| 释义 |
Definition of Poincaré map in English: Poincaré mapnoun Mathematics Physics 1A representation of the phase space of a dynamic system, indicating all possible trajectories. - 1.1 The intersection of a Poincaré map representation with a given line, plane, etc.
Example sentencesExamples - This is called a Poincaré section (above right), and the intersections of the red and green lines mark the locations and speeds at which one can segue from manifold to manifold for free.
- The resulting plot, known as a Poincaré section, shows points scattered across the plane - like bullets puncturing a sheet of paper.
Origin 1950s: from the name of the French mathematician and philosopher of science Jules-Henri Poincaré (1854–1912). Definition of Poincaré map in US English: Poincaré mapnounˌpwänkəˈrā ˌmap Mathematics Physics 1A representation of the phase space of a dynamic system, indicating all possible trajectories. - 1.1 The intersection of a Poincaré map representation with a given line, plane, etc.
Example sentencesExamples - The resulting plot, known as a Poincaré section, shows points scattered across the plane - like bullets puncturing a sheet of paper.
- This is called a Poincaré section (above right), and the intersections of the red and green lines mark the locations and speeds at which one can segue from manifold to manifold for free.
Origin 1950s: from the name of the French mathematician and philosopher of science Jules-Henri Poincaré (1854–1912). |