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1A lumped-parameter model of the cerebrospinal system for investigating arterial-driven flow in posttraumatic syringomyelia
N. Elliott, D. Lockerby, and A. Brodbelt. Medical Engineering & Physics, 33 (7): 874--882 (Sep 15, 2011)
7 years ago by @gdmcbain
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hydraulics,
lumped-parameter-modelling
00a71-theory-of-mathematical-modeling
74f10-fluid-solid-interactions
74l15-biomechanical-solid-mechanics
92c10-biomechanics
hydraulics,lumped-parameter-modelling00a71-theory-of-mathematical-modeling74f10-fluid-solid-interactions74l15-biomechanical-solid-mechanics92c10-biomechanics
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1An Electrothermomechanical Lumped Element Model of an Electrothermal Bimorph Actuator
S. Todd, and H. Xie. Journal of Microelectromechanical Systems, 17 (1): 213--225 (February 2008)
7 years ago by @gdmcbain
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lumped-parameter-modelling
00a71-theory-of-mathematical-modeling
74f05-solid-mechanics-thermal-effects
78a55-optics-electromagnetic-theory-technical-applications
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1Transient Bernoulli flow in multi-port fluid devices with arbitrary geometry
R. Stevenson, Z. Yang, and V. Jairazbhoy. Applied Mathematical Modelling, 32 (2): 123--140 (February 2008)
7 years ago by @gdmcbain
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lumped-parameter-modelling
76b55-incompressible-inviscid-internal-waves
94c05-analytic-circuit-theory
lumped-parameter-modelling76b55-incompressible-inviscid-internal-waves94c05-analytic-circuit-theory
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1Applied Fluid Dynamics
I. Ginzburg. NASA-TT-F-94, IPST-809. (1963)
7 years ago by @gdmcbain
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76b55-incompressible-inviscid-internal-waves
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1Model Order Reduction: Techniques and Tools
P. Benner, and H. Faßbender. Encyclopedia of Systems and Control, Springer, London, (2014)
7 years ago by @gdmcbain
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lumped-parameter-modelling
00a71-theory-of-mathematical-modeling
93a30-systems-theory-mathematical-modeling
93b11-system-structure-simplification
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1A Survey of Model Reduction Methods for Large-Scale Systems
A. Antoulas, D. Sorensen, and S. Gugercin. Structured Matrices in Mathematics, Computer Science, and Engineering I, volume 280 of Contemporary Mathematics, page 193--219. Providence, Rhode Island, American Mathematical Society, (2001)
7 years ago by @gdmcbain
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1Bifurcating Nodoids
R. Mazzeo, and F. Pacard. Topology and Geometry: Commemorating SISTAG, volume 314 of Contemporary Mathematics, page 169--186. Providence, Rhode Island, American Mathematical Society, (2002)
7 years ago by @gdmcbain
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1A lumped-parameter model of the cerebrospinal system for investigating arterial-driven flow in posttraumatic syringomyelia

1An Electrothermomechanical Lumped Element Model of an Electrothermal Bimorph Actuator

1Transient Bernoulli flow in multi-port fluid devices with arbitrary geometry

1Applied Fluid Dynamics

1Model Order Reduction: Techniques and Tools

1A Survey of Model Reduction Methods for Large-Scale Systems

1Bifurcating Nodoids

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