Spring-damper equivalents of the fractional, poroelastic, and poroviscoelastic models for elastography.

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Spring-damper equivalents of the fractional, poroelastic, and poroviscoelastic models for elastography.

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2017 nî lūn-bûn

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2017年の論文

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2017年学术文章

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2017年学术文章

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2017年学术文章

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2017年学术文章

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Spring-damper equivalents of t ...... astic models for elastography.

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Spring-damper equivalents of t ...... astic models for elastography.

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Spring-damper equivalents of t ...... astic models for elastography.

@en

Spring-damper equivalents of t ...... astic models for elastography.

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Spring-damper equivalents of t ...... astic models for elastography.

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Spring-damper equivalents of t ...... astic models for elastography.

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P1476

Spring-damper equivalents of t ...... lastic models for elastography

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P2093

Sverre Holm

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P2860

Modeling of soft poroelastic tissue in time-harmonic MR elastography.

Congruence of imaging estimators and mechanical measurements of viscoelastic properties of soft tissues.

Experimental validation and applications of a modified gap stiffness model for granular marine sediments.

Fractal network dimension and viscoelastic powerlaw behavior: II. An experimental study of structure-mimicking phantoms by magnetic resonance elastography.

A versatile and experimentally validated finite element model to assess the accuracy of shear wave elastography in a bounded viscoelastic medium.

Estimation of shear modulus in media with power law characteristics.

Suitability of poroelastic and viscoelastic mechanical models for high and low frequency MR elastography.

Linking multiple relaxation, power-law attenuation, and fractional wave equations.

Biomechanics of hydrocephalus: a new theoretical model.

A unifying fractional wave equation for compressional and shear waves.

P304

e3854

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scholarly article

P356

10.1002/NBM.3854

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P433

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P478

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P50

Sverre Holm

P577

2017-11-27T00:00:00Z

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29178340

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1703.09515

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6175325

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