Agricultural Research Review. 67(4): 611 -618 (1989) Printed in Egypt. 61 1 RELATION BETWEEN AMINO ACIDS CONTENT OF GLIADIN, GLUTENIN, GLUTEN, AND ISOELECTRIC POINT OF THESE PROTEINS IN SOME CEREAL CROPS N.A. EL-HAWWARY1, A.I. ABDEL-GAWWAD2, AND M.T. SHALABY2 ' Central Laboratory for Agricultural Industries, Agricultural Research Centre, Giza, Egypt. 2 Faculty of Agriculture, Mansoura University, Mansoura, Egypt. [Manuscript accepted 13 April 1987] ----------------------------------------------------------------------------------------------- Abstract Amino acids content and isoelectric point (IEP) of gliadin and glutenin of four cereal plant proteins, i.e. rice, sorghum, wheat, and corn, as well as gluten of wheat, were determined. Data obtained from chemical analysis, as well as other data obtained from literature, were used to establish a mathematical equation to reduce the IEP of gliadin, glutenin,andgluten (the major important proteins from the stand-point of (bread making) with information about glutamic + aspartic (A) and lysine + arginine (B) amino acids content as follows: IEP = 2.553 + 3.000 log A/B, where : IEP = the isoelectric point of gliadin, glutenin, or gluten. A = glutamic + aspartic amino acids. B = lysine + arginine amino acids. 2.533 and 3.000 = constants. Differences between values calculated from the above suggested equation and those obtained from chemical analysis are not significant. With information about amino acids content, one can calculate the IEP of gliadin, glutenin, and gluten by the use of such equation as a substitute! it of titration curves. Consequently, we can get information about the adequate IEP for precipitating gliadin, glutenin, and gluten fraction protein. INTRODUCTION It is well known that amino acids migrate in alkaline solution to the anode and in acid solution to the cathode, and there is a pH value at which no migration occurs. This pH value has been called the isoelectric point (IEP), which is determined by a titration curve 612 N.A. EL-HAWWARY. A.I. ABDEL-GAWWAD. AND M.T. SHALABV relation and characterization of gliadin-like sub-unit from glutenin and reported that the most precipitate of gliadin occurred between pH 4.6 to 5.5 and 5.0 to 7.4 above which no further precipitation occurred. El-Hawwary and Abdel-Gawwad (1983) suggested mathematical equation to deduce the IEP of true plant protein with information about glutamic + aspartic (A) and lysine + arginine (B) amino acids as follows: IEP = 3.37 + 1.79 log A/B, where 3.37 and 1.79 are constants. Differences between values calculated from the equation and those obtained from chemical analysis were not significant up to 2.88 A/B ratio. Since the two major important proteins in gluten from the standpoint of bread making are gliadin and glutenin (Bietz and Rothfus 1970), and the nondializable water soluble compounds (glycoproteins) has been found to be responsible for gas retention and gluten extensibility (Pomeranz et a/. 1970), even the wheat gluten is producing and marketing for the use of the food industry (AACC 1978), it was' decided to make an attempt to use the results of the chemical analysis of the more acidic amino acids: glutamic and aspartic, the more basic amino acids: lysine and arginine, and pH of IEP of precipitated proteins (gliadin, glutenin, and gluten) with other data obtained from literature in order to establish mathematical equation to facilitate calculation of IEP of these proteins with information about the above mentioned amino acids. MATERIALS AND METHODS Four cereal seed varieties, namely rice (Giza 172), sorghum (Giza 114), corn (double hybrid), and wheat (Giza 155) constituted the materials used in this study to determine amino acids content in gliadin, glutenin, and gluten. Seeds of samples were milled through a Willey mill with a 60 mesh screen. Flour was defatted in a soxhlet extractor with n-hexane for 20 h. The deffated flour was air dried and stored at 5°C. Protein of seed varieties was extracted by using alkaline solution. Ten grams of ground seeds (particle size of 1.0 and 0.4 mm) were used to extract protein for every sample by using 300 mL of 2% sodium hydroxide for 30 min extraction time. The supernatant was considered to have 100% soluble nitrogen. Aliquots of 20 mL for every sample were adjusted to pH values ranging from 1.0 to 13 and left for 3 h under refrigeration for equilibration. Volumes of suspensions were brought to 50 mL with distilled water and centrifuged at 3000 rpm for 15 min. Supernatants were analyzed for their nitrogen content and results were expressed as percent of total extracted nitrogen in the initially prepared alkaline extract. Separation of the extractable proteins was similar to the procedure adopted by Chon and Bushuk (1970). Analysis of amino acids content was carried out according to Block RELATION BETWEEN AMINO ACIDS CONTENT AND ISOELECTRIC POINTS 613 et al. (1958). The isoelectric point was determined by titration curves of protein isolated according to the methods of Smith et al. (1959). RESULTS AND DISCUSSION Gliadin and glutenin were separated from rice, sorghum, corn, and wheat flours, while gluten was separated from wheat .Values of amino acids content in these proteins are presented in Table 1. Four amino acid had been chosen to establish the relation between the amino acids and the isoelectric point of gliadin, glutanin, and gluten fraction protein. These amino acids were the more acidic amino acids: glutamic (pK n = 4.00) and aspartic(pKa = 3.50), and the more basic amino acids: lysine (pKa = 12) and arginine (pKa = 10.64). Values and total of above mentioned four amino acids are presented in Table 2, which shows that wheat seeds contained the highest value of aspartic + glutamic amino acids (A) for both gliadin and glutenin compared with other cereal seeds, while rice and corn contained the lowest values of aspartic + glutamic amino acids for gliadin and glutenin, respectively. On the other hand, rice seeds contained the highest values of lysine + arginine (B) for both gliadin and glutenin compared with other seeds. From Table 2, it is apparent that wheat gliadin and glutenin contained the highest total values of aspartic + glutamic and lysines- arginine amino acids (52.60 and 48.99%, respectively) while gliadin of sorghum and glutenin of corn contained the lowest A-f-B values (32.59 and 33.66% respectively). It can be also seen that ratios between the more acidic amino acids (A) and the more basic amino acids (B) showed the highest value in sorghum for gliadin and in wheat for glutenin, while wheat and rice showed the lowest A/ B values for gliadin and glutenin, respectively. Semi-logarithmic relation between log A/B ratios on the abscissa axis and isoelectric point on the ordinate axis was proved. Hence, log A/B ratios and IEP of proteins obtained from chemical analysis, as well as data obtained from literature, were used to establish mathematical equation to calculate the IEP of above mentioned cereal proteins with information about aspartic + glutamic (A) and lysine + arginine (B) amino acids. Relation between log A/B ratios and IEP of gliadin, glutenin and gluten fraction protein was linear. Therefore, a straight line equation was used to establish the suggested equation as follows: IEP = 2.553 + 3.000 log A/B, where IEP = isoelectric point of gliadin, glutenin, or gluten. A = aspartic -t- glutamic amino acids. B = lysine + arginine amino acids. 2.553 and 3.000 = constants obtained by a straight line equation. Lysine Histidine Arginine Aspartic acid Threonine Serine Glutamic acid Proline Glycine Alanine Cysteine Valine Methionine Leucine + isoleucine Tyrosine Rice Sorghum Corn Wheat Gliadin Glutenin Gliadin Glutenin Gliadin Glutenin Gliadin Glutenin Gluten 0.51 3.47 0.14 3.12 0.14 2.48 0.73 1.75 1.00 0.91 2.27 0.67 3.12 1.39 4.34 2.32 2.01 2.16 5.92 6.60 0.66 5.91 1.89 4.82 3.58 3.58 5.00 7.78 9.92 6.72 9.07 5.85 5.32 2.65 3.06 8.00 2.86 3.92 4.58 4.88 2.97 5.95 2.14 3.09 2.56 5.53 5.10 3.32 5.38 5.04 5.35 3.99 5.25 4.67 21.40 18.80 25.07 29.48 26.48 21.04 46.64 40.90 10.40 4.08 6.41 11.63 14.86 11.62 13.23 17.04 13.12 15.80 3.22 4.60 1.28 5.33 1.35 4.35 1.87 5.85 3.36 6.58 6.52 13.96 9.40 10.68 7.39 2.22 3.02 2.10 0.30 2.68 Trace 1.21 2.27 0.78 2.27 2.27 6.97 7.31 5.88 5.50 4.21 5.15 5.03 4.80 4.92 0.50 2.61 1.33 Trace 0.44 2.23 1.78 1.79 1.23 15.98 13.46 20.37 16.56 25.44 15.60 12.98 11.14 11.64 8.70 3.82 5.17 3.23 5.61 5.43 2.89 4.16 3.46 N.A.EL-HAWWARY, A.I.ABDEL-GAWWAD, AND M.T.SHALABY Amino acids 614 Table 1. Amino acids content in gliadin and glutenin of rice, sorghum, corn, wheat, and gluten (g/100 protein) RELATION BETWEEN AMINO ACIDS CONTENT AND ISOELECTRIC POINTS 615 Table 2. Aspartic-t-glutamic, lysine+arginine amino acids, and isoelectric points of gliadin and glutenin of rice, sorghum, corn, wheat, and gluten of wheat. Amino acids (g/100g protein) Samples Kinds of protein Rice Gliadin Aspartic Lysine + glutamic + arginine (A) (B) Total A/B ratio IEP 29.18 6.43 36.61 4.53 4.50 Sorghum 31.79 0.80 32.59 39.74 7.50 Corn 32.33 2.03 34.36 15.93 6.00 Wheat 49.92 3.31 52.60 14.89 6.00 28.72 10.07 38.79 2.85 4.00 Sorghum 38.15 9.03 47.18 4.22 4.50 Corn 26.36 7.30 33.66 3.61 4.50 Wheat 43.96 5.03 48.99 8.74 5.50 112.00 6.00 118.00 18.66 6.25 Rice Wheat Glutenin Gluten Values of IEP of gliadin, glutenin, and gluten calculated from te above suggested equation at various A/B ratios and IEP of the same proteins obtained from chemical analysis are presented in Table 3. Differences between calculated IEP of proteins and IEP obtained from chemical analysis are not significant, and confidence limits were ± 0.711. The minimum and maximum of A/B ratios ranged form 2.85 (min.) to 39.74 (max.) and IEP of protein ranged from 3.92 (min.) to 7.35 (max.). It can be seen that as the range of acidic to basic amino acids is low, the isoelectric range is also low, otherwise, increasing of IEP of protein is due to increasing the range of acidic to basic amino acids. The relation between A/B ratio and IEP was also tested for gliadin, glutenin, and gluten fraction protein, i.e. 39.74-2.85/7.35-3.92 = 10.75. From obtained results it can be seen that every single pH affected the A/B ratio by 10.75, where IEP was expressed as pH value. Summarizing the results obtained in this study the isoelectric point of protein could be mathematically calculated by use of the proposed equation if the aspartic, glutamic, lysine, and arginine amino acids content is available Summarizing the results obtained in this study the isoelectric point of protein could be mathematically calculated by use of the proposed equation if the aspartic, glutamic, lysine, and arginine amino acids content is available 61 6 N.A. EL-HAWWARY. A.I. ABDEL-GAWWAD. AND M.T. SHALABY Table 3. Comparison between experimental and calculated IEP ofgliadin, glutenin, and gluten at different A/B ratios (confidence limits « ±0.711). IEP IEP experime experimental ntal pH pH A/B ratio IEP calculated pH 2.85 3.92 4.00 3.61 4.22 4.53 8.74 14.89 15.93 18.66 39.74 5.75 6.53 7.50 4.30 4.43 4.53 5.37 6.07 6.16 6.37 7.35 5.39 5.50 5.62 4.50 4.50 4.50 5.50 6.00 6.00 6.25 7.50 5.50 5.50-5.80 5.30 7.80 5.10 . 9.08 5.68 9.85 5.86 10.06 5.88 10.10 10.20 10.80 10.87 11.00 11.38' 12.27 12.80 13.60 14.02 16.76 5.87 5.89 5.94 5.94 5.94 5.88 6.05 6.10 6.17 6,32 6.30 4.00 References Experimental data 4.50 Experimental data 4.50 Experimental data 4.50 Experimental data 5.50 Experimental data 6.00 Experimental data 6.00 Experimental data 6.25 Experimental data 7.50 Experimental data 5.50 Experimental data 5.50-5.80 Dexter and Matsuo (1978) 5.30 Bietz and Wall (1973) around around 4.50 Dexter and Matsuo (1978) 4.50 Domah and Mohamed 5.60 . 5.60 . (1974) 5.50-5.80 5.50-5.80 Dexter and Matsuo (1978) around around 6.40 Bietz and Wall (1973) 6.40 5.60 5.60 Orth and Bushuk (1973) 5.40 5.40 Dexter and Matsuo (1978) 5.50-5.80 5.50-5.80 Dexter and Matsuo (1978) 5.50-5.80 5.50-5.80 Bietz and Wall (1973) 5.80 5.80 Bietz and Wall (1973) 5.80 5.80 Dexter and Matsuo (1978) 6.40 6.40 Dexter and Matsuo (1970) 5.80 5.80 Dexter and Matsuo (1978) 5.80 5.80 Dexter and Matsuo (1978) 6.40 6.40 Dexter and Matsuo (1978) 5.80-7.00 5.80-7.00 Bietz and Wall (1973) Therefore, by use of such equation we can get information about the adequate IEP for precipitating gliadin, glutenin, or gluten as a substituent of titration curves. Differences between calculated values of IEP of protein and values of IEP obtained by chemical analysis are not significant. RELATION BETWEEN AMINO ACIDS CONTENT AND ISOELECTRIC POINTS 61 7 REFERENCES 1. American Association of Cereal Chemists (AACC). 1970. Vital wheat gluten and wheat starches for the food industry. The Association, St. Paul, Minn. 2. Bietz, J.A. and J.A. Rothfus. 1970. Comparison of peptides of wheat gliadin and glu-tenin. Cereal Chem., 47: 381. 3. Bietz, J.A. and J.S. Wall. 1973. Isolation and characterization of gliadin like subunits from glutenin. Cereal Chem., 50 (5): 541. 4. Block, R.J., E.L. Durrum, and G. Zwerg. 1958. A manual of paper chromatography and paper electrophoresis, 2nd ed. Academic Press Inc. Publishers, New York. 5. Chen, C.H. and W. Bushuk. 1970. Nature of proteins in triticale and its parental species. 1-Solubility characteristics and amino composition of endosperm proteins. Can. J. Plant Sci., 50: 9. 6. Dexter, J.E. and R.R. Matsuo. 1978. The effect of gluten protein ,fractions on pasta dough rheolgy and spaghetti making quality. Cereal Chem., 55 (1): 44-47. 7. Domah, M.B. and M.S. Mohamed. 1974. Studies on rice starch industry in Egypt. 2-Nitrogen fraction in rice and its starch manufacture wastes. Alex. Agric. Res., 22 (1): 45-54. 8. El-Hawwary, N.A. and A.I. Abdel-Gawwad. 1983. Relation between some amino acids content in plant seed proteins and isoelectric point of protein. J. Agric. Sci., Mansoura, 8(4): 729-735. 9. Orth, R.A. and W. Bushuk. 1973. Studies of glutenin. 1-Comparison of preparative methods. Cereal Chem., 50 (1): 109. 10. Pomerenz, Y., K.E. Finney, and R.C. Hoseney. 1970. Molecular approach to bread making. Science, 167: 944. 11. Smith, C.R., F.R. Eulre, and I.A. Wolf. 1959. Comparison of solubility characteristics of selected seed proteins. J. Agric. Food Chem., 1 (2). 12. snedecor, G.W. and W.G. Cochran. 1967. Statistical methods. Iowa State University Press, Ames, Iowa.