Percentage Distribution of Ni(II) in Biligand Systems Involving Some Biologically Significant Ligands

 

Neerja Upadhyaya1*, K. Dwivedi2, R. nair (Ahuja)3

1S.S. Jain Subodh Girls College, Sanganer, Jaipur, Rajasthan, India-302011.

2School of Studies in Chemistry, Jiwaji University, Gwalior, M.P., India-474011.

3Vijya Raje Govt. Girls P. G. College, Morar, Gwalior, M.P. India- 474006.

*Corresponding Author E-mail: upadhyayaneerja@gmail.com

 

ABSTRACT:

Bioaccumulation of metal ions involves formation of complexes. Solution studies on biomimmetic systems were carried out. Results obtained for nickel(II), L-tyrosine, L-alanine, L-phenylalanine, L-aspartic acid and L-glutamic acid are being presented in this piece of work. All these ligands are physiologically related to each other and are directly or indirectly involved in nerve transduction. These ligands coordinate with metal ions. Equimolar ternary systems involving L-tyrosine were investigated in aqueous medium at different temperatures and ionic strengths in order to find out K, enthalpy, entropy and free energy change of formation of biligand complexes. pH-metric data was subjected to SCOGS Computer program to refine the values as calculated by the method of Martell and Chaberek. Percentage distribution of metal ion over the entire experimental pH range was obtained.

 

KEYWORDS: biligand complexes, ionic strength, percentage distribution..

 


INTRODUCTION:

L-Tyrosine, L-DOPA, dopamine, L-phenylalanine, L-aspartic acid and L-glutamic acid are known to involve in nerve transduction in central nervous system (CNS)[1]. They exhibit excellent coordination behavior [2] and serve as versatile ligand to chelate many metal ions in living systems [3-5]. Different groups of workers have reported equilibrium studies on similar and other systems [6-11]. Thus, it was considered worthwhile to investigate systems involving these and related ligands with toxic and nutrient metal ions [12-16]. Present paper deals with the results obtained for Ni(II)-Tyr-Ala/Phe/Asp/Glu systems (where, Tyr = L-tyrosine, Ala = L-alanine, Phe = L-phenylalanine, Asp = L-aspartic acid and Glu = L-glutamic acid).

 

MATERIALS AND METHOD:

All the solutions were prepared by standard methods using highest purity Merck products in CO2-free double distilled water. An Elico digital pH-meter model LI-127 with ATC probe and combined electrode type (CL-51B- Glass Body; range 0-14 pH unit; 0-100˚C Automatic/Manual) with accuracy ±0.01 was used for studies. Titration mixtures were prepared as described elsewhere [13].

 

Titrations were carried out against 0.10M NaOH solution at three different ionic strengths (μ = 0.05M, 0.10M and 0.15M (NaNO3)) at two different temperatures (20±1˚C and 30±1˚C).

Titration curves were obtained by plotting pH vs. ‘a’ graph (were, ‘a’ = moles of alkali added per mole of ligand/metal).

 

RESULTS:

The quantitative values of proton dissociation constants of ligands and formation constants of monoligand and biligand complexes were determined by using algebraic method of Chaberek and Martell [17-18] as modified by Dey et. al. [19]. These values were refined by SCOGS (Stability Constants of Generalized Species) computer program [20-22].

 

Logarithmic values of formation constants for proton-ligand, metal-ligand and mixed ligand systems were plotted against õ (where, m = ionic strength). Thermodynamic formation constants were determined by extrapolating these curves to zero ionic strength.

 

The proton ligand and monoligand complex formation constants are presented in the Table 1. Results obtained for biligand complexes are given in the Table 2.


 

Table 1. Protonation Constants of Ligands (log bμ→0) and Thermodynamic Formation Constants of Binary Complexes of Nickel(II) in Equimolar Systems

Parameter

Ligand

Tyr

Tyr

Tyr

Tyr

Tyr

20˚C          30˚C

20˚C         30˚C

20˚C         30˚C

20˚C         30˚C

20˚C          30˚C

logbHA

10.55        10.40

10.25       10.01

9.31          9.12

10.57        10.26

10.33        10.07

logbH2A

19.85        19.64

 -              -

-               -

15.05        14.69

14.90        14.54

logbMAH

16.12        15.87

 -              -

-               -

14.53        14.16

14.23        13.92

logbMA

7.42          7.21

6.26         6.20

5.86         5.62

8.40           8.23

7.60           7.44

5.57          5.47

-               -

-               -

3.96           3.90

3.90           3.84

8.70          8.66

-               -

-               -

6.14           5.93

6.63          6.48

Thermodynamic formation constants were obtained by extrapolating the log b vs. õ plot to zero ionic strength.

Ala, Phe, Asp and Glu become the ligand ‘B’ in ternary systems.



 

Table 2. Thermodynamic Formation Constants and Other Thermodynamic Parameters of Nickel(II)-Tyrosine-Ligand ‘B’ Ternary Complexes in Equimolar Systems

 

Table 2.1 Ni(II)-Tyrosine-Alanine System

Parameter

20˚C

30˚C

-ΔHo

kJmol-1

ΔSo

JK-1mol-1

logK→ 0

-ΔGo kJmol-1

logK→ 0

-ΔGo kJmol-1

log bMABH

22.02

123.51

21.55

125.04

78.92

152.21

13.82

77.54

13.53

78.51

49.06

97.19

11.47

64.33

11.15

64.68

54.07

35

5.89

33.06

5.7

33.08

32.42

2.19

5.21

29.21

5.05

29.31

26.36

9.74

6.4

35.89

6.32

36.66

13.31

77.07

7.56

42.42

7.44

43.14

21.34

71.94

 

Table 2.2 Ni(II)-Tyrosine-Phenylalanine System

Parameter

20˚C

30˚C

-ΔHo

kJmol-1

ΔSo

JK-1mol-1

logK→ 0

-ΔGo kJmol-1

logK→ 0

-ΔGo kJmol-1

log bMABH

20.89

117.21

20.52

119.03

64.1

181.28

12.06

67.67

11.76

68.25

50.8

57.59

10.34

58.03

10.11

58.67

39.26

64.07

4.77

26.76

4.64

26.95

21.25

18.78

4.48

25.15

4.41

25.58

12.54

43.05

4.64

26.03

4.55

26.4

15.05

37.47

6.2

34.8

6.06

35.16

24.08

36.57

 

Table 2.3 Ni(II)-Tyrosine-Aspartic acid System

Parameter

20˚C

30˚C

-ΔHo

kJmol-1

ΔSo

JK-1mol-1

logK→ 0

-ΔGo kJmol-1

logK→ 0

-ΔGo kJmol-1

log bMABH2

32.16

180.44

31.45

182.48

120.68

203.95

log bMABH

24.42

137

23.96

139.03

77.62

202.67

14.94

83.8

14.57

84.51

62.77

71.75

11.04

61.94

10.79

62.61

42.2

67.36

5.47

30.67

5.32

30.89

24.2

22.07

7.08

39.71

6.89

39.99

31.58

27.73

13.87

77.81

13.56

78.67

52.77

85.46

13.9

78

13.71

79.52

33.56

151.68

8.3

46.55

8.09

46.95

34.77

40.18

9.89

55.46

9.81

56.9

13.37

143.66

6.43

36.05

6.37

36.95

9.71

89.9

5.47

30.7

5.33

30.94

23.51

24.53

7.51

42.15

7.35

42.66

27.02

51.63

6.54

36.68

6.34

36.79

33.5

10.82

 

 

Table 2.4 Ni(II)-Tyrosine-Glutamic acid System

Parameter

20˚C

30˚C

-ΔHo

kJmol-1

ΔSo

JK-1mol-1

logK→ 0

-ΔGo kJmol-1

logK→ 0

-ΔGo kJmol-1

log bMABH2

31.37

175.9

30.73

178.28

108.45

230.48

log bMABH

23.51

131.9

23.07

133.84

74.95

194.35

14.03

78.71

13.71

79.56

53.74

85.22

10.49

58.83

10.25

59.48

39.87

64.7

4.91

27.56

4.78

27.76

21.87

19.42

6.58

36.93

6.41

37.17

29.89

24.05

12.96

72.71

12.67

73.49

50.11

77.15

13.18

73.94

13

75.4

31.23

145.79

7.39

41.45

7.2

41.76

32.11

31.86

9.28

52.04

9.15

53.09

21.24

105.14

5.76

32.3

5.71

33.12

8.24

82.09

5.36

30.08

5.23

30.35

22.08

27.29

6.61

37.07

6.5

37.72

17.99

65.1

6.43

36.08

6.28

36.43

25.72

35.36

 


 

DISCUSSION:

The qualitative analysis of proton-ligand, metal-ligand (binary systems) and metal-ligand A-ligand B (ternary systems) equilibria were done by examination of titration curves (Fig. 1.1 and 1.2).

 

Fig 1.1

 

Fig 1.2

 

Fig. 1. Representative pH vs.  'a' Curves

Where, Curve 1 represents Ligand 'A' (Tyr) Titration Curve

          Curve 2 represents Ligand 'B' (Ala/Phe/Asp/Glu) Titration Curve

          Curve 3 represents Metal-Ligand 'A' (1:1) Titration Curve

          Curve 4 represents Metal-Ligand 'B' (1:1) Titration Curve

          Curve 5 represents Mixed-Ligand (1:1:1) Titration Curve

          Curve 'T' represents Theoretical Composite Curve

 

This examination reveals that nickel ion coordinates simultaneously with both the ligands tyrosine and alanine/ phenylalanine. Whereas, stepwise equilibria is observed in Ni(II)-tyrosine-aspartic acid/glutamic acid systems. Aspartic acid/glutamic acid behaves as primary ligand in respective systems.

 

The values of formation constants for Ni(II)-tyrosine-alanine system are found to be greater as compared to those obtained for Ni(II)-tyrosine-phenylalanine system (Table 2.1 and 2.2).

 

Speciation curves for these systems (Fig. 2.1 and 2.2) show that the concentrations of NiAH and NiB increase in solution up to pH ≈ 7.5. Percentage concentrations of NiABH and NiA increase above pH ≈ 7.5. Simultaneously, nonprotonated ternary complex NiAB also come in existence and its concentration increases appreciably, which is also supported by an inflection at ‘a’ ≈ 3.0 (pH ≈ 9.8).

 

Fig 2.1

 

Fig 2.2

Where, Curve 1: [M]; 2: [MB]; 3 : [MAH]; 4 : [MA];  5 : [MABH];6 : [MAB]

 

Fig 2.3

 

Fig 2.4

 

Fig 2 Representative Speciation Curves

Where, Curve 1: [M]; 2: [MBH]; 3 : [MB]; 4 : [MABH2];  5: [MABH]; 6 : [MAB]; 7 : [MAH]; 8 : [MA]

 

Percentage concentration of nonprotonated NiAB complex is found to be low in case of Ni(II)-tyrosine-phenylalanine system as compared to Ni(II)-tyrosine-alanine system. But, this order is reversed as far as percentage of NiA is concerned. This is attributed to the repulsion between bulky side groups of two ligands in the former system as well as hydrophobic nature of phenyl ring of phenylalanine, whose free ligand concentration increases at higher pH.

 

In case of Ni(II)-tyrosine-aspartic acid/glutamic acid systems, the values of formation constants are found to be greater for the complexes involving aspartic acid due to the presence of additional – CH2 – group in glutamic acid (Table 2.3 and 2.4).

 

Further, it is clearly seen in the speciation curve (Fig. 2.3 and 2.4) that at lower pH (upto pH ≈ 5.0) NiBH type monoprotonated complex is formed as major species above which concentrations of NiBH and free metal decrease and those of NiABH2 and NiB increase upto pH ≈ 6.5 and pH ≈ 7.5 respectively. In NiABH2 complex metal is attached with tyrosinate and HB (aspartate and glutamate) forms of ligand i.e., out of two dissociable protons one proton is attached to each ligand.

 

Afterwards, concentrations of NiABH2 and NiB decrease and that of NiABH increases upto pH ≈ 8.5 showing inflection at ‘a’ ≈ 3.0. The proton in NiABH complex is attached to the hydroxyl group of tyrosine. This is evidenced by higher dissociation constant of phenolic proton of tyrosine and formation constant of Ni(II)-tyrosine nonprotonated complex at higher pH as compared to Ni(II)-aspartic acid/glutamic acid nonprotonated complex.

 

Above pH ≈ 8.5 concentration of NiABH decreases and that of NiAB increases, which is clearly depicted in the percentage distribution curves.

 

Thermodynamic parameters ΔGo, ΔHo, ΔSo for various systems (table 2.1-2.4) supports the formation of mixed ligand species in solution with appreciably high thermodynamic stability. These studies may be helpful in understanding in vitro behavior of nickel and selected ligands.

 

ACKNOWLEDGEMENT:

Dr. Neerja Upadhyaya (Dwivedi) is thankful to Jiwaji University, Gwalior, M.P, India for the award of research scholarship for carrying this work. Thanks are also due to Dr. Neelima Kulkarni, Prof., Dept. of Chemistry, M.S. University, Baroda, Gujarat, India for extending help. 

 

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Received on 17.07.2017         Modified on 16.08.2017

Accepted on 11.09.2017         © AJRC All right reserved

Asian J. Research Chem. 2017; 10(5): 651-656.

DOI: 10.5958/0974-4150.2017.00110.9