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HAL Id: jpa-00247938

https://hal.archives-ouvertes.fr/jpa-00247938

Submitted on 1 Jan 1993

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Surface electroclinic effect in ferroelectric liquid crystal

A. Biradar, S. Bawa, Kanchan Saxena, Subhas Chandra

To cite this version:

A. Biradar, S. Bawa, Kanchan Saxena, Subhas Chandra. Surface electroclinic effect in ferroelectric liq- uid crystal. Journal de Physique II, EDP Sciences, 1993, 3 (12), pp.1787-1793. �10.1051/jp2:1993103�.

�jpa-00247938�

(2)

Classification Phj,.<ic.s Ah.<tract.I

61.30 77.20 77.40

Surface electroclinic effect in ferroelectric liquid crystal

A. M.

Biradar,

S. S. Bawa, Kanchan Saxena and Subhas Chandra

National

Physical

Laboratory, K. S. Krishnan Road, New Delhi, l10012, India

(Received 23 April J993, iei,ised 27 July J993, accepted 3J A~lgu.<t J993)

Abstract. Surface electroclinic effect in chiral nematic IN")

phase

of

high-tilt-angle

ferroelectric

liquid crystal

has been studied

by

dielectric relaxation and

electro-optical

method in

a

homogeneously aligned, thin samples in the frequency range of 400 Hz to loo kHz at different temperatures. The electroclinic effect in the N* phase observed in the surface layers is due to the effect of surface

anchoring

and smectic-like ordering of the molecules at the rubbed

boundary

surface of the sample which has been confirmed

by

dielectric and optical observations. The strong

anchoring

in the surface layers is also presented

by applying

a dc bias field.

1. Introduction.

The electroclinic effect near Smectic A-Smectic C*

(Sm

A-Sm

C*) phase

transition is well- known

ii

in the ferroelectric

liquid crystals (FLCS).

A

large

number of data has been

reported

in SmA and in SmC*

phases

in

homogeneously aligned

thin cells from the

optical

observations

[2]

and dielectric measurements

[3, 4].

The electroclinic effect in the chiral nematic

IN

*

phase

of FLCS have been

scarcely

studied

[5, 6].

The electroclinic effect occurs when an electric field

applied parallel

to the smectic

layers

induces a molecular tilt relative to the

layer

normal.

Alignment

of ferroelectric

liquid crystal

molecules is

generally

achieved

by properly treating

the surfaces of the two substrates in the fabrication of FLC cells or devices. Berreman

[7]

first

studied this

problem by rubbing

the

glass

substrates with diamond paste and

creating

microgrooves.

He calculated the elastic distortion due to the grooves and found that the lowest energy

configuration

was for all the molecules to lie

along

the grooves,

creating

an

uniformly aligned

cell

along

the

rubbing

direction.

Geary, Goodby,

Kmetz and Patel

[8]

have

proposed

a

different mechanism of the

alignment

of

liquid crystal

molecules on the

polymer

coated

substrates rubbed with cloth.

Rubbing

of the films orients the

polymer

chains

along

a

preferred

direction and the molecular interaction between the

liquid crystal (LC)

molecules and the stretched

polymer

induces the

alignment.

It has been found

[9]

that

alignment

is either due to grooves formation or interaction between the LC molecules and the stretched

polymer.

The surface

anchoring

energy in thin cells is

strongly dependent

on the

rubbing strength.

Several surface treatments have been

successfully employed,

but the

phj~sical

mechanisms

affecting

(3)

1788 JOURNAL DE PHYSIQUE II N° 12

the surface induced bulk

alignment

are still not well understood. For

homogeneous

bulk

alignment

the

specially

treated surfaces often used are rubbed

polymer

coated substrates. As a surface induced

effect,

how the first

monolayer

of LC molecules at the interface is oriented

by

the surface molecular interaction is fundamental to our

understanding

of

homogeneous

alignment.

Different

techniques [9-11]

have been

employed

to

study

the surface induced

alignment

due to the

rubbing

of the

polymer

coated substrates in ferroelectric

liquid cry~tals.

In this article,

we report the electrodinic effect due to the interaction of LC molecules in chole~teric

phase (N *)

with the

polyamide

treated rubbed substrates in thin cells of

high

tilt

angle

ferroelectric

liquid crystals by

dielectric and

electro-optical

observations.

2.

Experimental.

Highly conducting

indium tin oxide

(ITO) glass plates

were used for electrodes. The distance

between the

plates

was

kept

around lo ~m and this distance can be considered as thin

compared

with the helical

pitch

value

(15

~m in Sm C* and 23 ~m in N*

phase)

of the material. The

high

tilt

angle (44°)

ferroelectric

liquid crystal

material CS-2004

(Chisso Corporation, Japan)

used in this

study

has the

following phase

sequence

Cryst

-- Sm-C * -- N * -- Iso

9 °C 62 °C 71°C

The material was introduced in the cell

by

means of

capillary

action at elevated temperatures to

ensure that the

filling

took

place

in its

isotropic (Jso) phase. Homogeneous alignment

of the

FLC

sample

is obtained with one surface buffed, which has been

pretreated

with adhesion promoter and

nylon

and a well defined monodomain

sample

was obtained

by applying

an ac

field. A detailed

procedure

of the

alignment

and the dielectric studies in the Sm C*

phase

of

this material has been

reported

elsewhere

[12].

The smectic

layers

are assumed to be

perpendicular

to the

plane

of the electrodes for this geometry. Electric field is

applied parallel

to the smectic

layers.

The dielectric measurements have been carried out

using

a HP 4192A

Impedance Analyzer

in the

frequency

range 400 Hz to 100 kHz. The dielectric relaxation in N *

phase

at different temperatures has been studied

by applying

a dc electric field

0 to 30 V/10 ~m. The electroclinic effect in N*

phase

has been

further, analyzed by observing

under

polarizing microscope (Olympus BH-2).

3. Results and discussion.

The electroclinic effect in N*

phase

has been

analysed by

dielectric relaxation method. This mode is most

commonly

observed in Sm A

phase

as a soft mode

(which corresponds

to an

electroclinic

effect). Figure

I shows the tan 6 (loss

factor)

»ersiis

logjo

v

plot

at different temperature~ in N *

phase.

The critical

frequencies

of this dielectric mode have been

computed

from the

position

of the maxima on the

plot

which is almost constant with temperature. As described earlier one of the

glass plates

used in the cell is coated with

polymer

and rubbed whereas other

plate

is without any surface treatment for

aligning

the FLC molecules. This

means that the surface which is rubbed with

polymer

is

highly

anchored

[13]

and other surface

is

weakly

anchored. A

high

dc electric field is

applied

to unwind the twisted structure to see whether the dielectric mode in N*

phase

comes due to surface or bulk effect of the cell.

Figure

2 shows tan 6 as a function of

frequency

at different

applied

dc bias field in N*

phase.

The dielectric relaxation in N*

phase

in this

study

is not due to flexoelectric effect which appears on weak

anchoring

surfaces or due to the

breaking

of the cell symmetry (more than one

(4)

D .63.OC

°"~

osc. vw ~ o.5 v

i]I']]

Bias van ~o v

x .s9.o.c

~

[

o-lo

O.05

2.O 3.O 4.O 5.O

log j~~ (Hz)

Fig, I. Frequency

dependence

of tan 3 (loss factor) measured at different temperature~ in phase.

o.<5

O ~OV

a ~5V

x ~<OV

. ~45V

o-lo

tan

6

o.05

2.O 3.O 4.O 5.O

log jo~ (Hz)

Fig. 2. Frequency

dependence

of tan 3 measured at different biasing voltages at 69 °C in N± phase.

domain) [14]

in N*

phase. Recently

Lee and Patel

[15]

have observed the flexoelectric effect in nematic

phase

where the difference between

anchoring strength

on the two surfaces is very small. In the present

investigations

the

possibility

of flexoelectric effect is ruled out because I) the

anchoring

energy in

polymer

rubbed surface is very strong

[13], it)

the

alignment

is uniform and a

single

domain is checked under

polarizing microscope.

The dielectric relaxation

(5)

1790 JOURNAL DE

PHYSIQUE

II N° 12

in N*

phase (Fig, I)

appears due to strong

anchoring

effect on the

polymer

rubbed surface which preserves the smectic-like

ordering

near the rubbed surface

layers.

As it is known

[16, 17]

that the FLC

material,

which has a Sm C*

phase

after the Sm A

phase

is

likely

to form a firm

layer

structure in the Sm C*

phase. Contrary

to this situation, the FLC material that ha~

Sm-C*

phase

without

passing through

the Sm A

phase

would not form a firm

layer

structure and

consequently

the direction of the molecules near the surface is anchored rather

tightly

due

to the nature of rubbed films

(grooved formation)

and this

anchoring

effect would be more

pronounced

in thin

samples.

The electroclinic effect arises from interaction of the

liquid crystal

molecules with the local electric field at the rubbed

boundary

surfaces in N*

phase.

This local field

originates

from the

polar anchoring

of the few

liquid crystal monolayers

on the rubbed surface

[10].

The

anchoring

effect at the rubbed surface is so strong that even at the dc bias field of 10 VII 0 ~m the electroclinic effect in N*

phase

was observed

(Fi

g.

2).

This means that

a

high

bias field is needed to

nullify

the

anchoring

effect on the rubbed surface so that the

surface and bulk molecules behave

identically.

However, above this

biasing

field

(above

10 V/10 ~m in

Fig.

2) the dielectric losses or conductance due to electroclinic effect was not consistent in N*

phase

which is shown

by

the error bars in the

figure

and hence at

higher biasing

field the dielectric relaxation

frequency

could not be

computed.

The smectic-like

ordering

in N*

phase

is confirmed due to the fact that the electroclinic

effect was observed in N*

phase during

the

heating cycle

(Sm

C*-N*-Iso).

Whereas in the

cooling cycle (Iso-N*-Sm C*)

this effect was not observed. This means that when the

phase

transition is from Iso-N*-Sm C* then the LC molecules in N*

phase

are not

aligned along

the

rubbing

direction

resulting

into the

randomly lying (isotropically)

the molecules on the surface and

therefore,

there would not be any surface

anchoring

of the LC molecules on rubbed

surface. When it is further cooled in SmC*

phase

the

layer

structure also

disappears

(multidomain cell)

which has been confirmed

by optical microscopic

observations.

Recently

Lee, Patel and

Goodby [18]

have also

reported

a surface electroclinic

phenomenon

in the

isotropic phase

of an FLC on a rubbed

polymer

surface and

interpreted

as an electric field induced molecular tilt in a chiral

liquid crystal

which has a direct Iso-Sm A transition.

They

have found that the molecular tilt exists in about °C above the transition to the bulk

isotropic phase

and

predicted

smectic-like

ordering

within the surface

layer

which contributes to the

electroclinic effect.

Further, the electroclinic effect in the present

investigation

has been confirmed

by

electrical

~witching

method

by inducing

a tilt

angle

in molecules

by applying

a

high

electric field in N*

phase. Figure

3 shows the

change

in the texture of the

sample

at different

applied

static dc

voltages.

At zero

voltage

the surface molecules and bulk molecules are in the same

phase.

Therefore, uniform texture is ~een under the

microscope (Fig.

3A). The increase in the dc

voltage

which

gives

rise to an induced tilt of the surface molecules with respect to the bulk

molecules,

re~ults into the

change

in the texture of the

sample (Figs.

38, C, D and

El.

However, if a square

pulse

is

applied

at low

frequency

a

complete switching

in the

sample

is observed which is due to the fact that surface molecules and bulk molecules are in unison. Thi~

means that the

switching

starts at the rubbed surface molecules and

percolate

in the bulk

resulting

into the

complete switching

in the N*

phase. Figure

4 shows

optical micrograph by applying

a

positive

or

negative

bias

voltage

to the rubbed surface. When 0 to + 10 V bias is

applied

to rubbed surface a smectic-like

ordering

is

clearly

seen

(Fig. 4A)

which is due to the fact that the

polyamide

surface acts like

positively charged surface,

as

suggested by

Patel and

Goodby [19].

When

negative

bias is

applied

cholesteric type texture is seen

(Fig. 48).

The

switching

response and

polarization

rever~al current due to electroclinic effect in N*

phase

is also shown in

figure

5

by applying

a square and

triangular pulses

at 45 Hz

frequency.

It should be stressed here that in the whole temperature range the surface electroclinic effect was

(6)

A B c o E

Fig. 3.

Microphotographs

of lo ~m cell in N*

phase

at 69 °C at different applied dc

voltages

(Al

r = 0 V, (B) v 8 V, (Cl c 12 V, (D) v 17 V and (E) v 24 V.

A B

Fig.

4.

Microphotograph

in N* phase at 69 °C by

applying

either positive or

negative voltage

to the rubbed plate. (A) 0 to + lo V and (B) 0 to lo V.

(7)

1792 JOURNAL DE PHYSIQUE II N° 12

,_ ; ~

j[. .~ j

/~ ~ i

&44~W~W,~

'f °'

~

Fig.

5. Polarization reversal current and

switching

response to triangular and square wave

pulses

for V~~ 15 V in N* phase (ii applied triangular pulse (2)

polarization

reversal current due to electroclinic

effect (3)

applied

square

pulse

and (4)

switching

response due to electroclinic effect in a thin (10 ~m) sample.

observed in N*

phase

for the first time, even in the blue

phase

which is observed

just

below the

isotropic phase,

in the FLC material

possessing

Sm C*-N*-Iso

phase

transition.

The electrodinic effect appears due to the strong

polar anchoring [10]

and smectic-like

ordering [18]

of the molecules within the surface

layers

of

polymer

rubbed

samples

in N*

phase.

One should

expect

a

spontaneous

two-dimensional electric

polarization

which resides

very close to the surface and is oriented

perpendicular

to the director. In order to

probe

the electroclinic effect in terms of

polarization,

an ac electric field

(E)

of

frequency

v is

applied perpendicular

to the

director, thereby inducing

a small rotation of the surface molecules. This surface-driven motion then propagates

elastically

into the

samples

interior

by

a combination of bend and twist

elasticity resulting

into an overall motion of the bulk

samples

which is observed

in terms of

polarization

and response current in the electroclinic geometry.

As is seen in the

figures

I and 2 the electrodinic effect observed

by

dielectric relaxation in N*

phase

of

high

tilt

angle

FLC material is weak due to the fact that the

pitch

value in N*

phase

is

quite large

and also the tilt

angle

and

polarization

value in the Sm C*

phase

of this material is almost

independent

of temperature. These temperature

independent

values of tilt

angle

and

polarization

are retained within the surface

layers

of the rubbed surface even in N*

phase.

This has been confirmed

by optical

observations

(Figs.

3 and

4).

It is worth

mentioning

here that in a

thick

sample (25 ~m)

a very weak electroclinic effect was observed very close to the transition temperature in N.~

phase

which indicates that the electroclinic effect due to surface

layers

is dominant in this

samples.

Similar results have been observed in

[5, 16, 17] by optical

method

using

thin

planar

unwound

samples. Large

electroclinic effect has

recently

been observed

[6]

in the FLC material where the helical

pitch

value of N*

phase

is

quite

small

(0.5

~m).

(8)

4. Conclusions.

In summary, surface electroclinic effect induced in a

polyamide

coated rubbed surfaces was observed

by

dielectric relaxation and electrical

switching

method in N*

phase

of

high

tilt

angle

ferroelectric

liquid crystal

which has a

phase

sequence of Sm-C*-N*-Iso in a thin

sample.

It is concluded that the surface electroclinic effect in N*

phase

is due to the strong

anchoring

and

smectic-like

ordering

of the molecules within the surface

layers

of rubbed

samples.

Acknowledgments.

The authors

sincerely

thank Professor E. S. R.

Gopal,

Director, National

Physical Laboratory

for continuous encouragement and interest in this work.

References

II Garoff S. and Meyer R. B., Phys. Ret,. Lett. 38 (1977) 848.

[2] Andersson G., Dahl I.,

Kuczynski

W., Lagerwall S. T., Skarp K, and Stebler B., Feiioelecfi.ics 84 (1988) 285.

[3] Pavel J. and Glogarova M., Feiioelectric.I 84 (1988) 241.

[4] Biradar A. M., Wrobel S, and Haase W., Phj,s. Ret'. A 39 (1989) 2693.

[5] Li Zili, Lisi G. A. D., Petschek R. G, and Rosenblatt C., Phys. Rei~. A 41(1990) 1997.

[6]

Legrand

C., lsaert N., Hmine J., Buisine J. M., Parneix J. P., Nguyen H. T. and Destrade C., Feiioelectiic,I 121 1991 21

[7] Berreman D. W., Phi<.<. Ret,. Lett. 28 (1972) 1683.

[8]

Geary

M.,

Goodby

J. W., Kmetz A. R, and Patel J. S., J. Appl. Phj,s. 62 (1987) 4100.

[9] Yang Y. B., Bang T., Mochizuki A, and Kobayashi S., Ferioelectric.I121 (1991) 113.

[10] Xue J, and Clark N. A., Phy.I. Ret,. Lent. 67 (1990) 307.

I] Chen W., Ouchi Y., Moses T., Shen Y. R, and

Yang

K. H., Ph>'s. Ret. Left. 68 (1992) 1547.

[12] Biradar A. M., Bawa S. S. and Chandra Subha~, Phys. Ret,. A 45 (1992) 7282.

[13] Biradar A. M., Bawa S. S., Sharma C. P. and Chandra Subhas, Jpfi J. Appl. Phj,s. 30 (1991) 2535.

[14] de Gennes P. G., The Physic~ of Liquid

Crystals

(Clarendon Pre~s, Oxford, 1974).

II 5] Lee Sin-Doo and Patel J. S., Phys. Ret~. Lent. 65 (1990) 56.

[16] Li Z., Petschek R. G, and Ro~enblatt C., Ph>'.I. Rev. Lent. 62 (1989) 796.

[17] Komitov L..

Lagerwall

S. T., Stebler B., Andersson A. and Flatischler, Ferioelecfi.ic.s 114 (1991) 167.

II8] Lee Sin-Doo, Patel J. S. and Goodby J. W., Phj's. Ret,. A 44 (1991) 2749.

[19] Patel J. S. and Goodby J. W., J. Appl. Phvs. 59 (1986) 2386.

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