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Order reduction of structural dynamic systems with static piecewise linear nonlinearities
Eric A. Butcher
, Rongdong Lu
Aerospace and Mechanical Engineering
Electrical and Computer Engineering
Applied Mathematics - GIDP
Research output
:
Contribution to journal
›
Article
›
peer-review
25
Scopus citations
Overview
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Dive into the research topics of 'Order reduction of structural dynamic systems with static piecewise linear nonlinearities'. Together they form a unique fingerprint.
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Mathematics
Structural Dynamics
100%
Order Reduction
94%
Reduced Model
73%
Dynamic Systems
71%
Piecewise Linear
69%
Reduced Order Model
56%
Nonlinearity
53%
Dead Zone
45%
Degree of freedom
25%
Single Mode
21%
Mode Shape
21%
Direct numerical Simulation
20%
Model
18%
Clearance
18%
Normal Modes
17%
Stiffness
15%
Saturation
15%
Linear transformation
15%
Damped
14%
Discontinuity
12%
Form
11%
Initial conditions
11%
Dependent
9%
Subset
8%
Standards
8%
Engineering & Materials Science
Structural dynamics
79%
Dynamical systems
59%
Direct numerical simulation
8%
Linear transformations
8%
Stiffness
4%
Set theory
4%