# Propagation and estimation of the dynamical behaviour of gravitationally interacting rigid bodies

- Published: 25 Feb 2019
- Country: Netherlands

- Delft University of Technology Netherlands
- Technische Universiteit Delft (Delft University of Technology) Netherlands

Acton, C. (1996). Ancillary data services of nasa's navigation and ancillary information facility. Planetary and Space Science, 44(1):65-70. [OpenAIRE]

Archinal, B., Acton, C., AHearn, M., Conrad, A., Consolmagno, G., Duxbury, T., Hestroffer, D., Hilton, J., Kirk, R., Klioner, S., et al. (2018). Report of the iau working group on cartographic coordinates and rotational elements: 2015. Celestial Mechanics and Dynamical Astronomy, 130(3):22.

Ashenberg, J. (2007). Mutual gravitational potential and torque of solid bodies via inertia integrals. Celestial Mechanics and Dynamical Astronomy, 99:149-159. [OpenAIRE]

Batygin, K. and Morbidelli, A. (2015). Spin-Spin Coupling in the Solar System. The Astrophysical Journal, 810:110. [OpenAIRE]

Bauer, S., Hussmann, H., Oberst, J., Dirkx, D., Mao, D., Neumann, G., Mazarico, E., Torrence, M., McGarry, J., Smith, D., et al. (2016). Demonstration of orbit determination for the lunar reconnaissance orbiter using one-way laser ranging data. Planetary and Space Science, 129:32-46. [OpenAIRE]

Bois, E., Wytrzyszczak, I., and Journet, A. (1992). Planetary and figure-figure effects on the Moon's rotational motion. Celestial Mechanics and Dynamical Astronomy, 53:185-201.

Borderies, N. (1978). Mutual gravitational potential of N solid bodies. Celestial Mechanics, 18:295-307.

Borderies, N. and Yoder, C. F. (1990). Phobos' gravity field and its influence on its orbit and physical librations. Astronomy and Astrophysics, 233:235-251.

Bou´e, G. (2017). The two rigid body interaction using angular momentum theory formulae. Celestial Mechanics and Dynamical Astronomy.

Bou´e, G. and Laskar, J. (2009). Spin axis evolution of two interacting bodies. Icarus, 201:750-767.

Comp`ere, A. and Lemaˆıtre, A. (2014). The two-body interaction potential in the STF tensor formalism: an application to binary asteroids. Celestial Mechanics and Dynamical Astronomy, 119:313-330.

Degnan, J. (2002). Asynchronous laser transponders for precise interplanetary ranging and time transfer. Journal of Geodynamics, 34:551-594.

Dehant, V., Park, R., Dirkx, D., Iess, L., Neumann, G., Turyshev, S., and Van Hoolst, T. (2017). Survey of Capabilities and Applications of Accurate Clocks: Directions for Planetary Science. Space Science Reviews, 212:1433-1451. [OpenAIRE]

Diebel, J. (2006). Representing attitude: Euler angles, unit quaternions, and rotation vectors. Matrix, 58(15-16):1-35.

Dirkx, D. (2015). Interplanetary Laser Ranging - Analysis for implementation in planetary science mission. PhD thesis, Delft University of Technology. [OpenAIRE]

##### Related research

- Delft University of Technology Netherlands
- Technische Universiteit Delft (Delft University of Technology) Netherlands

Acton, C. (1996). Ancillary data services of nasa's navigation and ancillary information facility. Planetary and Space Science, 44(1):65-70. [OpenAIRE]

Archinal, B., Acton, C., AHearn, M., Conrad, A., Consolmagno, G., Duxbury, T., Hestroffer, D., Hilton, J., Kirk, R., Klioner, S., et al. (2018). Report of the iau working group on cartographic coordinates and rotational elements: 2015. Celestial Mechanics and Dynamical Astronomy, 130(3):22.

Ashenberg, J. (2007). Mutual gravitational potential and torque of solid bodies via inertia integrals. Celestial Mechanics and Dynamical Astronomy, 99:149-159. [OpenAIRE]

Batygin, K. and Morbidelli, A. (2015). Spin-Spin Coupling in the Solar System. The Astrophysical Journal, 810:110. [OpenAIRE]

Bauer, S., Hussmann, H., Oberst, J., Dirkx, D., Mao, D., Neumann, G., Mazarico, E., Torrence, M., McGarry, J., Smith, D., et al. (2016). Demonstration of orbit determination for the lunar reconnaissance orbiter using one-way laser ranging data. Planetary and Space Science, 129:32-46. [OpenAIRE]

Bois, E., Wytrzyszczak, I., and Journet, A. (1992). Planetary and figure-figure effects on the Moon's rotational motion. Celestial Mechanics and Dynamical Astronomy, 53:185-201.

Borderies, N. (1978). Mutual gravitational potential of N solid bodies. Celestial Mechanics, 18:295-307.

Borderies, N. and Yoder, C. F. (1990). Phobos' gravity field and its influence on its orbit and physical librations. Astronomy and Astrophysics, 233:235-251.

Bou´e, G. (2017). The two rigid body interaction using angular momentum theory formulae. Celestial Mechanics and Dynamical Astronomy.

Bou´e, G. and Laskar, J. (2009). Spin axis evolution of two interacting bodies. Icarus, 201:750-767.

Comp`ere, A. and Lemaˆıtre, A. (2014). The two-body interaction potential in the STF tensor formalism: an application to binary asteroids. Celestial Mechanics and Dynamical Astronomy, 119:313-330.

Degnan, J. (2002). Asynchronous laser transponders for precise interplanetary ranging and time transfer. Journal of Geodynamics, 34:551-594.

Dehant, V., Park, R., Dirkx, D., Iess, L., Neumann, G., Turyshev, S., and Van Hoolst, T. (2017). Survey of Capabilities and Applications of Accurate Clocks: Directions for Planetary Science. Space Science Reviews, 212:1433-1451. [OpenAIRE]

Diebel, J. (2006). Representing attitude: Euler angles, unit quaternions, and rotation vectors. Matrix, 58(15-16):1-35.

Dirkx, D. (2015). Interplanetary Laser Ranging - Analysis for implementation in planetary science mission. PhD thesis, Delft University of Technology. [OpenAIRE]