3.1 Crystal structure determination of Co-MOF
There are two types of cobalt ions with different coordination environments in octahedral geometry in the presence of DMF molecules. Crystal Data for C16H16CoN4O4 (M = 387.26 g/mol):crystal type; triclinic, space group: P-1 (no.2), crystal parameters; a = 7.3256(7) Å, b = 9.0006(9) Å, c = 13.7874(14) Å, α = 82.0240(10)°, β = 78.2670(10)°, γ = 72.3450(10)°, V = 845.25(15) Å3, Z = 2, T = 293(2) K, µ(MoKα) = 1.044 mm-1, Dcalc = 1.522 g/cm3, 7277 reflections measured (3.028° ≤ 2Θ ≤ 53.992°), 3633 unique (Rint = 0.0193, Rsigma = 0.0297) which were used in all calculations. The final R1 was 0.0433 (I > 2σ (I)) and wR2 was 0.1116 (all data) (Table 1).
Table 1
Crystal data and structure refinement for Ca-MOF and Co-MOF
Identification code | Ca-MOF | Co-MOF |
Empirical formula | C8H10O7Ca | C16H16CoN4O4 |
Formula weight | 258.24 | 387.26 |
Temperature/K | 293(2) | 293(2) |
Crystal system | monoclinic | triclinic |
Space group | P21/c | P-1 |
a/Å | 7.1063(8) | 7.3256(7) |
b/Å | 21.653(3) | 9.0006(9) |
c/Å | 6.5929(6) | 13.7874(14) |
α/° | 90 | 82.0240(10) |
β/° | 92.24(1) | 78.2670(10) |
γ/° | 90 | 72.3450(10) |
Volume/Å3 | 1013.7(2) | 845.25(15) |
Z | 4 | 2 |
ρcalcg/cm3 | 1.692 | 1.522 |
µ/mm1 | 0.638 | 1.044 |
F(000) | 536.0 | 398.0 |
Crystal size/mm3 | 0.24 × 0.08 × 0.08 | 0.350 × 0.100 × 0.080 |
Radiation | MoKα (λ = 0.71073) | MoKα (λ = 0.71073) |
2Θ range for data collection/° | 6.038 to 50.694 | 3.028 to 53.992 |
Index ranges | -8 ≤ h ≤ 4, -24 ≤ k ≤ 26, -7 ≤ l ≤ 7 | -9 ≤ h ≤ 9, -11 ≤ k ≤ 11, -17 ≤ l ≤ 17 |
Reflections collected | 3633 | 7277 |
Independent reflections | 1855 [Rint = 0.0385, Rsigma = 0.0699] | 3633 [Rint = 0.0193, Rsigma = 0.0297] |
Data/restraints/parameters | 1855/6/163 | 3633/0/226 |
Goodness-of-fit on F2 | 0.941 | 1.070 |
Final R indexes [I > = 2σ (I)] | R1 = 0.0439, wR2 = 0.0870 | R1 = 0.0433, wR2 = 0.1075 |
Final R indexes [all data] | R1 = 0.0840, wR2 = 0.0993 | R1 = 0.0509, wR2 = 0.1116 |
Largest diff. peak/hole / e Å−3 | 0.60/-0.29 | 0.46/-0.25 |
In Co-MOF, Co ion is connected by two BDC and imidazole ligands and each group connects two monomer units to form a 1D frame works (Fig. 2.a), specified together with x, y and z axis to form 1D, 2D and 3D channels with a diameter of Å12 (Fig. 2.b, 2.c and 2.d).
3.2 Crystal structure determination of Ca-MOF
Crystal Data for C8H10O7Ca (M = 258.24 g/mol) crystal type: monoclinic; space group; P21/c (no. 14); unirt parameters; a = 7.1063(8) Å, b = 21.653(3) Å, c = 6.5929(6) Å, β = 92.24(1)°, V = 1013.7(2) Å3, Z = 4, T = 293(2) K, µ(MoKα) = 0.638 mm− 1, Dcalc = 1.692 g/cm3, 3633, reflections measured (6.038° ≤ 2Θ ≤ 50.694°), 1855 unique (Rint = 0.0385, Rsigma = 0.0699), which were used in all calculations. The final R1 was 0.0439 (I > 2σ (I)) and wR2 was 0.0993 (all data) (Table 1).
In Ca-MOF context, Ca ion is connected by one BDC ligand and each group connects two monomer units to form a 1D frame works (Fig. 3a), specified together with x, y and z axis to form 1D, 2D and 3D channels with a diameter of Å12 (Fig. 3b), 3c) and 3d).
3.3 Bond lengths and bond angles of Ca-MOF and Co-MOF
Table 2 shows the Ca-MOF and Co-MOF bond lengths. Ca-O bond lengths are 2.364(5) and 2.080(14) Å. Ca-C bond lengths are 2.414(5) and 1.777(16) Å. Table 3 shows the Co-O bond angles are 103.5 (6) and 165.2 (14). Co-C bond lengths are 135.8(14) and 138.81(17) Å. Finally, these 3D sheets are connected by carboxylate groups of bdc and Mi ligands are coordinated to Ca and Co(II) cation in a mono dentate manner, forming 3D frameworks
Table 2
Selected bond lengths for Ca-MOF and Co-MOF
Atom | Atom | Length/Å | | Atom | Atom | Length/Å |
C(1) | C(2) | 1.389(4) | | Co(1) | O(3) | 2.006(2) |
C(2) | C(3) | 1.381(5) | | Co(1) | N(1) | 2.056(2) |
C(3) | C(4) | 1.386(4) | | O(1) | C(1) | 1.275(3) |
C(4) | C(5) | 1.386(4) | | O(2) | C(1) | 1.236(3) |
C(4) | C(8) | 1.508(5) | | C(1) | C(2) | 1.503(3) |
C(5) | C(6) | 1.375(5) | | C(2) | C(3) | 1.387(3) |
C(7) | Ca(1)1 | 2.870(3) | | C(4) | C(3)1 | 1.385(3) |
C(8) | O(3) | 1.263(4) | | O(3) | C(5) | 1.252(4) |
O(1) | Ca(1)1 | 2.526(2) | | C(6) | C(7) | 1.373(4) |
O(2) | Ca(1)1 | 2.485(2) | | C(6) | C(8) | 1.382(4) |
O(2) | Ca(1)2 | 2.364(2) | | N(1) | C(9) | 1.306(4) |
O(5) | Ca(1) | 2.369(3) | | N(1) | C(11) | 1.367(4) |
O(6) | Ca(1) | 2.387(3) | | C(9) | N(2) | 1.338(4) |
O(7) | Ca(1)1 | 2.521(3) | | N(2) | C(10) | 1.340(4) |
O(7) | Ca(1) | 2.633(3) | | N(2) | C(12) | 1.473(4) |
Ca(1) | C(7)3 | 2.871(3) | | C(13) | N(4) | 1.327(3) |
Ca(1) | O(1)3 | 2.526(2) | | N(4) | C(14) | 1.350(4) |
Ca(1) | O(2)3 | 2.485(2) | | N(4) | C(16) | 1.470(4) |
Ca(1) | Ca(1)3 | 3.639(6) | | C(14) | C(15) | 1.352(4) |
Table 3
Selected Bond Angles for Ca-MOF and Co-MOF
Atom | Atom | Atom | Angle/˚ | | Atom | Atom | Atom | Angle/˚ |
C(2) | C(1) | C(6) | 118.6(3) | | O(3) | Co(1) | O(1) | 100.01(9) |
C(5) | C(6) | C(1) | 120.6(3) | | O(3) | Co(1) | N(3) | 128.4(10) |
C(1) | C(7) | Ca(1)1 | 171.6(2) | | O(1) | Co(1) | N(1) | 100.0(8) |
O(1) | C(7) | C(1) | 119.8(3) | | N(3) | Co(1) | N(1) | 101.4(8) |
O(1) | C(7) | Ca(1)1 | 61.5(16) | | C(1) | O(1) | Co(1) | 100.2(15) |
O(2) | C(7) | C(1) | 119.5(3) | | O(2) | C(1) | O(1) | 122.2(2) |
C(7) | O(1) | Ca(1)1 | 92.5(18) | | C(5) | O(3) | Co(1) | 105.2(2) |
Ca(1) | O(1) | Ca(1)1 | 96.4(8) | | C(7) | C(6) | C(8) | 119.6(2) |
C(7) | O(2) | Ca(1)1 | 94.3(18) | | C(7) | C(6) | C(5) | 120.9(3) |
C(7) | O(2) | Ca(1)2 | 166.6(2) | | C(9) | N(1) | C(11) | 105.3(2) |
Ca(1)2 | O(2) | Ca(1)1 | 97.2(8) | | C(9) | N(1) | Co(1) | 127.3(19) |
Ca(1)1 | O(7) | Ca(1) | 89.8(8) | | C(11) | N(1) | Co(1) | 127.1(2) |
O(2)4 | Ca(1) | O(7) | 145.9(8) | | N(1) | C(9) | N(2) | 111.4(3) |
O(2)3 | Ca(1) | O(7) | 65.1(8) | | C(9) | N(2) | C(10) | 107.1(3) |
O(2)4 | Ca(1) | O(7)3 | 68.6(8) | | C(9) | N(2) | C(12) | 124.6(3) |
O(2)3 | Ca(1) | Ca(1)3 | 90.7(6) | | C(15) | N(3) | Co(1) | 131.7(19) |
O(2)4 | Ca(1) | Ca(1)1 | 166.6(6) | | N(3) | C(13) | N(4) | 112.5(2) |
O(5) | Ca(1) | O(7) | 77.9(8) | | C(15) | C(14) | N(4) | 107.0(3) |
O(7)3 | Ca(1) | C(7)3 | 79.9(9) | | C(14) | C(15) | N(3) | 109.2(3) |
3.4 FTIR studies
The Co-MOF FTIR spectrum is shown in the Fig. 4. The aromatic C-H stretching vibration of 1,4-benzene dicarboxylic acid can be assigned to a mild absorption group at 3125 cm− 1. The 1675 and 1557 cm− 1 bands are administered as metabolites of C = O stretching vibration arising from the 1,4-benzene dicarboxylic acid, and methyl imidazole C-C aromatic ring skeletal vibration, respectively. Around 1345 cm− 1 the solid band corresponds to the stretching pulse of the C-O. In addition, the asymmetric and symmetric stretching vibrations O-C = O and also the C-O stretching vibration of unreacted 1,4-benzene dicarboxylic acid and reacted acid variety will be assigned to the absorption bands within the area 813 to 1095 cm− 1. The 659 to 749 cm− 1 band are allocated to aromatic ring vibrations in and out of plane bending [20].
The Ca-MOF FTIR spectrum is shown in Fig. 4. The broad absorption band based at 3250 − 3000 cm− 1 is due to the presence of hydrogen-bonding links between frameworks. Two high peaks of 1513 cm− 1and 1369 cm− 1could be ascribed to the TPA's stretching vibrations of mass (O-C = O) and ms (O-C-O). Bending movements of m(C-H) occurred at 829 and 744 cm− 1 (phenyl) indicates the existence of Ca-O bonds. The C = O change of carboxylate vibrations shows that the bonding with the metal Ca+ 2 is formed centrally with the ligand terephthalic acid.
3.5 PXRD studies
The sharp peaks in the PXRD pattern (Fig. 5), which shows the material's crystalline existence. The major metallic peaks at 2θ levels, 10.34, 13.74, 19.67, 21.65 and 27.65, indicate metal coordination to form the complex through the ligands.
Figure 5 shows the Co-MOF PXRD sequence, which shows the presence of the prominent metallic peak at 2θ values at 10.43, 18.48, 20.97, 30.55 and 31.84 indicates metal and ligand coordination to form a complex. A pattern of a lot of noise and extra peaks suggests the phase structure and purity of the obtained products. It means the resulting phase is strongly crystalline and solid. Such results confirm the Co-MOF's particulate size and also its excellent crystalline composition.
3.6 FESEM
Figure 6 displays the Co-MOF FESEM images at various magnifications (1, 2, 20µm, and 200 nm). The images show the shoe soles like cluster close to structures. Unlike slabs they also appear with rough and broken surfaces.
Though Ca-MOF, the particles are free and agglomerated particles with probably the same phase (as shown by XRD results). Figure 6 displays the FESEM images of Ca-MOF in different magnifications (1 and 200 nm).
3.7 EDX
EDX analysis was performed in order to identify the elements present in the synthesized Co-MOF and Ca-MOF. The Ca-MOF and Co-MOF EDX spectrum (Fig. 7) shows elemental peaks of C, O and Co and Ca with a weight ratio. Thus the EDX analysis confirms the basic composition of the Ca-MOF and Co-MOF (Table 4).
Table 4
Percentage composition of Co-MOF and Ca-MOF
Name of the compounds | Percentage Composition |
Cobalt | Carbon | Oxygen | Total% |
Co-MOF | 26.15 | 58.28 | 15.57 | 100 |
Ca-MOF | Percentage Composition |
Calcium | Carbon | Oxygen | Total% |
27.18 | 37.61 | 35.21 | 100 |
3.8 BET surface area measurement
N2 adsorption was measured for the pore volume and surface area of Co-MOF using a NOVA-1000 BET surface area analyser instrument. During 4 hours products were degassed at 180°C. Co-MOF surface area was calculated using the non-local functional density theory (NLDFT). For the substances, the pore textural properties, the surface area of the BET, the total pore width, the average pore diameter of the adsorption, and the Langmuir specific surface area were measured. Figure 8 shows the Co-MOF isotherms of N2 adsorption–desorption. The isothermic sorption obtained with nitrogen gas indicates type IV isotherm with no hysteresis indicating the existence of the microporous complex. The BET surface area obtained, 109.8 m2g-1 has provided the adsorption potential of our compounds with the adsorbed volume = 5.27 m2g-1 and the micropore volume = 0.01391 cc / g corresponding to the average pore diameter = 50.619Å.
Figure 8 shows the N2 adsorption–desorption isotherms of Ca-MOF. The adsorption isotherms obtained with nitrogen gas signify type IV isotherm with no hysteresis, which indicates the microporous structure of the material. Obtained BET surface area is about 3.4262m2/g, which represents the adsorption capacity of our compounds. The adsorption capacity reaches (the amount adsorbed) the value of about 6.575m2/g-1 and the average pore diameter of about 39.17Å, which corresponds to micropore volume, 0.1055 cc/g.
3.9 TGA analysis
Figure 9 shows the Thermogravimetric curve for the compound measured at a heating rate of 20°C/ min without pre-treatment under an N2 atmosphere. The Co-MOF indicates three points for weight loss. The first weight loss between the temperature range of 100°C and 210°C was observed, the second weight loss between 250°C-450°C was observed, and the third weight loss was observed between 450°C-550°C. The first weight loss (20%) between the 250°C-450°C region was observed, which could be due to the loss of free lattice molecule DMF, and also. The second weight loss of around 14%was observed between 250°C-450° C and 35% weight loss observed between 450°C-550°C can be due to the elimination of the phenyl ring and carboxylate group. No such weight loss was found till 600°C after this. At the start all solvent molecules had vanished. The framework breaks down, leading to the end product being amorphous material. In the temperature range up to 150°C the Co-MOF is stable.
Figure 9 shows that the material is stable up to 200°C the weight loss at two points. First weight loss was observed between the temperature 200–250°C and the second weight loss was observed in the range 450–600°C. The first weight loss of about 8% in the range 200–250°C could be attributed to the loss of free DMF molecule. The second weight loss of about 40% was observed in the range of temperature 450–600°C, which could be due to the cleavage of the phenyl ring and the carboxylate group.