Fictitious force (English Wikipedia)

Analysis of information sources in references of the Wikipedia article "Fictitious force" in English language version.

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archive.org

Max Born; Günther Leibfried (1962). Einstein's Theory of Relativity. New York: Courier Dover Publications. pp. 76–78. ISBN 0-486-60769-0. inertial forces.
Science of everyday things, "centripetal force, pp 48-49".
Daniel Kleppner; Robert J. Kolenkow (1973). An Introduction to Mechanics. McGraw-Hill. p. 363. ISBN 0-07-035048-5.
Shuh-Jing Ying (1997). Advanced Dynamics. Reston VA: American Institute of Aeronautics, and Astronautics. p. 172. ISBN 1-56347-224-4. orbit coordinate system.
See for example, JL Synge; BA Griffith (1949). Principles of Mechanics (2nd ed.). McGraw-Hill. pp. 348–349.
Percey F. Smith & William Raymond Longley (1910). Theoretical Mechanics. Boston: Gin. p. 118. centrifugal force theoretical.

arxiv.org

Gilson, James G. (September 1, 2004), Mach's Principle II, p.1, p.9, arXiv:physics/0409010, Bibcode:2004physics...9010G

books.google.com

Harald Iro (2002). A Modern Approach to Classical Mechanics. World Scientific. p. 180. ISBN 981-238-213-5.
Cornelius Lanczos (1986). The Variational Principles of Mechanics. New York: Courier Dover Publications. p. 100. ISBN 0-486-65067-7.
Marie-Antoinette Tonnelat (2002). The Principles of Electromagnetic Theory and Relativity. Springer. p. 113. ISBN 90-277-0107-5.
Vladimir Igorevich Arnold (1989). Mathematical Methods of Classical Mechanics. Berlin: Springer. pp. §27 pp. 129 ff. ISBN 0-387-96890-3.
Fritz Rohrlich (2007). Fictitional Forces and apparent gravitational fields. Singapore: World Scientific. p. 40. ISBN 978-981-270-004-9.
Hans Stephani (2004). Introduction to Special and General Relativity - geodesic deviation p. 104-105. Cambridge UK: Cambridge University Press. p. 105. ISBN 0-521-01069-1.
Motz and Weaver, Motz, Lloyd; Weaver, Jefferson Hane (11 November 2013). Example train and gravity, p 101. Springer. ISBN 9781489963338.
Alberto Isidori; Lorenzo Marconi; Andrea Serrani (2003). Robust Autonomous Guidance: An Internal Model Approach. Springer. p. 61. ISBN 1-85233-695-1.
Philip J. Bryant; Kjell Johnsen (1993). The Principles of Circular Accelerators and Storage Rings. Cambridge UK: Cambridge University Press. p. xvii. ISBN 0-521-35578-8.^{[permanent dead link‍]}
Alexander L Fetter; John D Walecka (2003). Theoretical Mechanics of Particles and Continua. Courier Dover Publications. pp. 33–39. ISBN 0-486-43261-0.
Yung-kuo Lim; Yuan-qi Qiang (2001). Problems and Solutions on Mechanics: Major American Universities Ph.D. Qualifying Questions and Solutions. Singapore: World Scientific. p. 183. ISBN 981-02-1298-4.
John Robert Taylor (2004). Classical Mechanics. Sausalito CA: University Science Books. pp. 343–344. ISBN 1-891389-22-X.
R. Douglas Gregory (2006). Classical Mechanics: An Undergraduate Text. Cambridge UK: Cambridge University Press. pp. Eq. (17.16), p. 475. ISBN 0-521-82678-0.
Georg Joos; Ira M. Freeman (1986). Theoretical Physics. New York: Courier Dover Publications. p. 233. ISBN 0-486-65227-0.
Cornelius Lanczos (1986). The Variational Principles of Mechanics. New York: Courier Dover Publications. p. 103. ISBN 0-486-65067-7.
Jerold E. Marsden; Tudor.S. Ratiu (1999). Introduction to Mechanics and Symmetry: A Basic Exposition of Classical Mechanical Systems: Texts in applied mathematics, 17 (2nd ed.). NY: Springer-Verlag. p. 251. ISBN 0-387-98643-X.
However, the Earth–Moon system rotates about its barycenter, not the Earth's center; see Simon Newcomb (2007). Popular Astronomy. Read Books. p. 307. ISBN 978-1-4067-4574-0.
Bea K Lalmahomed; Sarah Springman; Bhawani Singh (2002). Constitutive and Centrifuge Modelling: Two Extremes. Taylor and Francis. p. 82. ISBN 90-5809-361-1.
Raymond Nen (1986). Consolidation of Soils: Testing and Evaluation: a Symposium. ASTM International. p. 590. ISBN 0-8031-0446-4.
D Appleton (1877). The Popular Science Monthly. p. 276.
For a similar example, see Ron Schmitt (2002). A Handbook for Wireless/ RF, EMC, and High-Speed Electronics, Part of the EDN Series for Design Engineers. Newnes. pp. 60–61. ISBN 0-7506-7403-2., and Douglas C. Giancoli (2007). Physics for Scientists And Engineers With Modern Physics. Pearson Prentice-Hall. p. 301. ISBN 978-0-13-149508-1.
Note: There is a subtlety here: the distance R is the instantaneous distance from the rotational axis of the carousel. However, it is not the radius of curvature of the walker's trajectory as seen by the inertial observer, and the unit vector u_R is not perpendicular to the path. Thus, the designation "centripetal acceleration" is an approximate use of this term. See, for example, Howard D. Curtis (2005). Orbital Mechanics for Engineering Students. Butterworth-Heinemann. p. 5. ISBN 0-7506-6169-0. and S. Y. Lee (2004). Accelerator physics (2nd ed.). Hackensack NJ: World Scientific. p. 37. ISBN 981-256-182-X.

britannica.com

caltech.edu

feynmanlectures.caltech.edu

The Feynman Lectures on Physics Vol. I Ch. 12-5: Pseudo forces

cseligman.com

Seligman, Courtney. "Fictitious Forces". Retrieved 2007-09-03.

harvard.edu

sciencedemonstrations.fas.harvard.edu

Harvard University lecture demo, "Coriolis force".

ui.adsabs.harvard.edu

Gilson, James G. (September 1, 2004), Mach's Principle II, p.1, p.9, arXiv:physics/0409010, Bibcode:2004physics...9010G

nasa.gov

pwg.gsfc.nasa.gov

NASA notes:(23) Accelerated Frames of Reference: Inertial Forces

physicsforums.com

Physics Forum, "Inertia and Newton's third law". 3 March 2021.

scientificamerican.com

"What is a "fictitious force"?". Scientific American. Retrieved 2021-12-14.

stackexchange.com

physics.stackexchange.com

Physics stack exchange, "about Newton's third law".

thoughtco.com

ThoughtCo website, "Coriolis effect".