient resupply methods. This thesis looks for a solution to reduce the risks associated with complex resupply operations, ...