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Measurement of refractive index of tissues using a Measurement of refractive index of tissues using a

Measurement of refractive index of tissues using a - PowerPoint Presentation

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Measurement of refractive index of tissues using a - PPT Presentation

multiwavelength refractometer YV Tarakanchikova LE Dolotov AP Popov AV Bykov VV Tuchin Material and method Determination of the refractive index is based on the Fresnel equations for the reflection of light using the FTIR ID: 499363

refractive index data tissue index refractive tissue data refractometer imaginary processing wavelength muscle measurement light position approximation number real

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Slide1

Measurement of refractive index of tissues using a

multi-wavelength refractometer

Y.V.

Tarakanchikova

, L.E.

Dolotov

, A.P. Popov,

A.V.

Bykov

, V.V.

Tuchin

Slide2

Material and method

Determination of the refractive index is based on the Fresnel equations for the reflection of light using the FTIR.

Fresnel equation for reflection light polarized parallel (p) and the normal (s) to the plane of incidence of light when the angle of incidence

θi

have the form:

where

If the incident light is

unpolarized

, the reflectance of the sample is equal to:Slide3

The refractive index of biological tissue is considered complex:

ntissue = nr + i·ni where nr - the real part of the refractive index, ni - the imaginary part, which characterizes

the absorbing and scattering properties of tissue.

Material and method

-

angular

dependence of the imaginary part of the refractive index (7).Slide4

Experimental assembly

Multiwavelength Abbe refractometer ATAGO DR-M2 / 1550

Abbe

refractometer ATAGO DR-M2 / 1550.

halogen illuminator with changeable interference filters

controller of refractometerSlide5

Results

а)

b

)

c

)

The image of the field of view of the refractometer, the fixed of the camcorder.

- distilled water, measurement wavelength of 690 nm, the position of the crosshair - 1.3310;

- 40% fructose solution, measurement wavelength 690 nm, the position of the crosshairs - 1.4004;

- pork muscle tissue, measurement wavelength 930 nm, the position of the crosshair - 1.3675.

Slide6

Data Processing

transform number pixel index of refraction

n

, related with the scale of the refractometer :

n

=

n

sc

+ (

N

pix — N

cr)·K

where n-refractive index, corresponding of the pixel;

nsc - refractive index fixed to set up scale;

Npix

–pixel number of image;

Ncr

- number pixel of the image corresponding to position crosshair;

K

- calibration factor (for a wavelength of 930 nm, it equals 1.15 × 10-4).

θ

i

=

arcsin

(n/

n

p

)

where n- is refractive index,

n

p

- is refractive index of measurement prism (

n

p

= 1.6889, λ=930nm)Slide7

Data Processing

Experimental data (●) and approximation (—), using a equation (8) for muscle tissue and a 40% fructose solution.Slide8

The approximation parameters — real

nr(a)

and

imaginary

n

i

(

b

) parts

of

refractive

index, area of

partial

contact

A(

c)

muscle tissue with fructose 40%

Data ProcessingSlide9

The experimental results(•) and approximation(-) for the muscle tissue with

glucose 40%

Data ProcessingSlide10

The approximation parameters — real

nr(a)

and

imaginary

n

i

(

b

) parts

of

refractive

index, area of

partial

contact

A(

c)

muscle tissue with glucose 40%

Data ProcessingSlide11

Conclusion

Developed

method

gives

a

possibility

to

measure

the

refractive

index

of

such

turbid

medias

as

biotissue

and

its

mimicking

phantoms

at

number

of

wavelengths

.

Also

this

method

allows

to

obtain

time

resolution

of

the

diffuse

processes

under

optical

clearing

of

the

biological

tissues

.

Suggested

mathematical

model

allows

to

get

the

real

and

imaginary

parts

of

the

refractive

index

and

,

accordingly

,

the

scattering

coefficient

μ

s` of

tissues

.