Results 261 to 270 of about 1,276,956 (323)
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2010
The design and operation of remote-sensing systems depends on the orbital motion of the satellites they employ, and consequently a proper understanding of how they work and how to exploit them requires knowledge of orbital mechanics. This chapter provides an understanding of orbital mechanics as it impacts remote sensing.
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The design and operation of remote-sensing systems depends on the orbital motion of the satellites they employ, and consequently a proper understanding of how they work and how to exploit them requires knowledge of orbital mechanics. This chapter provides an understanding of orbital mechanics as it impacts remote sensing.
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Acoustic Higher‐Order Topological Insulators Induced by Orbital‐Interactions
Advances in MaterialsThe discovery of higher‐order topological insulator metamaterials, in analogy with their condensed‐matter counterparts, has enabled various breakthroughs in photonics, mechanics, and acoustics.
Feng Gao +7 more
semanticscholar +1 more source
2019
Until the seventeenth century, it was believed that orbits could only be circular. But in 1601, German astronomer Johannes Kepler acquired the planetary positional data of Tycho Brahe, who had recently died. The data was the most accurate of its time and spanned 15 years.
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Until the seventeenth century, it was believed that orbits could only be circular. But in 1601, German astronomer Johannes Kepler acquired the planetary positional data of Tycho Brahe, who had recently died. The data was the most accurate of its time and spanned 15 years.
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Practical Uncertainty Quantification in Orbital Mechanics
Satellite Dynamics and Space Missions, 2019M. Vasile
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Orbital and Celestial Mechanics
1968Analysis of entry dynamics was discussed in Chapter 2. It is the purpose of this chapter to discuss basic equations governing the flight mechanics before entry into a planetary atmosphere. When a vehicle approaches a planet in the absence of air, its orbital trajectory may be in the form of an ellipse when its speed is less than \(\sqrt {2gr,}\)*, a ...
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A review of uncertainty propagation in orbital mechanics
, 2017Ya-zhong Luo, Zhen Yang
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Fundamental Solutions for Two-Point Boundary Value Problems in Orbital Mechanics
, 2018S. Han, W. McEneaney
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Uncertainty propagation in orbital mechanics via tensor decomposition
, 2016Yifei Sun, Mrinal Kumar
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The principle of least action and two-point boundary value problems in orbital mechanics
American Control Conference, 2014S. Han, W. McEneaney
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Mechanics of 3D Cell–Hydrogel Interactions: Experiments, Models, and Mechanisms
Chemical Reviews, 2021Franck J Vernerey +2 more
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