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Daniele Mortari

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Texas A&M University College of Engineering

Astrodynamics

Journal articles

  1. Mortari, D. and Clocchiatti, A. “Solving Kepler’s Equation using Bézier Curves,” Celestial Mechanics and Dynamical Astronomy, Vol. 99, No. 1, September 2007, pp. 45-57.
  2. Davis, J.J., Mortari, D., and Bruccoleri, C. “Sequential Solutions to Kepler’s Equation,” Celestial Mechanics and Dynamical Astronomy, Vol. 108, No. 1, 2010, pp. 59-72.
  3. Johnston, H., Lo, W.M., and Mortari, D. “A Functional Interpolation Approach to Compute Periodic Orbits in the Circular Restricted Three-Body Problem”, Functional Interpolation (Mathematics), 2021, In print.

Conference papers

  1. Mortari, D. and Clocchiatti, A. “Solving Kepler’s Equation using Bézier Curves,” 7-th Dynamics and Control of Systems and Structures in Space Conference, July 18-22, 2006, Greenwich, England.
  2. Davis, J, Bruccoleri, C., and Mortari, D. “Quasi Constant-Time Orbital Propagation without Solving Kepler’s Equation,” AAS 08-180, 2008 AAS Space Flight Mechanics Meeting Conference, Galveston, TX, January 27-31, 2008.
  3. Mortari, D., Davis, J., and Bruccoleri, C. “Fast Orbit Propagation without Solving Kepler Equation,” AAS 09-154, 2009 AAS/AIAA Space Flight Mechanics Meeting Conference, Savannah, GA, February 9-12, 2009.

 

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