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1 Mechanics of the Unusual Basilar Membrane in Gerbil 1 Mechanics of the Unusual Basilar Membrane in Gerbil

1 Mechanics of the Unusual Basilar Membrane in Gerbil - PowerPoint Presentation

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1 Mechanics of the Unusual Basilar Membrane in Gerbil - PPT Presentation

Santosh Kapuria IIT Delhi Charles Steele Stanford Sunil Puria Stanford 2 Microstructure of BM Detailed anatomy Guinea pig S Iurato 1962 Cat LM Cabazudo 1978 Gerbil Schweitzer L Lutz C Hobbs M Weaver SP 1996 ID: 542176

axial gerbil beam add gerbil axial add beam model amplitudes 2004 emadi 1998 arch mountain viscosity iurato flow olson

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Slide1

1

Mechanics of the Unusual Basilar Membrane in Gerbil

Santosh Kapuria, IIT Delhi

Charles Steele, Stanford

Sunil Puria, StanfordSlide2

2

Microstructure of BM

Detailed anatomy

Guinea pig: S Iurato (1962)

Cat: LM Cabazudo (1978)

Gerbil: Schweitzer L, Lutz C, Hobbs M, Weaver SP (1996)

Point load measurements

Human: Békésy (1960)

Guinea pig: Gummer WA, Johnstone BM, Armstrong NJ (1981)

Miller, C (1985)

Gerbil: Olson EE, Mountain DC (1994)

Naidu, RC, Mountain DC (1998)

Emadi G, Richter CP, Dallos P (2004)Slide3

3

Iurato 1962,gpSlide4

4

I- BeamSlide5

Beam with constraints

5Slide6

6

Gerbil organ of Corti

Arc of BM

Edge,

et al. (1998)Slide7

7

Gerbil OC (Corrales,

2006)

7Slide8

8

Beam model for BMSlide9

9

Arch modelSlide10

10

Buckling of archSlide11

Olson and Mountain 1994

11Slide12

Emadi et al. 2004

12Slide13

13

Emadi, et al. (2004)Slide14

Point load on arch

14Slide15

15

Pressure loading without Pillar stiffnessSlide16

16

Frequency mapSlide17

17Slide18

18

Fast4 model of OCSlide19

Gerbil 2.75 mm, 1 kHz, wavelength = 10 mm

19Slide20

Gerbil 2.75, with pressure amplitudes

20Slide21

Gerbil at 2.75 mm, add axial flow amplitudes

21Slide22

Gerbil at 2.75 mm, add axial flow

amplitudes with viscosity22Slide23

23

Gerbil at BF, add axial viscositySlide24

24

Acknowledgement

Fulbright Fellowship to SK

NIH RO1 DC007910Slide25

25

Close up, showing cilia and tip linksSlide26

26

07/07/2011

Lubrication theory

HS

TM

IHC tip of cilium

gapTM

gapHS

qHS

qTM

pressL1

pressIS

Fluid displacement FD

FD

gapHS

gapTM

= –

pressL1– pressIS

qHS

qTM

perm

*

d/dt

Edge, et al. (1998)