shouryya ray
ArXiv:13051283v5 [physicsclass-ph] 11 Sep 2014
the date of receipt and acceptance should be inserted later Abstract The paper is devoted to the motion of a body in a fluid under the influence of gravity and drag Depending on the regime considered the drag force can exhibit a lin-ear quadratic or even more general dependence on the velocity of the body relative to the fluid The case of quadr |
Shouryya Ray · Jochen Fr ̈ ohlich
the date of receipt and acceptance should be inserted later Abstract The paper is devoted to the motion of a body in a fluid under the influence of gravity and drag. Depending on the regime considered, the drag force can exhibit a lin-ear, quadratic or even more general dependence on the velocity of the body relative to the fluid. The case of quadr
4.2.1 Equations of Motion
The equations of motion for projectile motion subject to quadratic drag in a fluid of velocity are given by dv = arxiv.org
1 + αu0t + · · ·
Using the transformation equations given earlier, one can deduce vx, vy, x and y from the above. arxiv.org
5 Conclusions and Outlook
In this paper, the motion of a body in a resistant medium and a constant gravitational field was investigated. The nonlinear nature of the drag force leads to a coupled nonlinear system of ordinary differential equations, thus demanding a more involved approach in the ana-lytical treatment. To this end, a useful technique for reducing a particular
Acknowledgements
The first author would like to express his gratitude to Martin-Andersen-Nex ̈ o-Gymnasium Dresden for providing an ideal framework within the school curriculum for carrying out the research activities. The authors are also thankful to Prof. Dr. Ralph Chill, Prof. Dr. J ̈ urgen Voigt and Prof. Dr. Herbert Balke for advice on mathematical background
An analytic solution to the equations governing the motion of a point
11 thg 9 2014 Shouryya Ray · Jochen Fröhlich the date of receipt and acceptance should be inserted later. Abstract The paper is devoted to the motion of a ... |
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Towards a Higgs mass determination in asymptotically safe gravity
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Soluble Fermionic Quantum Critical Point in Two Dimensions
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Phase diagram of the extended Bose–Hubbard model
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Dissertation Combined Faculty of Natural Sciences and - heiDOK |
ERG 2022 |
QMA Fall School Topological Quantum Matter 2021 - ctqmat |
Apeejay School Saket MatheMaxim |
Quantum criticality in 2D Fermi systems with quadratic - TU Dresden
of Excellence SFB 1143 Quantum criticality in 2D Fermi systems with quadratic band touching Lukas Janssen (TU Dresden) Shouryya Ray Matthias Vojta |
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Here - Boundary and Bulk Criticality 2019 - Sciencesconforg
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Boy of Indian origin cracks Newtons puzzles in - Shikshacom
This year, Kolkata-born Shouryya Ray caught the fancy of international media as When many were still memorising their math tables, Ray had already learnt |