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HAL Id: jpa-00209573

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Submitted on 1 Jan 1983

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High pressure studies on reentrant nematogens

A.N. Kalkura, R. Shashidhar, N. Subramanya Raj Urs

To cite this version:

A.N. Kalkura, R. Shashidhar, N. Subramanya Raj Urs. High pressure studies on reentrant nematogens.

Journal de Physique, 1983, 44 (1), pp.51-55. �10.1051/jphys:0198300440105100�. �jpa-00209573�

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High pressure studies on reentrant nematogens

A. N. Kalkura, R. Shashidhar and N. Subramanya Raj Urs

Raman Research Institute, Bangalore 560 080, India (Rep le 12 juillet 1982, accepté le 8 septembre 1982)

Résumé. 2014 Nous étudions sous pression huit composés purs qui présentent chacun une phase nématique réentrante

à la pression atmosphérique. Dans tous les cas, la frontière smectique A-nématique a une forme elliptique. A haute pression, pour deux des substances, la transition smectique A-nématique réentrante change de caractère (de mono- tropique à énantiotropique). La pression maximale de stabilité de la phase smectique A est liée à l’étendue de la

phase nématique à pression atmosphérique.

Abstract

2014

We report here pressure studies on eight pure compounds all of which exhibit the reentrant nematic

phase at atmospheric pressure. In all cases the smectic A-nematic phase boundary has an elliptic shape. For two

of the substances, the smectic A-reentrant nematic transition changes its character from monotropic to enantio- tropic at high pressures. The maximum pressure of stability of the smectic A phase is seen to be related to the range of the nematic phase at atmospheric pressure.

Classification

Physics Abstracts

61. 30E

1. Introduction

-

Reentrant nematic behaviour

was first observed in mixtures at atmospheric pres-

sure [1] and later in pure compounds at high pres-

sure [2, 3]. Subsequently this behaviour was also observed in pure compounds at atmospheric pres-

sure [4, 5] and this has led to a variety of experimental

studies. We report here the pressure studies on eight

pure substances all of which exhibit the reentrant nematic phase at atmospheric pressure.

2. The compounds. - We have studied the eleventh and twelfth members of 4 different homologous series.

All these compounds, which show either a monotropic

or enantiotropic reentrant nematic phase, have been synthesized in our chemistry laboratory (see refe-

rences [61 and [7] for details regarding the methods of synthesis). The molecular structures of these

compounds are given in table I, while table II gives

their transition temperatures and the heats of transi- tions as determined by Perkin-EImer DSC-2 diffe- rential scanning calorimeter. All these compounds

have three phenyl rings, a lateral methyl or methoxy

substituent in the middle phenyl ring and a cyano end group. Two of the compounds, viz., 11 CPMCB

and 11 CPMaMCB show enantiotropic smectic A-

reentrant nematic (A-RN) transitions while in all the other cases the reentrant nematic phase appears

as a monotropic phase. The heat associated with

the A-RN transition has been given only for 4 com- pounds, since for the other 4 substances the heats

are too small to be determined with sufficient accu-

racy.

3. ExperimentaL

-

The phase transitions were

detected by the optical transmission technique. An optical high pressure cell equipped with sapphire

windows was used for the experiments. The liquid crystalline sample was sandwiched between two

optically polished sapphire cylinders and enclosed in a

fluron tube. The transmitted light intensity was moni-

tored by a photo cell. The experiments were always

conducted along isobars, i.e., to determine the tran- sition temperature at any pressure, the pressure was

kept constant and the temperature varied at a rate of 1-2 OC/min. The temperature at which there was an

abrupt change in the transmitted light intensity was

taken as the transition temperature. There was howe-

ver a difficulty in that all the compounds have a natu-

ral tendency for homeotropic alignment which makes the detection of the transition by this technique rather

difficult To avoid such an alignment SiO was deposit-

ed at an oblique angle on the surfaces of the sapphire cylinders sandwiching the sample. Pressures were

maintained and measured to an accuracy of ± 10 bars

while the temperatures could be read to better than

± 0.025 . Further details of the experimental set

up are described elsewhere [8].

Article published online by EDP Sciences and available at http://dx.doi.org/10.1051/jphys:0198300440105100

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52

Table I.

-

The compounds and their molecular struc- ture,-

IV 4-cyanophenyl-3’-methoxy-4’44"-n-unde- cyloxy or dodecyloxy-a-methyl cinna- moyloxy) benzoate (11 CPMeOaMCB

or 12 CPMeOaMCB).

4. Results and discussion.

-

The P-T diagrams of

the compounds studied are given in figures 1-8. The melting as well as the nematic-isotropic (N-I) phase

boundaries are straight lines while the smectic A- nematic (A-N) phase boundary is elliptic in shape in

all cases. Pm, the maximum pressure of existence of the smectic A phase, are listed in table III.

4.1 MOLECULAR STRUCTURE AND Pm. - In the

case of compounds of series I (nCPMBB), both the bridging groups are carbonyloxy moeities and there is only one lateral group, viz., the methyl group attach- ed to the middle phenyl ring. The stability of the A phase for 11 CPMBB is rather low (Pm

=

0.55 kbar, Fig. 1). The addition of another CH2 end group

enhances P. considerably, Pm for 12 CPMBB being

2.50 kbar (Fig. 2). It appears therefore that P. is

very sensitive to changes in molecular length. The

same behaviour is seen for all the series as seen in table III.

Table II.

-

Transition temperatures and heats of

transition of the compounds.

( ) Denotes monotropic transition.

(*) The transition is very weak, no accurate estimation of eH can

be made.

K-crystal, A-smectic A, N-nematic, RN-reentrant nematic.

Table III.

-

Pm of the reentrant nematogens.

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Fig. 1. - P-T diagram of 11 CPMBB. The dotted line indicates that the transition is monotropic.

Fig. 2.

-

P-T diagram of 12 CPMBB.

Fig. 3.

-

P-T diagram of 11 CPMCB.

The only difference between the compounds of

series II (nCPMCB) and those of series I is that the former possess an additional ethylene (CH=CH) linkage in one of the bridging groups. This seems to decrease the Pm values which are 0.29 kbar and 1.05 kbar for the eleventh and twelfth homologues respectively. It must also be mentioned that the A-RN

Fig. 4.

-

P-T diagram of 12 CPMCB.

Fig. 5.

-

P-T diagram of 11 CPMaMCB.

Fig. 6.

-

P-T diagram of 12 CPMaMCB.

Fig. 7.

-

P-T diagram of 11 CPMeOaMCB.

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54

Fig. 8.

-

P-T diagram of 12 CPMeOaMCB.

transition in 12 CPMCB is monotropic at atmospheric

pressure but becomes enantiotropic for pressures

higher than 0.44 kbar. This is the first observation of such a change of character involving a reentrant

nematic phase, although a similar behaviour has been observed before for the nematic (or cholesteric) phase [9, 10].

In the case of compounds of series III

(nCPMaMCB), the a-hydrogen has been replaced by

a methyl group. This does not seem to affect the Pm

values very much. Also, as in the case of 12 CPMCB,

the twelfth homologue of this series shows a mono-

tropic-enantiotropic change in nature of the A-RN

transition at a pressure of 0.57 kbar. The compounds

of series IV (nCPMeOaMCB) have a lateral methoxy

group attached to the middle phenyl ring instead of

a methyl group of the compounds of series III. This appears to increase the stability of the smectic A phase considerably as seen by the Pm values, viz., 1.14 kbar for 11 CPMeaMCB and 3.45 kbar for 12 CPMeOaMCB which are much higher than the Pm values (0.19 kbar and 1.35 kbar) of the correspond- ing members of series III.

4.2 RELATION BETWEEN Pm AND THE NEMATIC RANGE.

-

It has been pointed out by Cladis et al. [3, 11] that for the substances studied by them Pm exhi-

bits a monotonic dependence on the McMillan num-

ber [12]. For the compounds studied by us, we have attempted to relate P. with the range of the nematic phase (R)

=

TNI - TAN, at 1 bar. Figure 9 shows a plot of log Pro versus R for all the 8 compounds. The

data points fall on a straight line so that they can be represented by the expression

The constants Po and m evaluated from a least squares

Fig. 9.

-

Plot of maximum pressure of smectic stability (Pm) versus the range of the nematic phase (TN, - TAN)

at 1 bar. The data points 1, 2, 3, etc. on line A are for three

phenyl ring compounds listed in table III. The data points on

line B are for two phenyl ring compounds, viz., V-8 OCB [3],

V-CBOOA [3], ·-8 OCB/6 OCB mixtures [13, 14], A- CBOOA/HBAB mixtures [3], D-CBNA/CBHA mixtures [3], 0-8 OCB/40.8 mixtures [15].

fit of the data to a straight line are 3 769 bars and

0.071/°C. This result implies that with increasing

nematic range, i.e., with decreasing smectic stability, Pm should decrease.

Since P-T data are known for several other reen- trant nematogens, viz., two pure compounds (CBOOA

and 8 OCB) [3] and many binary mixtures

-

8 OCB/

6 OCB [13,14], CBOOA/HBAB [3], CBNA/CBHA [3]

and 8 OCB/40.8 [15], it is worthwhile to see if such

a relation is valid in these cases also. The plot of Pm

versus (TNI - T AN) 1 bar for these substances is also shown in figure 9. These data again fall on a straight

line (line B) with a different slope. The constants for

this line are Po

=

14 OSO bars and m

=

O.l40/oC.

It is interesting to note that all the substances whose

Pm data fall on line B have two phenyl rings while all

the compounds whose data fall on line A have three benzene rings. We therefore tentatively conclude

that for a reentrant nematogen P. is uniquely related

to the nematic range and hence the stability of the

nematic ordering, the constants of proportionality being dependent on the molecular structure. Also,

the constant Po for the lines A and B indicate that the

stability of the smectic A phase in compounds with

two phenyl rings is higher than the smectic stability

of the three phenyl ring compounds. Hence the for-

mation of the reentrant nematic phase is more favour-

ed in compounds with three benzene rings.

The shape of the A-N phase boundary for 8 OCB

has been analysed by Clark [16] and independently by Klug and Whalley [17] who have also evaluated the various thermodynamic parameters determining

the phase boundary. Also, Pershan and Prost [18]

have shown that the smectic A - reentrant nematic

phase transition follows from the Landau theory if one

assumes the existence of an optimum density for

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smectic ordering. Recent high resolution X-ray expe- riments of Kortan et al. [19] strongly support this concept of « optimum density ». We have ascertained that the fit of an ellipse to the data for all the com-

pounds studied by us is very good. Detailed analysis

of the A-N phase boundaries of the various substances will be published elsewhere.

Acknowledgments.

-

The authors are highly indebt-

ed to Professor S. Chandrasekhar for his keen interest

throughout this work and for many illuminating

discussions. Thanks are also due to Dr. B. R. Ratna for some useful discussions and to Mr. K. Vasudevan for his help in the design and fabrication of the optical high pressure cell.

References

[1] CLADIS, P. E., Phys. Rev. Lett. 35 (1975) 48.

[2] CLADIS, P. E., BOGARDUS, R. K., DANIELS, W. B. and TAYLOR, G. N., Phys. Rev. Lett. 39 (1977) 720.

[3] CLADIS, P. E., BOGARDUS, R. K. and AADSEN, D., Phys. Rev. A 18 (1978) 2292.

[4] MADHUSUDANA, N. V., SADASHIVA, B. K. and MOODI- THAYA, K. P. L., Curr. Sci. 48 (1979) 613.

[5] HARDOUIN, F., SIGAUD, G., ACHARD, M. F. and GASPAROUX, H., Phys. Lett. 71A (1979) 347.

[6] SADASHIVA, B. K., Mol. Cryst. Liq. Cryst. 53 (1979) 253.

[7] URS, M. S. and SADASHIVA, B. K., Mol. Cryst. Liq.

Cryst. Lett. 72 (1982) 227.

[8] KALKURA, A. N., Ph. D. Thesis, University of Mysore (under preparation).

[9] ROBBERECHT, J., Bull. Soc. Chim. Belg. 47 (1938) 597.

[10] SHASHIDHAR, R., Mol. Cryst. Liq. Cryst. 43 (1977) 71.

[11] CLADIS, P. E., GUILLON, D., BOUCHET, F. R. and FINN, P. L., Phys. Rev. A 23 (1981) 2594.

[12] MCMILLAN, W. L., Phys. Rev. A 4 (1971) 1238.

[13] CLADIS, P. E., in « Liquid Crystals », Proc. Int. Liquid Crystals Conf., Bangalore, 1979, ed. Chandrasek- har, S. (Heyden, London), p. 105.

[14] SHASHIDHAR, R., KLEINHANS, H. D. and SCHNEI- DER, G., Mol. Cryst. Liq. Cryst. Lett. 72 (1981) 119.

[15] CLADIS, P. E., Mol. Cryst. Liq. Cryst. 67 (1981) 177.

[16] CLARK, N. A., J. Physique-Colloq. 40 (1979) C3-345.

[17] KLUG, D. D. and WHALLEY, E., J. Chem. Phys. 71 (1979) 1874.

[18] PERSHAN, P. S. and PROST, J., J. Physique-Lett. 40 (1979) L-27.

[19] KORTAN, A. R., VON KANEL, H., BIRGENEAU, R. J.

and LITSTER, J. D., Phys. Rev. Lett. 47 (1981) 1206.

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