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Homoclinic orbits in the dynamics of articulated pipes conveying fluid
AR Champneys
Department of Engineering Mathematics
Research output
:
Contribution to journal
›
Article (Academic Journal)
›
peer-review
8
Citations (Scopus)
Overview
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Dive into the research topics of 'Homoclinic orbits in the dynamics of articulated pipes conveying fluid'. Together they form a unique fingerprint.
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Mathematics
Homoclinic
100%
Homoclinic Orbit
97%
Fluid
67%
Flow Rate
55%
Symmetry Breaking
52%
Global Bifurcation
49%
Saddle
46%
Stationary point
46%
Numerical Techniques
45%
Fluid Flow
42%
Chaos
40%
Periodic Orbits
40%
Two Parameters
37%
Evidence
36%
Ordinary differential equation
33%
Motion
31%
Numerical Results
28%
Form
17%
Model
14%
Engineering & Materials Science
Conveying
97%
Orbits
76%
Pipe
65%
Fluids
55%
Ordinary differential equations
46%
Chaos theory
43%
Flow of fluids
38%
Flow rate
32%
Physics & Astronomy
orbits
62%
saddles
51%
fluids
51%
fluid flow
41%
chaos
39%
broken symmetry
38%
differential equations
34%
flow velocity
34%