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A double pendulum consists of two pendulums attached end to end.. In physics and mathematics, in the area of dynamical systems, a double pendulum, also known as a chaotic pendulum, is a pendulum with another pendulum attached to its end, forming a simple physical system that exhibits rich dynamic behavior with a strong sensitivity to initial conditions. [1]
A pendulum can help you find answers to yes or no questions. Here's how to use a pendulum and interpret the swinging. If You’re Indecisive, You Need a Pendulum in Your Mystical Tool Kit
Coexisting chaotic and non-chaotic attractors within the generalized Lorenz model. [38] [39] [40] There are 128 orbits in different colors, beginning with different initial conditions for dimensionless time between 0.625 and 5 and a heating parameter r = 680. Chaotic orbits recurrently return close to the saddle point at the origin.
Basin chaotic map [6] discrete: real: 2: 1: Beta Chaotic Map [7] 12: Bogdanov map: discrete: real: 2: 3: Brusselator: continuous: real: 3: Burke-Shaw chaotic attractor [8] continuous: real: 3: 2: Chen chaotic attractor [9] continuous: real: 3: 3: Not topologically conjugate to the Lorenz attractor. Chen-Celikovsky system [10] continuous: real ...
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Texas: Austin: Science Engineering Comp [73] Austin: University of Texas at Austin, DEV Building [85] [86] 40 ft (12 m) 240 lb 7 s College Station: Texas A&M University, George P. Mitchell Physics Building [87] [88] 85 ft (26 m) 235 lb: 10.23 s College Station: Texas A&M University, Zachry Engineering Center (removed; year unknown) Houston
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Looking at the entire chaotic domain, whether it is chaotic or windowed, the maximum and minimum values on the vertical axis of the orbital diagram (the upper and lower limits of the attractor) are limited to a certain range. As shown in equation (2-1), the maximum value of the logistic map is given by r/4, which is the upper limit of the ...