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POWDER X-RAY DIFFRACTION AND THERMAL STUDIES OF SOME
METAL COMPLEXES DERIVED FROM BENZOFURAN SCHIFF BASE
Sadu Suryakant S*
Vijayanagara Sri Krishnadevaraya University, Ballari, Karnataka, India-583105.
*Corresponding Author
Original Research Paper
Chemistry
INTRODUCTION
William Lawrence Bragg and William Henry Bragg in 1913 proposed
and express the necessary conditions for diffraction successfully and
given simple mathematical form and is also called Bragg's Law
(Cullity, 1956; Cullity & Stock, 2001). In the powder method, the
crystalline material is subjected to very ne powder or in the form of
loose or consolidated microscopic grains. Each particle of the powder
is a tiny crystal, or assemblage of smaller crystals, oriented at random
with respect to the incident beam. The powder is equivalent in fact, to a
single crystal rotated, not about one axis, but also about all possible
axis(CHATTERJEE,2010;Nufeldetal.,1966).
Gavali et. al.(Gavali & Hankarep, 2007) have reported the powder X-
ray diffraction (PXRD) pattern of the ligand HSTACB and its Cd(II)
complex. The diffraction of HSTACB ligand consists of nine
reections between 10-80° (2θ) with maximum reection at θ = 18.26°
which corresponds to d = 4.8531Å. The diffractogram of the
coordination Cd (II) complex records ten reections between 10-80°
(θ) with maximum reection at θ = 14.84° which corresponds to d =
5.9646Å. The observed values for HSTACB and Cd2 [HSTACB] Cl
2 2
are a good t for the tetragonal system to give a lattice constant that has
been found to be the tetragonal type. Zhu et. al.(Zhu & Gu, 2006), have
repeated the X-ray powder lines observed in the Co (II) complex and
showed satisfactorily on the basis of a unit-lattice for the metal
complex. Khare et. al.(Singh & Gautam, 1987), have reported the X-
ray diffraction data of tris (2, 2'-bipyridyl) nickel(II) tungstate and
tungstatoquo bis(2,2'-bipyridyl) cobalt(II) monohydrate. The unit cell
parameter calculations have been done for the tetragonal symmetry of
the nickel complex–(Fankuchen, 1955; Woolfson et al., 1997; “X-Ray
Crystallography. M. J. Buerger,” 1945). The cell parameters have been
2 2 2 2 2 2
calculated by using the equation, Sin θ = λ /4a x(h +k +l ), Where
2 2
λ /4a isacommonfactor.
Thermogravimetric analysis (TGA) is one of the very useful tools in
chemical sciences and can provide much information about the
physical and chemical phenomena of a compound. During thermal
analysis, compounds can undergo various phases like second-order
phase transitions which include absorption, adsorption, vaporization,
sublimation, and desorption, including chemisorptions, desolvation
(especially dehydration), decomposition, and solid-gas reactions (e.g.,
oxidation or reduction) respectively(Coats & Redfern, 1963). Duval
studies over the thousand gravimetric precipitates by this method –(De
Clercq & Duval, 1951; Keer, 1993; Rao et al., 1970;Wendlandt, 1960).
The TG data to estimate kinetic parameters of solid-state reactions
involving weight loss (or gain) has been studied by a number of
researchers—(Becker, 1965). Freeman and Carroll et. al.(Freeman &
Carroll, 1958) have identied some of the advantages of this method
over traditional isothermal studies. However, the signicance of
technical particulars, such as container geometry, degree of heating,
pre-history of the sample, and unit size, on the factors has yet to be
completely explored. It is also essential to conrm precise temperature
extent, both for accuracy and also to detect any exit from a direct
heating rate owing to endo or exothermic reactions. A novel
mathematical explanation of TG suggestions allows one to dene
appropriately the kinetic factors of the pyrolysis curve (Blaedel &
Knight, 1954). The slope of the straight line, plot of a function of the
weight fraction left vs. the temperature gives the activation energy of
pyrolysis(Abou-Melha&Faruk, 2008).
EXPERIMENTAL:
Benzofuran-2-carboxamide was synthesized according to the
literature procedure(Kawase et al., 1962). The metal and the chloride
content were determined according to the Vogel's procedure(Vogel,
1954). The total synthesis of our ligand and metal complexes can be
found in our earlier publications–(Sadu Suryakant S., 2014a, 2014b).
Extending from the previous work, here we report the PXRD and TG
studiesofmetalcomplexesoftheligand3-(2-hydroxybenzylideneami
no)-5-bromobenzofuran-2-carboxamide[L].
Thermogravimetric (TG) studies of the complexes were carried on the
Perkin Elmer thermal analysis instrument at a heating rate of 10C per
minute in nitrogen atmosphere from 40 - 450C. The range of
temperature and the experimental and calculated weight losses of
decompositionisshown ingure -4&5.
Figure1:StructureofCopper(II) complex
RESULTS AND DISCUSSION: PXRD STUDIES OF THE
LIGAND [L]AND IT'S COPPER(II) COMPLEX.
The PXRD pattern of ligand [L] and it's Copper(II) complex has been
recorded with Cu-Kα X-ray source in the range 3-80°. The PXRD
pattern of the ligand [L] is depicted in Figure-2, shows seventeen
reections in the range 15-50º listed in Table-1. The 2θ value with
maximum intensity peak for the ligand was found to be 23.526º
corresponding to interplanar distance 3.77857 Å. All the main peaks
have been indexed by trial and error methods(Cullity, 1956). The
interplanar distance 'd' calculated from the positions of the intense
peaksusingBragg'srelationshipn π=2dsinθ,(Cu-Kα= 1.54056 Å).
The interplanar distance values obtained have been compared with
calculated values. The comparison of these values revealed a good
agreement between calculated and observed d values. The unit cell
calculations have been made for the cubic symmetry of the ligand.
There is an absence of forbidden peaks indicates the non-cubic system
of theligand[L].
TABLE – 1
PXRD DATAOFLIGAND [L]
Powder X-ray diffraction and thermogravimetric studies of metal(II) complexes derived from 3-(2-
hydroxybenzylideneamino)-5-bromobenzofuran-2-carboxamide Schiff base have been carried out in the current
investigation. With the continuation of our previous research here, we report important structural information, geometry, and thermal stability of
thesynthesizedcompounds.Thetrendof therecordeddatagivespreciseinformationaboutthecrystallinityof themetalcomplexes.
ABSTRACT
INDIAN JOURNAL OF APPLIED RESEARCH 1
Volume - 10 | Issue - 10 | October - 2020 | .
PRINT ISSN No 2249 - 555X | DOI : 10.36106/ijar
KEYWORDS : Benzofuran, Schiff base, X-ray diffraction, Thermal studies.
2θ Sin θ hkl a (A˚) d-spacing(A˚)
Obs. Obs.
15.400 0.1340 100 5.749 5.749 5.748
16.251 0.1413 100 5.449 5.449 5.449
18.825 0.1635 110 6.661 4.710 4.710
22.949 0.1989 110 5.475 3.872 3.872
23.526 0.2039 110 5.343 3.778 3.778
25.787 0.2231 111 5.979 3.452 3.452
27.642 0.2389 111 5.584 3.224 3.224
2 INDIAN JOURNAL OF APPLIED RESEARCH
TABLE – 2
PXRD DATAOFLIGAND [L]
Figure2:Тhe PXRD patternof ligand[L]
Figure3:Тhe PXRD patternof Copper(II) complex
TGAAND DTASTUDIES OFCd(II)AND Hg(II) COMPLEXES.
The [Cd(C H BrN O )Cl] complex is thermally decomposed in two
16 10 2 3
successive decomposition steps. The rst estimated weight loss of one
halide species at a temperature of 273.99°C. This practical weight loss
of 18.94% is in accordance with the theoretical weight loss of 15.81%.
The complex underwent further decomposition and gave another
break at 327.53°C with a weight loss of 63.36% which corresponds to
the decomposition of complex to expel (C H N O ) and (-Cl)
16 10 2 3
species[17-19]. This observed weight loss 63.36% is in accordance
with the theoretical weight loss of 61.75%. The complex showed a
gradual degradation up to 340.3°C and onwards. The weight of the
residue 24.38% corresponds to the formation of the CdO (Blaedel &
Knight,1954).
Figure4:TG-DTAspectrumof Cd(II) complexof theligand[L]
T h e [ H g ( L ) C l ] c o m p l e x w i t h t h e g e n e r a l f o r m u l a
[Hg(C H BrN O )Cl] is thermally decomposed in three successive
16 10 2 3
decomposition steps. The rst estimated weight loss of one -(C H )
7 6
species at the temperature 289.04C. This practical weight loss of
14.55% is in accordance with the theoretical weight loss of 14.98%.At
the second decomposition, the spectrum gave another break at
335.02C with weight loss of 32.36% which corresponds to the
decomposition of -(C H NO) and –Cl species. This observed weight
8 4
loss of 32.36% is in accordance with the theoretical weight loss of
32.49%. The complex showed a gradual degradation of up to 655.8C.
The weight of the residue 2.61% corresponds to the formation of the
HgO(Abou-Melha&Faruk,2008).
Figure5:TG-DTAspectrumof Hg(II) complexofthe ligand[L]
CONCLUSION:
The PXRD data analysis shows an absence of forbidden peaks which
indicates the non-cubic system of the ligand and the presence of
forbidden peaks reveal the cubic system of the complex. The range of
temperature and the experimental and calculated weight losses of
decomposition with probable assignment support the proposed
structuresof theligandandcomplexes.
ACKNOWLEDGMENT:
The author acknowledges Vijayanagara Sri Krishnadevaraya
University, Ballari, PG center Koppal, Karnataka, INDIA for
providinglaboratoryfacilities.
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INDIAN JOURNAL OF APPLIED RESEARCH 3
Volume - 10 | Issue - 10 | October - 2020 | .
PRINT ISSN No 2249 - 555X | DOI : 10.36106/ijar

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POWDER X-RAY DIFFRACTION AND THERMAL STUDIES OF SOME METAL COMPLEXES DERIVED FROM BENZOFURAN SCHIFF BASE

  • 1. POWDER X-RAY DIFFRACTION AND THERMAL STUDIES OF SOME METAL COMPLEXES DERIVED FROM BENZOFURAN SCHIFF BASE Sadu Suryakant S* Vijayanagara Sri Krishnadevaraya University, Ballari, Karnataka, India-583105. *Corresponding Author Original Research Paper Chemistry INTRODUCTION William Lawrence Bragg and William Henry Bragg in 1913 proposed and express the necessary conditions for diffraction successfully and given simple mathematical form and is also called Bragg's Law (Cullity, 1956; Cullity & Stock, 2001). In the powder method, the crystalline material is subjected to very ne powder or in the form of loose or consolidated microscopic grains. Each particle of the powder is a tiny crystal, or assemblage of smaller crystals, oriented at random with respect to the incident beam. The powder is equivalent in fact, to a single crystal rotated, not about one axis, but also about all possible axis(CHATTERJEE,2010;Nufeldetal.,1966). Gavali et. al.(Gavali & Hankarep, 2007) have reported the powder X- ray diffraction (PXRD) pattern of the ligand HSTACB and its Cd(II) complex. The diffraction of HSTACB ligand consists of nine reections between 10-80° (2θ) with maximum reection at θ = 18.26° which corresponds to d = 4.8531Å. The diffractogram of the coordination Cd (II) complex records ten reections between 10-80° (θ) with maximum reection at θ = 14.84° which corresponds to d = 5.9646Å. The observed values for HSTACB and Cd2 [HSTACB] Cl 2 2 are a good t for the tetragonal system to give a lattice constant that has been found to be the tetragonal type. Zhu et. al.(Zhu & Gu, 2006), have repeated the X-ray powder lines observed in the Co (II) complex and showed satisfactorily on the basis of a unit-lattice for the metal complex. Khare et. al.(Singh & Gautam, 1987), have reported the X- ray diffraction data of tris (2, 2'-bipyridyl) nickel(II) tungstate and tungstatoquo bis(2,2'-bipyridyl) cobalt(II) monohydrate. The unit cell parameter calculations have been done for the tetragonal symmetry of the nickel complex–(Fankuchen, 1955; Woolfson et al., 1997; “X-Ray Crystallography. M. J. Buerger,” 1945). The cell parameters have been 2 2 2 2 2 2 calculated by using the equation, Sin θ = λ /4a x(h +k +l ), Where 2 2 λ /4a isacommonfactor. Thermogravimetric analysis (TGA) is one of the very useful tools in chemical sciences and can provide much information about the physical and chemical phenomena of a compound. During thermal analysis, compounds can undergo various phases like second-order phase transitions which include absorption, adsorption, vaporization, sublimation, and desorption, including chemisorptions, desolvation (especially dehydration), decomposition, and solid-gas reactions (e.g., oxidation or reduction) respectively(Coats & Redfern, 1963). Duval studies over the thousand gravimetric precipitates by this method –(De Clercq & Duval, 1951; Keer, 1993; Rao et al., 1970;Wendlandt, 1960). The TG data to estimate kinetic parameters of solid-state reactions involving weight loss (or gain) has been studied by a number of researchers—(Becker, 1965). Freeman and Carroll et. al.(Freeman & Carroll, 1958) have identied some of the advantages of this method over traditional isothermal studies. However, the signicance of technical particulars, such as container geometry, degree of heating, pre-history of the sample, and unit size, on the factors has yet to be completely explored. It is also essential to conrm precise temperature extent, both for accuracy and also to detect any exit from a direct heating rate owing to endo or exothermic reactions. A novel mathematical explanation of TG suggestions allows one to dene appropriately the kinetic factors of the pyrolysis curve (Blaedel & Knight, 1954). The slope of the straight line, plot of a function of the weight fraction left vs. the temperature gives the activation energy of pyrolysis(Abou-Melha&Faruk, 2008). EXPERIMENTAL: Benzofuran-2-carboxamide was synthesized according to the literature procedure(Kawase et al., 1962). The metal and the chloride content were determined according to the Vogel's procedure(Vogel, 1954). The total synthesis of our ligand and metal complexes can be found in our earlier publications–(Sadu Suryakant S., 2014a, 2014b). Extending from the previous work, here we report the PXRD and TG studiesofmetalcomplexesoftheligand3-(2-hydroxybenzylideneami no)-5-bromobenzofuran-2-carboxamide[L]. Thermogravimetric (TG) studies of the complexes were carried on the Perkin Elmer thermal analysis instrument at a heating rate of 10C per minute in nitrogen atmosphere from 40 - 450C. The range of temperature and the experimental and calculated weight losses of decompositionisshown ingure -4&5. Figure1:StructureofCopper(II) complex RESULTS AND DISCUSSION: PXRD STUDIES OF THE LIGAND [L]AND IT'S COPPER(II) COMPLEX. The PXRD pattern of ligand [L] and it's Copper(II) complex has been recorded with Cu-Kα X-ray source in the range 3-80°. The PXRD pattern of the ligand [L] is depicted in Figure-2, shows seventeen reections in the range 15-50º listed in Table-1. The 2θ value with maximum intensity peak for the ligand was found to be 23.526º corresponding to interplanar distance 3.77857 Å. All the main peaks have been indexed by trial and error methods(Cullity, 1956). The interplanar distance 'd' calculated from the positions of the intense peaksusingBragg'srelationshipn π=2dsinθ,(Cu-Kα= 1.54056 Å). The interplanar distance values obtained have been compared with calculated values. The comparison of these values revealed a good agreement between calculated and observed d values. The unit cell calculations have been made for the cubic symmetry of the ligand. There is an absence of forbidden peaks indicates the non-cubic system of theligand[L]. TABLE – 1 PXRD DATAOFLIGAND [L] Powder X-ray diffraction and thermogravimetric studies of metal(II) complexes derived from 3-(2- hydroxybenzylideneamino)-5-bromobenzofuran-2-carboxamide Schiff base have been carried out in the current investigation. With the continuation of our previous research here, we report important structural information, geometry, and thermal stability of thesynthesizedcompounds.Thetrendof therecordeddatagivespreciseinformationaboutthecrystallinityof themetalcomplexes. ABSTRACT INDIAN JOURNAL OF APPLIED RESEARCH 1 Volume - 10 | Issue - 10 | October - 2020 | . PRINT ISSN No 2249 - 555X | DOI : 10.36106/ijar KEYWORDS : Benzofuran, Schiff base, X-ray diffraction, Thermal studies. 2θ Sin θ hkl a (A˚) d-spacing(A˚) Obs. Obs. 15.400 0.1340 100 5.749 5.749 5.748 16.251 0.1413 100 5.449 5.449 5.449 18.825 0.1635 110 6.661 4.710 4.710 22.949 0.1989 110 5.475 3.872 3.872 23.526 0.2039 110 5.343 3.778 3.778 25.787 0.2231 111 5.979 3.452 3.452 27.642 0.2389 111 5.584 3.224 3.224
  • 2. 2 INDIAN JOURNAL OF APPLIED RESEARCH TABLE – 2 PXRD DATAOFLIGAND [L] Figure2:Тhe PXRD patternof ligand[L] Figure3:Тhe PXRD patternof Copper(II) complex TGAAND DTASTUDIES OFCd(II)AND Hg(II) COMPLEXES. The [Cd(C H BrN O )Cl] complex is thermally decomposed in two 16 10 2 3 successive decomposition steps. The rst estimated weight loss of one halide species at a temperature of 273.99°C. This practical weight loss of 18.94% is in accordance with the theoretical weight loss of 15.81%. The complex underwent further decomposition and gave another break at 327.53°C with a weight loss of 63.36% which corresponds to the decomposition of complex to expel (C H N O ) and (-Cl) 16 10 2 3 species[17-19]. This observed weight loss 63.36% is in accordance with the theoretical weight loss of 61.75%. The complex showed a gradual degradation up to 340.3°C and onwards. The weight of the residue 24.38% corresponds to the formation of the CdO (Blaedel & Knight,1954). Figure4:TG-DTAspectrumof Cd(II) complexof theligand[L] T h e [ H g ( L ) C l ] c o m p l e x w i t h t h e g e n e r a l f o r m u l a [Hg(C H BrN O )Cl] is thermally decomposed in three successive 16 10 2 3 decomposition steps. The rst estimated weight loss of one -(C H ) 7 6 species at the temperature 289.04C. This practical weight loss of 14.55% is in accordance with the theoretical weight loss of 14.98%.At the second decomposition, the spectrum gave another break at 335.02C with weight loss of 32.36% which corresponds to the decomposition of -(C H NO) and –Cl species. This observed weight 8 4 loss of 32.36% is in accordance with the theoretical weight loss of 32.49%. The complex showed a gradual degradation of up to 655.8C. The weight of the residue 2.61% corresponds to the formation of the HgO(Abou-Melha&Faruk,2008). Figure5:TG-DTAspectrumof Hg(II) complexofthe ligand[L] CONCLUSION: The PXRD data analysis shows an absence of forbidden peaks which indicates the non-cubic system of the ligand and the presence of forbidden peaks reveal the cubic system of the complex. The range of temperature and the experimental and calculated weight losses of decomposition with probable assignment support the proposed structuresof theligandandcomplexes. ACKNOWLEDGMENT: The author acknowledges Vijayanagara Sri Krishnadevaraya University, Ballari, PG center Koppal, Karnataka, INDIA for providinglaboratoryfacilities. REFERENCES: 1. Abou-Melha, K. S., & Faruk, H. (2008). Bimetallic complexes of Schiff base bis-[4- hydroxycuomarin-3-yl]-1N,5N-thiocarbohydrazone as a potentially dibasic pentadentate ligand. Synthesis, spectral, and antimicrobial properties. Journal of the IranianChemicalSociety, 5(1), 122–134.https://doi.org/10.1007/BF03245825 2. Becker, F. (1965). Inorganic ThermogravimetricAnalysis. VonC. Duval, aus d. Französ. übers. v.R. E. Oesper. Elsevier Publishing Company, Amsterdam-London-New York 1963. 2. Au. [1], XV, 722 S., 77 Abb., geb. DM 67.—. Angewandte Chemie, 77(14), 631–631.https://doi.org/10.1002/ange.19650771431 3. Blaedel, W. J., & Knight, H. T. (1954). Purication and Properties of Disodium Salt of Ethylenediaminetetraacetic Acid as Primary Standard. Analytical Chemistry, 26(4), 741–743.https://doi.org/10.1021/ac60088a040 4. Chatterjee, S. K. (2010). X-ray Diffraction: Its Theory And Applications. Phi Learning. Volume - 10 | Issue - 10 | October - 2020 | . PRINT ISSN No 2249 - 555X | DOI : 10.36106/ijar 2θ Sin θ hkl a (A˚) d-spacing(A˚) Obs. Obs. 4.17 0.0727 100 10.5930 10.593 10.593 09.4840 0.1648 210 10.4532 4.6749 4.6748 11.6740 0.2023 220 10.7673 3.8069 3.8068 12.0630 0.2089 220 10.4250 3.6858 3.6857 13.4300 0.2323 310 10.4877 3.3165 3.3165 14.0560 0.2429 311 10.5189 3.1716 3.1715 15.7535 0.2715 321 10.6156 2.8372 2.8371 16.3600 0.2817 ---- 10.5913 2.7347 2.7346 16.7200 0.2877 400 10.7097 2.6770 2.6774 17.7560 0.3049 411 10.7161 2.5258 2.5258 19.4745 0.3334 421 10.5879 2.3105 2.3104 20.4885 0.3500 ---- 10.5541 2.2007 2.2006 22.2170 0.3781 ---- 10.5854 2.0372 2.0371 26.9155 0.4527 ---- 10.6266 1.7016 1.7016 28.0635 0.4704 541 10.6111 1.6373 1.6373 4.1700 0.0727 100 10.5930 10.593 10.593 09.4840 0.1648 210 10.4532 4.6749 4.6748 30.061 0.2593 200 5.940 2.970 2.970 31.122 0.2683 200 5.742 2.871 2.871 32.390 0.2789 200 5.523 2.761 2.761 34.251 0.2945 210 5.849 2.615 2.615 35.950 0.3086 210 5.581 2.496 2.496 37.315 0.3199 211 5.897 2.407 2.407 39.982 0.3419 211 5.961 2.253 2.253 41.633 0.3554 220 5.734 2.167 2.167 44.492 0.3786 220 5.754 2.034 2.034 49.610 0.4195 310 5.806 1.836 1.836
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