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State-space inflow modelling for lifting rotors with mass injection
K. Yu
, D. A. Peters
Department of Mechanical Engineering & Materials Science
Research output
:
Contribution to journal
›
Review article
›
peer-review
5
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Scopus citations
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Keyphrases
Rotor
100%
State Space
100%
Mass Injection
100%
State-space Model
66%
Associated Legendre Functions
66%
Mass Influx
66%
High Sensitivity
33%
Frequency Response
33%
Flow State
33%
Numerical Simulation
33%
Error Analysis
33%
Time-varying Coefficients
33%
Exact Solutions
33%
Source Term
33%
Pressure Distribution
33%
Model Limit
33%
Number of States
33%
Net Flux
33%
Pressure Perturbation
33%
Ground Effect
33%
Convolution Integral
33%
Momentum Equation
33%
Velocity Fluctuation
33%
Zero-net-mass-flux
33%
Time-dependent Simulation
33%
Induced Pressure
33%
Space-dependent
33%
Extended Potentials
33%
Induced Velocity
33%
Eigenvalue Analysis
33%
Zero Mass
33%
Induced Flow Field
33%
Skew Angle
33%
Mass Source
33%
Galerkin Approach
33%
Axial Angle
33%
Dynamic Eigenvalue
33%
Rotorcraft Dynamics
33%
Flow Momentum
33%
Engineering
Rotors
100%
Potential Flow
100%
Frequency Response
50%
Source Term
50%
Simulation Time
50%
Closed Form
50%
Flow State
50%
Ground Effect
50%
Pressure Perturbation
50%
Momentum Equation
50%
Net Flux
50%
Rotorcraft
50%
Rotor Plane
50%
Past Year
50%
Flow Distribution
50%
Harmonics
50%
Pressure Distribution
50%
Mass Transport
50%
Preliminary Design
50%
Induced Velocity
50%
Eigenvalue Analysis
50%
Skew Angle
50%
Velocity Perturbation
50%