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How geomagnetic storms affect the loss of Starlink satellites in February 2022?
Published 2025-01-01“…Abstract On February 8, 2022, approximately 40 of the 49 Starlink satellites were reported to have lost altitude, leading to atmospheric re-entry. SpaceX reported that the orbital decay on Starlink satellites was considered to be linked to a geomagnetic storm that was initiated on February 3, 2022. …”
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102
Виклики і розвиток авіоніки: система переривання польоту
Published 2024-06-01“…Потім вимоги безпеки були змінені на основі теорії управління ризиками, що дозволило Space X розробити революційну нову систему FTS, яка є автономною, автоматичною, надійною та використовує два незалежні канали для прийняття рішення про припинення польоту. …”
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103
The Daytime Variations of Thermospheric Temperature and Neutral Density Over Beijing During Minor Geomagnetic Storm on 3–4 February 2022
Published 2024-02-01“…Abstract On 3 February 2022, 38 satellites launched by SpaceX re‐entered the atmosphere and were subsequently destroyed. …”
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104
An Initial Validation of the NASA TROPICS Pathfinder Microwave Radiometer Observations
Published 2025-01-01“…The NASA Time-Resolved Observations of Precipitation structure and storm Intensity with a Constellation of Smallsats (TROPICS) Pathfinder CubeSat was placed into a sun-synchronous orbit by a SpaceX Falcon 9 launch vehicle during the June 30, 2021 Transporter-2 rideshare mission. …”
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105
Comparison of Empirical and Theoretical Models of the Thermospheric Density Enhancement During the 3–4 February 2022 Geomagnetic Storm
Published 2023-09-01“…Abstract On 3 February 2022, at 18:13 UTC, SpaceX launched and a short time later deployed 49 Starlink satellites at an orbit altitude between 210 and 320 km. …”
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106
The Thermosphere Is a Drag: The 2022 Starlink Incident and the Threat of Geomagnetic Storms to Low Earth Orbit Space Operations
Published 2023-03-01“…Abstract On 03 February 2022, SpaceX launched 49 Starlink satellites, 38 of which re‐entered the atmosphere on or about 07 February 2022 due to unexpectedly high atmospheric drag. …”
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107
On the Scottish Book Problem 155 by Mazur and Sternbach
Published 2024-10-01“…Problem 155 of the Scottish Book asks whether every bijection $U\colon X\rightarrow Y$ between two Banach spaces $X, Y$ with the property that, each point of $X$ has a neighborhood on which $U$ is isometric, is globally isometric on $X$. …”
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108
Stability Theory for Nullity and Deficiency of Linear Relations
Published 2021-01-01“…Let A and B be two closed linear relations acting between two Banach spaces X and Y, and let λ be a complex number. We study the stability of the nullity and deficiency of A when it is perturbed by λB. …”
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109
On the range of the derivative of a smooth mapping between Banach spaces
Published 2005-01-01“…We survey recent results on the structure of the range of the derivative of a smooth mapping f between two Banach spaces X and Y. We recall some necessary conditions and some sufficient conditions on a subset A of ℒ(X,Y) for the existence of a Fréchet differentiable mapping f from X into Y so that f′(X)=A. …”
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110
Mutually Compactificable Topological Spaces
Published 2007-01-01“…Two disjoint topological spaces X, Y are (T2-) mutually compactificable if there exists a compact (T2-) topology on K=X∪Y which coincides on X, Y with their original topologies such that the points x∈X, y∈Y have open disjoint neighborhoods in K. …”
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111
Dynamic Processes, Fixed Points, Endpoints, Asymmetric Structures, and Investigations Related to Caristi, Nadler, and Banach in Uniform Spaces
Published 2015-01-01“…In uniform spaces X, D with symmetric structures determined by the D-families of pseudometrics which define uniformity in these spaces, the new symmetric and asymmetric structures determined by the J-families of generalized pseudodistances on X are constructed; using these structures the set-valued contractions of two kinds of Nadler type are defined and the new and general theorems concerning the existence of fixed points and endpoints for such contractions are proved. …”
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112
Controllability of Impulsive Neutral Functional Differential Inclusions in Banach Spaces
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