Tolfenamic Acid

(Last updated 13 March 2023)

Embedded image

Figure . The molecular diagram of Tolfenamic Acid.

CSP studies

Ogaga Uzoh did a limited search on tolfenamic acid as part of his work on whether the fenamate group was a polymorphophore. Unfortunately, this was too limited to find many experimentally observed crystal structures, and so it was repeated by Louise at a later date.

REFCODEKAXXAI
FormulaC14 H12 Cl1 N1 O2
Common NameTolfenamic Acid
IUPAC Systematic Name2-((3-Chloro-2-methylphenyl)amino)benzoic acid
Other NamesN-(2-Methyl-3-chlorophenyl)anthranilic acid
CSD RefcodesKAXXAI, KAXXAI01, KAXXAI02, KAXXAI03, KAXXAI04, KAXXAI05, KAXXAI06, KAXXAI07, KAXXAI11
Search IdentifierA
ScientistOgaga Uzoh
Date2011
PublicationUzoh OG, Cruz-Cabeza AJ, Price SL 2012. Cryst Growth Des 12, 4230-4239. DOI: Open paper (10.1021/cg3007348)
Energy Model1
Study_ID10
ProgramsCrystalPredictor (1.8), CrystalOptimizer (2.1), DMACRYS (2.0.4)
Location on S Drive/CHEMISTRY_CPOSS/Fenamates/TolfenamicAcid/KAXXAI_CO
Potential DescriptionCrystalOptimizer PBE1PBE/6-31+G(d) intramolecular energy with PBE1PBE/6-31+G(d) charge density and FIT potential
Energy Model2
Study_ID30 (published)
ProgramsStudy_ID=10, DMACRYS (2.0.4)
Location on S Drive/CHEMISTRY_CPOSS/Fenamates/TolfenamicAcid/KAXXAI_PCM
Potential DescriptionGDMA2.2(PCMdielectric3(PBE1PBE/6-31+G(d))) + FIT
Search IdentifierB
ScientistLouise Price
Date2016
PublicationCase, D. H.; Srirambhatla, V. K.; Guo, R.; Watson, R. E.; Price, L. S.; Polyzois, H.; Cockcroft, J. K.; Florence, A. J.; Tocher, D. A.; Price, S. L., Successful Computationally Directed Templating of Metastable Pharmaceutical Polymorphs. Crystal Growth & Design 2018, 18, (9), 5322-5331. DOI: Open paper (10.1021/acs.cgd.8b00765)
Energy Model1
Study_ID21
ProgramsCrystalPredictor (1.8), dmaflex-Quick, DMACRYS (2.2.0.1)
Location on S Drive/CHEMISTRY_CPOSS/Fenamates/TolfenamicAcid/KAXXAI_CP
Potential DescriptionCrystalPredictor + DMAflex-Quick, rotated charge densities from B3LYP/6-31G(d,p) + FIT
Energy Model2
Study_ID11
ProgramsStudy_ID=21, CrystalOptimizer (2.4.m), DMACRYS (2.2.0.1)
Location on S Drive/CHEMISTRY_CPOSS/Fenamates/TolfenamicAcid/KAXXAI_CO2
Potential DescriptionCrystalOptimizer PBE1PBE/6-31+G(d) intramolecular energy with PBE1PBE/6-31+G(d) charge density and FIT potential
Energy Model3
Study_ID31 (published)
ProgramsStudy_ID=11, DMACRYS (2.2.0.1)
Location on S Drive/CHEMISTRY_CPOSS/Fenamates/TolfenamicAcid/KAXXAI_PCM2
Potential DescriptionGDMA2.2(PCMdielectric3(PBE1PBE/6-31+G(d))) + FIT
Energy Model4
Date2024
PublicationDatabase updating paper
Study_ID12 (includes pDFT-D)
ProgramsStudy_ID=11, CrystalOptimizer (2.4.7), DMACRYS (2.3.1.1)
Location on S Drive/CHEMISTRY_CPOSS/Fenamates/TolfenamicAcid/KAXXAI_DFT
Potential DescriptionCrystalOptimizer PBE1PBE/6-31+G(d) intramolecular energy with PBE1PBE/6-31+G(d) charge density and FIT potential

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Figure . Crystal energy landscapes of Tolfenamic Acid from previous work. (Top) the original work by Ogaga Uzoh with (left) CrystalOptimizer refinement and (right) PCM refinement. (Middle, bottom) the repeated work by Louise Price with (middle left) the CrystalPredictor search, (middle right) CrystalOptimizer refinement and (bottom) PCM refinement.

CSD structures (CSD version 5.43 with Mar, Jun, Sep and Nov 2022 updates)

Table . Crystallographic information for CSD entries for Tolfenamic Acid. Different polymorphs are coloured differently.

REFCODEspace groupZ’a / Åb / Åc / Åα / °β / °γ / °density / g cm-3Form
KAXXAIP21/n13.83621.99714.2059094.11901.454yellow II
KAXXAI01P21/c14.82632.1288.04190104.88901.443white I
KAXXAI02P21/c27.635611.30528.0659093.03901.437III
KAXXAI03P-137.523714.330817.592103.6898.25393.0381.435IV
KAXXAI04P-117.64889.0169.4184107.38592.062101.6621.439V
KAXXAI05P21/n16.74829.1537.190112.829901.35VII
KAXXAI06P-118.002516.47424.842295.735105.22294.7521.427VIII
KAXXAI07P-116.74827.203414.340677.49778.94765.9631.408VI
KAXXAI08P-116.70497.277814.16377.16779.90865.4871.424VI
KAXXAI09P21/c14.828332.08328.022190104.936901.448I
KAXXAI10P21/n13.8461821.950214.17649094.235901.456II
KAXXAI11P21/c110.58417.850314.971890101.399901.425IX

Table . Experimental information for CSD entries for Tolfenamic Acid.

REFCODEspace groupR factorT / KYearComments
KAXXAIP21/n2.91101989Rapid cooling of a boiling 96% ethanol solution using an ice bath1
KAXXAI01P21/c5.21101989Recrystallization from absolute ethanol1
KAXXAI02P21/c4.48852009Grown from an ethanol solution using nonpolar aromatic polymers as heteronuclei2
KAXXAI03P-17.23852009Grown from an ethanol solution using nonpolar aromatic polymers as heteronuclei2
KAXXAI04P-16.58852009Grown from an ethanol solution using nonpolar aromatic polymers as heteronuclei2
KAXXAI05P21/n7.042932018Sublimation onto tolfenamic/flufenamic acid solid solution.3
KAXXAI06P-116.11202018Sublimation onto a metal surface.3
KAXXAI07P-15.031512018Sublimation onto isomorphous mefenamic acid form I.3
KAXXAI08P-17.92100202050 mg of TFA was dissolved in 10 ml of acetone:methanol (1:1) solvent mixture at 50 to 55°C to produce clear solution which was then allowed to cool without stirring. After cooling to 30°C, a couple of single crystals of MFA form I were added to the solution. Upon evaporation of the solvent, crystals of TFA form VI were obtained.4
KAXXAI09P21/c6.411002020Slow evaporation at room temperature from ethyl acetate.5
KAXXAI10P21/n4.561502020Attempted salt crystallization experiment. A 1:1 molar ratio of tolfenamic acid and N-(2-hydroxyethyl)pyrrolidine were dissolved in ethyl acetate. This was left to slowly evaporate giving yellow needle crystals of pure form II.5
KAXXAI11P21/c5.772932021A suspension of tolfenamic acid form I in 2-propanol was heated to 50°C. After dissolution and filtering into a crystallizing dish, the dish was covered with parafilm and put in a fridge at 5°C. After two hours a few blocky crystals of form IX were discovered concomitantly with forms I and II.6

Other notes

REFCODES for solid solutions are SIMDOK (60TFA:04FFA), SIMDOK01 (53TFA:47FFA), SIMFUS (25MFA:75TFA), SIMGAZ (57MFA:42TFA), SIMGED (42MFA:58TFA).

TFA-VII is isomorphous with a TFA/FFA solid solution

TFA-VI is isomorphous with MFA-I

Matches in the CO2 search (with 10 or more molecules out of 25)

KAXXAI01 (Form I, Z’=1)=A4121 (RMSD25=0.350 Å)=E1 (RMSD25=0.349 Å)
\nKAXXAI01~A211 (19/25); A2 (19/25); A41 (19/25); A495 (19/25); A4136 (19/25); E7 (19/25); A2497 (13/25)

KAXXAI (Form II, Z’=1)=A283 (RMSD25=0.284 Å)=E2 (RMSD25=0.286 Å)
\nKAXXAI~A147 (16/26); A269 (14/25); A133 (13/25); A221 (13/25); A35 (13/25); A628 (13/25); A22 (12/25); A31 (12/25); A61 (12/25); A96 (12/25); A1516 (12/25); A188 (11/25); A292 (11/25); A34 (11/25); A216 (10/25); A1040 (10/25)

KAXXAI02 (Form III, Z’=2)=A93 (RMSD25=0.313 Å)=E3 (RMSD25=0.303 Å)
\nKAXXAI02~A4420 (20/25); A917 (19/25); A983 (19/25); A2741 (19/25); A4809 (19/25); E61 (19/25); E4 (18/25); E62 (18/25); A3724 (17/25); A2859 (14/25); A1731 (11/25)

KAXXAI03 (Form IV, Z’=3)
\nKAXXAI03~A93 (16/25); A983 (16/25); E61 (22/25); E3 (19/25); E4 (19/25); E62 (19/25); A2741 (16/25); A2859 (16/25); A3724 (16/25);A4420 (16/25); A1646 (11/25); A4809 (10/25)

KAXXAI04 (Form V, Z’=1)

KAXXAI07 (Form VI, Z’=1)=A917 (RMSD25=0.497 Å)=E4 (RMSD25=0.345 Å)=E61 (RMSD25=0.484 Å)
\nKAXXAI07~A93 (19/25); A983 (19/25); A2859 (19/25); E3 (19/25); E62 (19/25); A3724 (17/25); A1731 (15/25); A1803 (12/25); A4420 (12/25); A2741 (10/25)

KAXXAI05 (Form VII, Z’=1)=A4809 (RMSD25=0.977 Å)
\nKAXXAI05~A4420 (20/25); A93 (19/25); A917 (19/25); A983 (19/25); A2741 (19/25); A2859 (19/25); A3724 (19/25); E3 (19/25); E4 (19/25); E61 (19/25); E62 (19/25); A1731 (15/25)

KAXXAI06 (Form VIII, Z’=1)=A495 (RMSD25=0.730 Å)=A2 (RMSD25=0.745 Å)=E7 (RMSD25=0.723 Å)
\nKAXXAI06~A211 (19/25); A4121 (19/25); A4136 (19/25); E1 (19/25); A41 (18/25); A2497 (14/25); A1046 (13/25); A2488 (13/25); A333 (12/25); A404 (12/25); A40 (12/25); A497 (12/25); A1613 (12/25); A5242 (12/25); A1324 (11/25); A113 (10/25); A535 (10/25)

KAXXAI11 (Form IX, Z’=1)=A5102 (RMSD25=0.2 Å)
\nKAXXAI11~A1646 (17/25)

(a) (Form I from search)
Embedded image
(b) (Form I experimental minimized)
(c) (Form II from search)(d) (Form II experimental minimized)
(e) (Form III from search)(f) (Form III experimental minimized)
(g) (Form VI from search)(h) (Form VI overlaid with experimental form IV minimized)
(i) (Form VI experimental major component)(j) (Form VII from search)
(k) (Form VIII from search)(l) (Form VIII from search)
(m) (Form VIII experimental minimized)(n) (Form IX from search)

Figure . Overlays of (a) KAXXAI01 (by element) with A4121 (green) (RMSD25=0.350 Å), (b) KAXXAI01 (by element) with E1 (green) (RMSD25=0.349 Å), (c) KAXXAI (by element) with A283 (green) (RMSD25=0.284 Å), (d) KAXXAI (by element) with E2 (green) (RMSD25=0.286 Å),
\n(e) KAXXAI02 (by element) with A93 (green) (RMSD25=0.313 Å), (f) KAXXAI02 (by element) with E3 (green) (RMSD25=0.303 Å), (g) KAXXAI07 (by element) with A917 (green) (RMSD25= 0.497 Å), (h) KAXXAI07 (by element) with E4 (green) (RMSD25=0.345 Å), (i) KAXXAI07 (by element) with E61 (green) (RMSD25=0.484 Å), (j) KAXXAI05 (by element) with A4809 (green) (RMSD25=0.977 Å), (k) KAXXAI06 (by element) with A495 (green) (RMSD25=0.730 Å), (l) KAXXAI06 (by element) with A2 (green) (RMSD25=0.745 Å), (m) KAXAI06 (by element) with E7 (green) (RMSD25=0.723 Å), (n) KAXXAI11 (by element) with A5102 (green) (RMSD25=0.2 Å).

Matches in Ogaga’s search

KAXXAI01 (Form I, Z’=1)=A8 (RMSD25=0.363 Å)=A2144 (RMSD25=0.377 Å)
\nKAXXAI01~A15 (19/25)

KAXXAI (Form II, Z’=1)=A38 (RMSD25=0.289 Å)
\nKAXXAI~A45 (12/25); A82 (12/25); A95 (12/25); A42 (11/25); A975 (11/25); A80 (10/25); A4, (9/25); A526 (9/25); A73 (9/25)

KAXXAI03 (Form IV, Z’=3)~A470 (9/25)

KAXXAI07 (Form VI, Z’=1)~A470 (9/25)

KAXXAI06 (Form VIII, Z’=1)=A15 (RMSD25=0.728 Å)
\nKAXXAI06~A2144 (19/25); A8 (19/25)

(a)
Embedded image
(b)
(c)(d)

Figure . Overlays of (a) KAXXAI01 (by element) with A8 (green) (RMSD25=0.363 Å), (b) KAXXAI01 (by element) with A2144 (green) (RMSD25=0.377 Å), (c) KAXXAI (by element) with A38 (green) (RMSD25=0.289 Å), and (d) KAXXAI06 (be element) with A15 (green) (RMSD25=0.728 Å).

Previous CASTEP calculations

a4809An optimization
G06spA single point energy
kaxxaiAn optimization
newopt (Jul 25 2017)An optimization
D02A single point energy
MBDstarA single point energy
opt2 (Jun 14 2015)An optimization
G06spA single point energy
MBDstarA single point energy
phononA phonon calculation
opt3 (Jun 14 2016)An optimization
opt4 (Jun 18 2016)An optimization
fgs4An optimization
kaxxai01An optimization
newopt (Jul 26 2017)An optimization
D02A single point energy
MBDstarA single point energy
opt2 (Jun 14 2015)An optimization
G06spA single point energy
MBDstarA single point energy
phononA phonon calculation
opt3 (Jun 14 2016)An optimization
opt4 (Jun 19 2016)An optimization
fgs4A single point energy
kaxxai02An optimization
opt2An optimization
G06spA single point energy
MBDstarA single point energy
phononA phonon calculation
kaxxai03An optimization
opt2An optimization
D02optAn optimization
G06spA single point energy
MBDstarA single point energy
phononA phonon calculation
kaxxai04miAn optimization
opt2An optimization
G06spA single point energy
MBDstarA single point energy
phononA phonon calculation
kaxxai04mjAn optimization
opt2An optimization
G06spA single point energy
MBDstarA single point energy
phononA phonon calculation
ta_158An optimization
ta_1666_maAn optimization
opt2An optimization
G06spA single point energy
phononA phonon calculation
ta_237_maAn optimization
opt2An optimization
G06spA single point energy
phononA phonon calculation
ta_288_maAn optimization
opt2An optimization
G06spA single point energy
phononA phonon calculation
ta_497_maAn optimization
opt2An optimization
G06spA single point energy
phononA phonon calculation
ta_510_maAn optimization
opt2An optimization
G06spA single point energy
phononA phonon calculation
ta_889_maAn optimization
opt2An optimization
G06spA single point energy
phononA phonon calculation
ta_978_maAn optimization
opt2An optimization
G06spA single point energy
phonon
ta_fpamcaAn optimization
D02A single point energy
MBDstarA single point energy
ta_fpamca11An optimization
D02A single point energy
MBDstarA single point energy
TSspA single point energy
ta_ss_ffaAn optimization
D02A single point energy
MBDstarA single point energy
ta_viiAn optimization
G06spA single point energy
MBDstarA single point energy
phononA phonon calculation
ta_vi_miAn optimization
D02optAn optimization
G06spA single point energy
MBDstarA single point energy
phononA phonon calculation
ta_vi_mjAn optimization
D02optAn optimization
G06spA single point energy
MBDstarA single point energy
phononA phonon calculation
ta_xyanacAn optimization
opt2An optimization
G06spA single point energy
phononA phonon calculation
ta_xyanac02miAn optimization
opt2An optimization
G06spA single point energy
phononA phonon calculation
ta_xyanac02mjAn optimization
opt2An optimization
G06spA single point energy
phononA phonon calculation
ta_xyanac03An optimization
opt2An optimization
G06spA single point energy
MBDstarA single point energy
phononA phonon calculation

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2. V. Lopez-Mejias, J. W. Kampf and A. J. Matzger, Journal of the American Chemical Society, 2009, 131, 4554-4555.

3. D. H. Case, V. K. Srirambhatla, R. Guo, R. E. Watson, L. S. Price, H. Polyzois, J. K. Cockcroft, A. J. Florence, D. A. Tocher and S. L. Price, Crystal Growth & Design, 2018, 18, 5322-5331.

4. S. Ranjan, R. Devarapalli, S. Kundu, S. Saha, S. Deolka, V. R. Vangala and C. M. Reddy, IUCrJ, 2020, 7, 173-183.

5. H. Blade, C. D. Blundell and I. J. Vitorica-Yrezabal, Acta Crystallographica Section E, 2020, 76, 1421-1426.

6. P. Sacchi, S. M. Reutzel-Edens and A. J. Cruz-Cabeza, CrystEngComm, 2021, 23, 3636-3647.

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