Karl Grosh

Dr. Karl Grosh

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Research Focus & Metrics

Academic Career Length

36Years (1991-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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1 July 2010 in Hearing Research
Verified
Journal Article
Closed access
JAJ. Ashmore
J. Ashmore
PAPaul Avan
Paul Avan
WBW.E. Brownell
W.E. Brownell
PDP. Dallos
P. Dallos
KDK. Dierkes
K. Dierkes
BCB. Canlon
B. Canlon

1 June 2000 in Journal of Biomechanics
Verified
Journal Article
Closed access
JBJeffrey E Bischoff
Jeffrey E Bischoff
EAEllen M Arruda
Ellen M Arruda
KGKarl Grosh
Karl Grosh

1 July 2005 in Journal of the Mechanics and Physics of Solids
Verified
Journal Article
Closed access
EKEllen Kuhl
Ellen Kuhl
KGKrishna Garikipati
Krishna Garikipati
EAEllen M. Arruda
Ellen M. Arruda
KGKarl Grosh
Karl Grosh

16 August 2002 in Journal of Applied Mechanics
Verified
Journal Article
Closed access
PDF file
JBJ. E. Bischoff
J. E. Bischoff
EAE. A. Arruda
E. A. Arruda
KGKarl Grosh
Karl Grosh
A constitutive model is developed to characterize a general class of polymer and polymer-like materials that displays hyperelastic orthotropic mechanical behavior. The strain energy function is derived from the entropy change associated with the deformation of constituent macromolecules and the strain energy change associated with the deformation of a representative orthotropic unit cell. The ability of this model to predict nonlinear, orthotropic elastic behavior is examined by comparing the theory to experimental results in the literature. Simulations of more complicated boundary value problems are performed using the finite element method.

1 March 2010 in The Journal of the Acoustical Society of America
Verified
Journal Article
Closed access
JMJulien Meaud
Julien Meaud
KGKarl Grosh
Karl Grosh
Most mathematical models of the mammalian cochlea neglect structural longitudinal coupling. However, recent experimental data suggest that viscoelastic longitudinal coupling, in the basilar membrane (BM) and the tectorial membrane (TM), is non-negligible. In this paper, mathematical models for BM and TM longitudinal coupling are presented to determine the influence of such a coupling on the tuning of the BM. The longitudinal coupling models are added to a macroscopic linear model of the guinea pig cochlea that includes the micromechanics of the organ of Corti and outer hair cell (OHC) somatic motility. The predictions of the BM response to acoustic stimulus show that the characteristic frequency is controlled by a TM radial resonance and that TM longitudinal coupling has a more significant effect than BM longitudinal coupling. TM viscoelasticity controls the sharpness of the BM frequency response and the duration of the impulse response. The results with realistic TM longitudinal coupling are more consistent with experiments. The model predicts that OHC somatic electromotility is able to supply power to the BM at frequencies well above the cutoff of the OHC basolateral membrane. Moreover, TM longitudinal coupling is predicted to stabilize the cochlea and enable a higher BM sensitivity to acoustic stimulation.

1 May 2007 in The Journal of the Acoustical Society of America
Verified
Journal Article
Closed access
PDF file
SRSripriya Ramamoorthy
Sripriya Ramamoorthy
NDNiranjan V. Deo
Niranjan V. Deo
KGKarl Grosh
Karl Grosh
A linear, physiologically based, three-dimensional finite element model of the cochlea is developed. The model integrates the electrical, acoustic, and mechanical elements of the cochlea. In particular, the model includes interactions between structures in the organ of Corti (OoC), piezoelectric relations for outer hair cell (OHC) motility, hair bundle (HB) conductance that changes with HB deflection, current flow in the cross section and along the different scalae, and the feed-forward effect. The parameters in the model are based on guinea-pig data as far as possible. The model is vetted using a variety of experimental data on basilar membrane motion and data on voltages and currents in the OoC. Model predictions compare well, qualitatively and quantitatively, with experimental data on basilar membrane frequency response, impulse response, frequency glides, and scala tympani voltage. The close match of the model predictions with experimental data demonstrates the validity of the model for simulating cochlear response to acoustic input and for testing hypotheses of cochlear function. Analysis of the model and its results indicates that OHC somatic motility is capable of powering active amplification in the cochlea. At the same time, the model supports a possible synergistic role for HB motility in cochlear amplification.