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Mathematical optimization of rolling stock rotations

2017
We show how to optimize rolling stock rotations that are required for the operation of a passenger timetable. The underlying mathematical ptimization problem is called rolling stock rotation problem (RSRP) and the leitmotiv of the thesis is RotOR, i.e., a highly integrated optimization algorithm for the RSRP. RotOR is used by DB Fernverkehr AG (DBF) in
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Physical-Mathematical Reasoning: Galileo on the Extruding Power of Terrestrial Rotation

Synthese, 2003
The paper deals with Galileo's refutation of an objection to Copernicanism that pertains to the topic of circular motion and the centrifugal forces connected to it. In a rotating system, all bodies have a tendency to move away from the center of rotation, as a consequence of the centrifugal force.
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The Mathematical Theory of the Motion of Rotated and Unrotated Rockets

Nature, 1949
VERY little of a vast literature on rocket research has yet been published in book form or as papers in scientific journals. This is perhaps inevitable, since the development of the modern rocket has been due to the requirements of the War, and the numerous existing reports and papers, in many fields of scientific and technical endeavour, still carry a
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Rotation on the digital plane

Periodica Mathematica Hungarica, 2022
Carolin Hannusch, Attila Petho
exaly  

Mathematical Analysis for Rotating Autokeratoplasty, Reply

Cornea, 1992
Ioannis Karpouzas, Yves J-M. Pouliquen
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A GENERALIZED MATHEMATICAL MODEL FOR ROTATING ELECTRICAL MACHINES

1986
The aim of the paper is to present a mathematical model useful to analyze the different operating conditions of the different structures of rotating electrical machines. For this purpose it is first shown that the same mathematical expression describes the air gap m. m. f.
PAGANO, E., PERFETTO, ALDO
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