Scientific paper Physico-Chemical Studies of Some Bio-active Solutes in Pure Methanoic Acid Mahendra Nath Roy*, Deepak Ekka and Rajani Dewan Department of Chemistry, North Bengal University, Darjeeling 734013, India * Corresponding author: E-mail: mahendraroy2002@yahoo.co.in Tel: Fax: +91 353 2699001 Received: 04-03-2011 Abstract The apparent molar volume (0y), viscosity B-coefficient, adiabatic compressibility (0K) and molar refraction (R) of L-Glycine, L-Alanine, L-Valine and L-Leucine have been determined in methanoic acid at 298.15 K from density (p), viscosity (n), speed of sound (u) and refractive index (nD) respectively. The apparent molar volumes have been extrapolated to zero concentration to obtain the limiting values at infinite dilution using Masson equation. The limiting apparent molar volume (0V) and experimental slopes (SV) obtained from the Masson equation have been interpreted in terms of solute-solvent and solute-solute interactions, respectively. The viscosity data were analyzed using the Jones-Dole equation, and the derived parameters A and B have also been interpreted in terms of solute-solute and solute-solvent interactions, respectively in the solutions. Molar refraction (R) have been calculated using the Lorentz-Lorenz equation. Limiting apparent molar adiabatic compressibilities (0K) of these amino acids at infinite dilution were evaluated. Keyword: Solute-Solvent and Solute-Solute Interactions, Methanoic Acid, Amino Acids 1. Introduction Amino acids, particularly important in biochemistry, are critical to life, and have many functions in metabolism. One particularly important function is to serve as the building blocks of proteins. Due to their central role in biochemistry; amino acids are important in nutrition and are commonly used in food technology and industry. Methanoic acid is an essential chemical industry material. It is widely used in the textile industry, tanning industry, rubber processing industry, and pharmaceutical industry. In addition, methanoic acid is used as a preservative and antibacterial agent in livestock feed.1' 2 The volumetric, viscometric and interferometric behavior ofsolutes have been proved to be very useful in elucidating the various interactions occurring in pure solvents. Studies on the effect of concentration (molality) the apparent molar volumes of solutes have been extensively used to obtain information on ion-ion, ion-solvent, and solvent-solvent interactions.3-7 Here, we have attempted to report the limiting apparent molar volume (0V), experimental slopes (S*), and viscosity B-coefficients, limiting apparent molar adiabatic compressibility (0K) and molar refraction (R) for the cited amino acids in methanoic acid. 2. Experimental 2. 1. Chemicals Methanoic acid (Thomas Baker, > 98%) are used after purification using standard methods.8 L-Glycine, L-Alanine, L-Valine and L-Leucine were procured from (Sigma Aldrich > 99 %) and were used as such without Table 1. Densities (p), Viscosities (n), Refractive Index (nD) and Speed of sound (u) of Methanoic acid at 298.15 K p/g cm 3 n/mPa s nD u/m s1 Expt. Lit Expt. Lit Expt. Lit Expt. Lit 1.21401 1.2140520 1.532 1.5121 1.3697 1.369421 1276.8 1283.022 further purification. The physical properties of the pure solvent were in good agreement with values found in the literature, as reported in Table 1. 2. 2. Measurements The density, p, was measured with an Anton Paar density meter (DMA 4500M). The uncertainty in the density measurements is within 5 x 10-5 g cm-3. It was calibrated by double-distilled water and dry air. The viscosity, n, was measured by means of suspended Ubbelohde type viscometer, calibrated at 298.15 K with triply distilled water and purified methanol using density and viscosity values from literature. A thoroughly cleaned and perfectly dried viscometer filled with experimental solution was placed vertically in a glass-walled thermostat (Bose Panda Instruments Pvt. Ltd.) maintained to 0.01 K. After attainment of thermal equilibrium, efflux times of flow were recorded with a stop watch. The flow times were accurate to ±0.1s, and the uncertainty in the viscosity measurements was ±2 x 10-3 mPas. The mixtures were prepared by mixing known volume of pure liquids in airtight-stopper bottles and each solution thus prepared was distributed into three recipients to perform all the measurements in triplicate, with the aim of determining possible dispersion of the results obtained. Adequate precautions were taken to minimize evaporation loses during the actual measurements. Mass measurements were done on a Mettler AG-285 electronic balance with a precision of ±0.01 mg. The precision of density measurements was ±3 x 10-4 g cm-3. Refractive index was measured with the help of Abbe-Refractometer (U.S.A). The accuracy of refractive index measurement was ±0.0002 units. The re-fractometer was calibrated twice using distilled and deio-nized water, and calibration was checked after every few measurements. Table 3. Molality (m), apparent molar volume (0V)> (n/no-1)m1/2, molar refraction (R), adiabatic compressibility (p) and apparent molal adiabatic compressibility (0K) of Glycine, Alanine, Valine and Leucine in Methanoic acid at 298.15 K molality *v106 (n/no-i)/m 1/2 R P1010 0K1O10 /mol /m3 /kg1/2 /cm3 /Pa-1 /m3 mol-1 kg-1 mol-1 mol-1/2 mol-1 Pa-1 L-Glycine + Methanoic acid mixture 0.0082 54.43 0.095 13.9930 5.0208 -2.92 0.0206 55.25 0.110 14.2240 4.9588 -3.48 0.0330 55.82 0.121 14.4040 4.8848 -3.92 0.0454 56.28 0.129 14.5360 4.8034 -4.25 0.0579 56.66 0.137 14.6650 4.7129 -4.57 0.0704 57.09 0.145 14.7722 4.6177 -4.83 L-Alanine + Methanoic acid mixture 0.0082 65.55 0.096 16.6254 5.0223 -2.72 0.0206 66.13 0.112 16.9900 4.9589 -3.42 0.0330 66.60 0.125 17.2330 4.8829 -3.91 0.0455 66.97 0.136 17.4400 4.7960 -4.33 0.0579 67.30 0.145 17.6170 4.7042 -4.64 0.0704 67.57 0.153 17.7790 4.6030 -4.95 L-Valine + Methanoic acid mixture 0.0082 87.38 0.097 21.8826 5.0232 -2.52 0.0206 87.82 0.116 22.4601 4.9575 -3.37 0.0331 88.15 0.131 22.8803 4.8786 -3.91 0.0455 88.45 0.142 23.2302 4.7851 -4.42 0.0580 88.68 0.153 23.5401 4.6854 -4.80 0.0705 88.91 0.164 23.7802 4.5743 -5.18 L-Leucine + Methanoic acid mixture 0.0082 97.29 0.098 24.5187 5.0244 -2.35 0.0206 97.63 0.121 25.2700 4.9585 -3.28 0.0331 97.88 0.137 25.7900 4.8739 -3.98 0.0456 98.11 0.151 26.2700 4.7780 -4.50 0.0581 98.27 0.163 26.6500 4.6694 -4.98 0.0706 98.43 0.176 27.0086 4.5532 -5.38 Table 2. Experimental values of Densities (p), Viscosities (n), Refractive Index (nD) and Speed of sound (u) of Glycine, Alanine, Valine and Leucine in Methanoic acid at 298.15 K molality / p103/ n/ nD u/ molality / p103/ n/ nD u/ mol kg-1 kg cm-3 mPa s m s-1 mol kg-1 kg cm-3 mPa s m s-1 L-Glycine + Methanoic acid mixture L-Valine + Methanoic acid mixture 0.0082 1.21410 1.545 1.3702 1280.8 0.0082 1.21412 1.545 1.3711 1280.5 0.0206 1.21421 1.556 1.3771 1288.7 0.0206 1.21427 1.558 1.3821 1288.9 0.0330 1.21430 1.566 1.3825 1298.4 0.0331 1.21442 1.568 1.3903 1299.2 0.0454 1.21438 1.574 1.3865 1309.3 0.0455 1.21455 1.578 1.3970 1311.7 0.0579 1.21445 1.583 1.3904 1321.8 0.0580 1.21467 1.589 1.4031 1325.5 0.0704 1.21450 1.591 1.3936 1335.3 0.0705 1.21479 1.599 1.4078 1341.5 L-Alanine + Methanoic acid mixture L-Leucine + Methanoic acid mixture 0.0082 1.21411 1.545 1.3707 1280.6 0.0082 1.21414 1.546 1.3714 1280.3 0.0206 1.21423 1.557 1.3799 1288.7 0.0206 1.21433 1.559 1.3842 1288.7 0.0330 1.21434 1.567 1.3860 1298.6 0.0331 1.21450 1.570 1.3932 1299.8 0.0455 1.21444 1.576 1.3913 1310.3 0.0456 1.21467 1.581 1.4016 1312.6 0.0579 1.21453 1.585 1.3958 1323.0 0.0581 1.21484 1.592 1.4082 1327.7 0.0704 1.21461 1.594 1.3999 1337.4 0.0706 1.21500 1.603 1.4145 1344.5 The ultrasonic velocities, u/m s-1, were measured using an ultrasonic interferometer (Model M-83) from Mittal enterprises. The interferometer working at 2 MHz is based on the same principle as was used by Freyer et al.9 and Kiyoharo et al.10,11 The obtained velocities were corrected for diffraction errors as given by Subrahmayan et al.12 The maximum uncertainty in the velocity is ±0.5 m s-1. The temperature was controlled within ±0.01 K using a Lauda thermostat for velocity measurements. Viscosity of the solution, n, is given by the following equation: t\ =(Kt-L/t)p (1) Where K and L are the viscometer constants and t and p are the efflux time of flow in seconds and the density of the experimental liquid respectively. The uncertainty in viscosity measurements is within ±0.003 mPas. The solutions studied here were prepared by mass and the conversion of molarity into molality was accomplished5 using experimental density values. The experimental values of densities (p), viscosities (n), refractive index (nD) and speed of sound (u) of solution mixtures are reported in Table 2 and the derived parameters are reported in Table 3. 3. Results and Discussion Apparent molar volumes (0V) were determined from the solution densities using the following equation: M/p - 1000(p- pt)/mppo (2) where M is the molar mass of the solute, m is the molality of the solution; p0 and p are the densities of the solvent and the solution respectively. The limiting apparent molar volume was calculated using a least-square treatment to the plots of 0V versus Vm using the Masson equation.13 (3) where is the limiting apparent molar volume at infinite dilution and S* is the experimental slope. The plots of 0V against square root of molal concentration (Vm) were found to be linear with slopes. Values of and S* are reported in Table 4. A perusal of Table 4 shows that values are positive and the trend in the solute-solvent interaction is L-Glycine < L-Alanine < L-Valine < L-Leucine This shows that with increases in the number of carbon atoms in the studied amino acids, the solute-solvent interaction also increases. It is known that the amino acids remain in zwitterio-nic form in solid and in liquid. Hence the negatively char- Table 4. Limiting apparent molar volumes (0V), experimental slopes (S*), A, B coefficients, limiting partial adiabatic compressibility (0K), and experimental slope (S*K) of Glycine, Alanine, Valine and Leucine in Methanoic acid at 298.15 K f 106/ m3 mol-1 S* 106/ A/kg B/kgm f 1010/ m3 mol-3/2 mol-1 mol-1/2 m3 mol-1 kg1/2 Pa-1 S*K 104/m3 mol-3/2 Pa-1 kg1/2 L-Glycine + Methanoic acid mixture 53.07 15.07 0.070 0.278 -1.913 -11.001 L-Alanine + Methanoic acid mixture 64.48 11.68 0.066 0.328 -1.578 -12.774 L-Valine + Methanoic acid mixture 86.57 8.76 0.062 0.382 -1.165 -15.146 L-Leucine + Methanoic acid mixture 96.67 6.55 0.057 0.443 -0.786 -17.381 ged oxygen atom in the carboxylic group of amino acids probably interacts with the acidic hydrogen of methanoic acid rendering higher solute-solvent interaction in comparison with solute-solute interaction as evident from values. The order of solute-solvent interaction mentioned in Table 4 may be due to the following reason: As the higher amino acids contain more alkyl groups (electron releasing group), the caboxylate oxygen 3 becomes more negative rendering to stronger H-bonding, i.e. stronger solute-solvent interaction. A plausible mechanism of interaction between methanoic acid and different amino acids as evident from the experimental observation explained and discussed above is given below: The S* values of the amino acid solution given in Table 4 decreases with increases in the number of carbon atoms of the studied amino acids rendering minimum solute-solute interaction in the higher analogs. The magnitude of )V values is much greater than those of S* for all the solutions as seen in Figurel and suggests that solute-solvent interactions dominate over solute-solute interactions. The viscosity data has been analyzed using Jones-Dole14 equation: where n0 and n are the viscosities of the solvent and solution respectively. A and B are the constants estimated by a least-squares method and are reported in Table 4. The values of the A- coefficient are found to decrease with the increase in the number of carbon atoms of amino acids. These results indicate the presence of very weak solute-solute interactions. These results are in excellent agreement with those obtained from S* values. The effects of solute-solvent interactions on the solution viscosity can be inferred from the B-coefficient.15,16 The viscosity B-coefficient is a valuable tool to provide information concerning the solvation of the solutes and their effects on the structure of the solvent. From Table 4 it is evident that the values of the B-coefficient are positive, thereby suggesting the presence of strong solute-solvent interactions, and strengthened with an increase the number of carbon atoms of amino acids. Similar results are obtained from ) values discussed earlier. The adiabatic compressibility (p) was evaluated from the following equation: Where p is the density of solution and u is the speed of sound in the solution. The apparent molal adiabatic compressibility ()K) of the solutions was determined from the relation, Where P0, p are the adiabatic compressibility of the solvent and solution respectively and m is the molality of the solution. Limiting partial molal adiabatic compressibilities ()K) and experimental slopes (S*) were obtained by fitting )K against the square root of molality of the electrolyte (ym) using the method of least squares. The values of p and )K are reported in Table 3. The values of )K and S* are presented in Table 4. Since the values of )K and S* are measures of solute-solvent and solute-solute interactions respectively, a perusal of Table 4 and Figure 2 shows that the values are in agreement with those drawn from the values of ) and S* discussed earlier. °1- —~ -r -2 ■ 4 —- -4 ■ .. 4 CN -6 - --6 'c3 -s ■ - -8 Pu -10 ■ ■■-10 o -12- --12 S -14 ■ ^ v ---14 ^ o -18 - ---16 * ^ 03 -18- --18 -20--1-1- -i-i---20 L-Glycine L-Alanine L-Valine L-Leucine Figure 2. Plot of ) 1010 / m3 mol-1 Pa-1 (-♦-) and S* 104/m3 mol-3/2 Pa-1 kg1/2 (-A-) of the studied amino acids in Methanoic acid at 298.15K The molar refraction, R can be evaluated from the Lorentz-Lorenz relation17 Where R, nD, M and p are the molar refraction, the refractive index, the molar mass and the density of solution respectively. The refractive index of a substance is defined as the ratio c0/c, where c is the speed of light in the medium and c0 the speed of light in vacuum. Stated more simply, the refractive index of a compound describes its ability to refract light as it moves from one medium to another and thus, the higher the refractive index of a com- 120 ■ o S J3 o 60 -40 ■ 200 ■ L-Glycine L-Alanine L-Valine L-Leucine -r 120 ■ mo 6II ■ 3D OJ (Lh o -■60 S ■ 40 ? ■> .—i - 20 * 0 Figure 1. Plot of ) 106/m3 mol-1(-A-) and S* 106/m3 mol-3/2 L1' (-A-) of the studied amino acids in Methanoic acid at 298.15K pound, the more the light is refracted.18 As stated by Deet-lefs et al.19 the refractive index of a substance is higher when its molecules are more tightly packed or in general when the compound is denser. Hence a perusal of Tables 3 and 4 we found that the refractive index and the molar refraction values respectively are higher for L-leucine indicating to the fact that the molecules are more tightly packed in the solution. The interaction in the solution is basically solute-solvent interaction and a small amount of solute-solute interaction. The trend in the package of the studied molecules in methanoic acid is L-Glycine < L-Alani-ne < L-Valine < L-Leucine. 4. Conclusion The values of the limiting apparent molar volume (0V), viscosity B-coefficients and limiting partial isentropic compressibility (0K) indicates the presence of strong solute-solvent interactions which increases with the increase of in the number of carbon atoms of the studied amino acids in methanoic acid. The refractive index and the molar refraction values suggest that L-leucine molecules are more tightly packed in the solution leading to higher solute-solvent interaction than the other studied amino acids. 5. Acknowledgement The authors are grateful to the UGC Support Major Research Project F. No. 39-816/2010(SR), New Delhi, India, and one of the author (R.D.) is also thankful to "UGC Research Fellowship in Science for Meritorious Students" Ref UGC Letter No. F.4-1/2008 (BSR) under SAP for sanctioning a Junior Research Fellowship and providing financial aid to continue this research work. 6. References 1. A. S. Kertes, C. J. King, Biotechnol. Bioeng. 1986, 28, 269282. 2. J. M. Wardell, C. J. King, J. Chem. Eng. Data. 1978, 23, 144-153. 3. J. M. Mc Dowali, C.A. Vincent, J. Chem. Soc. Faraday Trans 1. 1974, 70, 1862-1868. 4. M. R. J .Deck, K. J. Bird, A. J. Parker, Aust. J. Chem. 1975, 28, 955-963. 5. M. N. Roy, B. Sinha, R. Dey, A. Sinha, Int. J. Thermophys. 2005, 26, 1549-1563. 6. M. N. Roy, R. Dewan, P. K. Roy, D. Biswas, J. Chem. Eng. Data 2010, 55, 3617-3624 7. M. N. Roy, A. Bhattacharjee, P. Chakraborti, Thermochim. Acta 2010, 507-508, 135-141 8. D. D. Perrin, W. L. F. Armarego, Purification of Laboratory Chemicals, 3rd Ed.; Pergamon Press: Oxford, 1988. 9. E. B. 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Sakano, Organic Solvents, Physical Properties and Methods of Purification, 4th ed.; Wi-ley-Interscience: New York, 1986. 21. A. M. Cases, A. C. Gómez Marigliano, C. M. Bonatti, H. N. Sólimo, J. Chem. Eng. Data. 2001, 46, 712-715. 22. M. A. Goodman, Scott L. Whittenburg, J. Chem. Eng. Data. 1983, 28, 350-351. Povzetek Raztopinam L-glicina, L-alanina, L-valina in L-levcina v metanojski kislini smo izmerili gostoto (p), viskoznost (n), hitrost zvoka (u) in lomni kočinik (nD). Iz eksperimentalnih podatkov smo izračunali navidezne molske volumne (0V), vi-skoznostne B-koeficente, adiabatne kompresibilnosti (0K) in molsko refrakcijo (R). Z uporabo Massonove enačbe smo z ekstrapolacijo določili limitne vrednosti navideznih molskih volumnov (0V) in naklona (SV). Oba parametra smo uporabili v interpretaciji interakcij topilo-topljenec in topljenec-topljenec. Eksperimentalne podatke viskoznosti preiskovanih sistemov smo obravnavali z Jones-Dolejevo enačbo, dobljena koeficienta A in B pa smo prav tako uporabili pri obravnavi interakcij v raztopinah. Molsko refrakcijo (R) smo izračunali z Lorentz-Lorenzovo zvezo in določili tudi limitne vrednosti navidezne molske adiabatne kompresibilnosti (0^) proučevanih sistemov.