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Subscriber access provided by UNIV OF CALIFORNIA SAN DIEGO LIBRARIES Article Picolinic and Isonicotinic Acids: a Fourier Transform Microwave Spectroscopy Study Isabel Peña, Marcelino Varela, Vanina Franco, Juan Carlos Lopez, Carlos Cabezas, and Jose Luis Alonso J. Phys. Chem. A, Just Accepted Manuscript • DOI: 10.1021/jp509823v • Publication Date (Web): 10 Nov 2014 Downloaded from http://pubs.acs.org on November 17, 2014

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The Journal of Physical Chemistry A is published by the American Chemical Society. 1155 Sixteenth Street N.W., Washington, DC 20036 Published by American Chemical Society. Copyright © American Chemical Society. However, no copyright claim is made to original U.S. Government works, or works produced by employees of any Commonwealth realm Crown government in the course of their duties. Page 1 of 24 The Journal of Physical Chemistry

1 2 3 4 5 6 7 8 Picolinic and Isonicotinic Acids: a Fourier 9 10 11 12 Transform Microwave Spectroscopy Study 13 14 15 16 17 Isabel Peña, Marcelino Varela, Vanina G. Franco, Juan C. López, Carlos Cabezas and José L. 18 19 Alonso* a 20 21 22 aGrupo de Espectroscopia Molecular (GEM). Edificio Quifima. Laboratorios de Espectroscopia 23 24 25 y Bioespectroscopia. Unidad Asociada CSIC. Universidad de Valladolid, 47011 Valladolid, 26 27 Spain 28 29 30 31 KEYWORDS Conformational analysis; Laser ablation; Hydrogen bonding; Mesomeric effect; 32 33 Molecular structure 34 35 36 37 ABSTRACT The rotational spectra of laser ablated picolinic and isonicotinic acids have been 38 39 studied using broadband chirped pulse (CPFTMW) and narrowband molecular beam (MB 40 41 42 FTMW) Fourier transform microwave spectroscopies. Two conformers of , scisI 43 44 and scisII, and one conformer of isonicotinic acid have been identified through the analysis of 45 46 their rotational spectra. The values of the inertial defect and the quadrupole coupling constants 47 48 49 obtained for the most stable scisI conformer of picolinic acid, evidence the formation of an O 50 51 H···N hydrogen bond between the acid group and the endocyclic N atom. The stabilization 52 53 provided by this hydrogen bond compensates the destabilization energy due to the adoption of a 54 55 56 COOH trans configuration in this conformer. Its rs structure has been derived from the rotational 57 58 59 60 ACS Paragon Plus Environment 1

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1 2 3 spectra of several 13 C, 15 N and 18 O species observed in their natural abundances. Mesomeric 4 5 14 6 effects have been revealed by comparing the experimental values of the N nuclear quadrupole 7 8 coupling constants in the isomeric series of picolinic, isonicotinic and nicotinic acids. 9 10 11 12 INTRODUCTION 13 14 The two isomeric molecules picolinic (2carboxylic acid) and isonicotinic (pyridine 15 16 17 4carboxylic acid) acids (C 6H5NO 2) are pyridine derivatives which have a great interest due to 18 19 their chemical and biological properties. The isonicotinic acid is a main metabolite of 20 21 1 22 isonicotinic acid which is used as a therapeutic drug for tuberculosis. The picolinic 23 24 acid is an endogenous metabolite of Ltryptophan which has been detected in several biological 25 26 mediums as blood serum, cerebrospinal fluid, human milk, pancreatic juice and intestinal 27 28 25 29 homogenates. Picolinic acid is also known as a metal chelating agent in the human body. They 30 31 have been investigated in condensed phases using IR, Raman and Xray techniques 613 but none 32 33 of them provide a detailed conformational picture about these isomeric species. Hence, the 34 35 36 experimental and theoretical vibrational spectra have been interpreted in terms of the 37 38 wavenumbers and intensities of selected experimental bands,11 which have been compared and 39 40 discussed on the basis of the position of the nitrogen atom in the aromatic ring. All results 41 42 43 indicate that the structural propensities observed in condensed phases are strongly biased by 44 45 interactions with the solvent or the crystal packing forces.12,13 46 47 48 The unambiguous characterization of the intrinsic conformational preferences can be achieved 49 50 through the analysis of the rotational spectra. Molecules placed in an isolated environment such 51 52 as that provided by the gas phase, free of the interactions with the solvent, exhibit their intrinsic 53 54 55 molecular properties. In the present work we have investigated the rotational spectra of the 56 57 biological active molecules picolinic and isonicotic acids to obtain precise information on their 58 59 60 ACS Paragon Plus Environment 2

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1 2 3 conformation and structure. The combination of narrowband molecular beam Fourier transform 4 5 6 microwave (MBFTMW) spectroscopy and broadband chirped pulse Fourier transform (CP 7 8 FTMW) with laser ablation (LA) vaporization provides a powerful experimental tool 14,15 which 9 10 11 allows the investigation of the rotational spectra of solid biomolecules such as natural amino 12 16 17 18 19 13 acids, dipeptides, nucleic acid bases, and monosacharides in the gas phase. We present 14 15 here the first experimental rotational studies of picolinic and isonicotinic acids using a 16 17 18 combination of the aforementioned techniques. The results have been compared with those 19 20 previously reported for nicotinic acid (pyridine3carboxylic acid), in which two conformers, s 21 22 cis and strans have been recently unveiled.14 23 24 25 26 27 EXPERIMENTAL SECTION 28 29 Details of the Chirpedpulse Fourier transform microwave (CPFTMW) spectrometer coupled 30 31 14 32 with a laser ablation source are given elsewhere. Cylindrical rods of picolinic acid (m.p.: 138 33 34 ºC) and isonicotinic acid (m.p.: 310 ºC) samples were obtained by pressing a mixture formed by 35 36 37 fine powder of the substances with a few drops of a commercial binder, in a hydraulic bench 38 14 39 press. They were vaporized in the ablation nozzle of the spectrometer using the third harmonic 40 41 (355nm) of a ps Nd:YAG laser (Ekspla, 20ps 15mJ/pulse). The vaporized molecules seeded in 42 43 44 the carrier gas Ne (stagnation pressure of 10 bar) were expanded supersonically into the vacuum 45 46 chamber and probed by a microwave chirped pulse. Up to 60 000 individual free induction 47 48 decays (4 FIDs on each valve cycle) for picolinic and isonicotinic acids were averaged in the 49 50 51 time domain and Fourier transformed to obtain the frequency domain rotational spectra from 6 to 52 53 10.2 GHz shown in Figures 1 and 2. A KaiserBessel window was applied to increase the 54 55 baseline resolution. 56 57 58 59 60 ACS Paragon Plus Environment 3

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1 2 3 Additional measurements were done using the higher resolution of our LAMBFTMW 4 5 15 14 6 spectrometer to resolve the N nuclear quadrupole coupling hyperfine structure. This 7 8 spectrometer which works in the 412 GHz frequency region uses a laser ablation system with a 9 10 11 pslaser (Quantel, 35ps 12mJ/pulse). The vaporized molecules were seeded in Ne at 15 bar of 12 13 pressure and introduced into a FabryPérot resonator to form a supersonic jet. A short microwave 14 15 radiation pulse (0.3s) was then applied to macroscopically polarize the molecules in the beam. 16 17 18 The subsequent molecular emission signal was collected and Fourier transformed to obtain the 19 20 spectrum in the frequency domain. In our setup, the microwave radiation travels parallel to the 21 22 23 axis of the resonator, and consequently, all transitions appear as doublets because of the Doppler 24 25 effect (see inlets of Figure 1). The line width in this experiment is of ca. 5 kHz and the accuracy 26 27 of the frequency measurements is better than 3 kHz. 28 29 30 31 32 RESULTS AND DISCUSSION 33 34 Rotational spectra analysis 35 36 37 According to simple considerations based on the expected coplanarity of the acid and pyridine 38 39 moieties, two possible arrangements scis or strans of the –COOH group relative to the N atom 40 41 can be anticipated for picolinic acid. In the scis configuration, in which the OH group and the 42 43 44 N atom are at the same side, two conformers scisI and scisII have to be considered. 45 46 Conformer scisI presents an OH···N intramolecular hydrogen bond with a destabilizing – 47 48 49 COOH trans configuration, while conformer scisII shows a –COOH cis configuration . 50 51 Geometry optimizations for the three plausible conformers were carried out at the MP2/6 52 53 311++G(d,p) 20 level of theory with the Gaussian suite of programs 21 and the predicted rotational 54 55 56 spectroscopic constants are summarized in Table 1. 57 58 59 60 ACS Paragon Plus Environment 4

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1 2 3 The conformers of picolinic acid are near prolate asymmetric tops with recognizable rotational 4 5 6 spectrum patterns of atype Rbranch transitions separated by frequency intervals of 7 8 approximately B + C values of rotational constants. Initial inspection of the broadband CP 9 10 11 FTMW rotational spectrum shown in Figure 1(a) soon revealed two sets of intense Rbranch a 12 13 type rotational transitions (with J’ ←J’’= 3←2 and 4 ←3) belonging to a first rotamer A. 14 15 16 Rotational transitions exhibit the typical hyperfine structure arising from the interaction between 17 18 the electric quadrupole moment of the 14 N nucleus (I=1) and the electric field gradient created by 19 20 all the molecular charges at the site of this nucleus. Nevertheless, this hyperfine structure is not 21 22 23 well resolved by the CPFTMW technique so only the central frequencies were used in a rigid 24 25 rotor analysis to obtain a preliminary set of rotational constants employed in the initial stage of 26 27 28 the assignment procedure. b and c type transitions were also predicted but not observed. All 29 30 the assigned rotational transitions were subsequently submitted to the high resolution of our LA 31 32 MBFTMW spectrometer to resolve their hyperfine structure (see inlet of Figure 1(a)). Hence, a 33 34 35 total of 30 hyperfine components belonging to nine atype Rbranch transitions were collected 36 37 22 and fitted to a Hamiltonian H=HR+ HQ, where HR is the rigid rotor Hamiltonian term and HQ is 38 39 23 40 the nuclear quadrupole coupling interaction term. The Hamiltonian was set up in the coupled 41 42 basis set I+J=F, so the energy levels involved in each transition are labeled with the quantum 43 44 numbers J, K , K , F. The derived spectroscopic parameters for rotamer A are listed in Table 2. 45 -1 +1 46 47 Only the diagonal elements (χaa , χbb and χcc ) of the quadrupole coupling tensor χ were 48 49 determined in the fit of the observed transitions within the estimated accuracy of the frequency 50 51 52 measurements. The anisotropic quadrupole coupling tensor χ is related to the electric field 53 54 gradient tensor q at the quadrupolar nucleus through the nuclear quadrupole moment eQ by 55 56 57 χ=eQq. 58 59 60 ACS Paragon Plus Environment 5

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1 2 3 The high sensitivity reached in our experiment allowed us to extend the spectral measurements 4 5 13 15 18 6 to five monosubstituted C, N and one O species observed in their natural abundances 7 8 (approximately 1%, 0.4% and 0.2%) for the A rotamer (see Figure 1(b)).The analysis of the 13 C 9 10 15 11 spectra was performed with the same Hamiltonian used for the parent species. For the N 12 13 species no quadrupole coupling interaction takes place so its spectrum does not show hyperfine 14 15 structure. The 18 O species was only observed using the CPFTMW spectrometer and thus its 16 17 18 quadrupole coupling hyperfine structure was not resolved. The derived spectroscopic parameters 19 20 for the isotopic species are collected in Table 3. 21 22 Once the analysis of the parent and isotopic species of rotamer A was completed and the lines 23 24 25 discarded from the rotational spectra, very weak atype Rbranch transitions, belonging to a 26 27 second rotamer B, were identified. The intensities of the transitions are similar to those observed 28 29 13 30 for C species of rotamer A, as can be seen in Figure 1(b) for the 3 12 211 transition . No b and 31 32 c type transitions were observed. A total of 24 hyperfine components corresponding to the 33 34 35 detected nine atype Rbranch transitions were measured using LAMBFTMW spectroscopy 36 37 and analyzed with the same Hamiltonian mentioned above. The final set of rotational and nuclear 38 39 40 quadrupole coupling constants are listed in the second column of Table 2. 41 42 The spectrum of isonicotinic acid has been investigated following a similar procedure to that 43 44 described for picolinic acid. Differently from picolinic acid (ortho COOH substituted), in 45 46 47 isonicotinic acid (para COOH substituted), only the conformer in Table 4 can be expected. 48 49 Hence, the broadband CPFTMW rotational spectrum of Figure 2 only shows sets of intense R 50 51 branch and type rotational transitions attributable to one rotamer of isonicotinic acid. A 52 a b 53 14 54 total of 25 N hyperfine components from nine atype Rbranch transitions and 13 55 56 corresponding to five type Rbranch transitions were resolved and measured using LAMB 57 b 58 59 60 ACS Paragon Plus Environment 6

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1 2 3 FTMW spectroscopy (see inlet of Figure 2). All hyperfine components were fitted using the 4 5 6 same Hamiltonian as described for picolinic acid. The determined spectroscopic parameters are 7 8 also shown in Table 4. All frequency measurements for picolinic and isonicotinic acids are 9 10 11 provided as Supporting Information (Table S1S10). 12 13 14 15 Conformational identification and structure 16 17 18 Conformational identification is commonly achieved by comparing the experimentally 19 20 determined molecular properties with those predicted ab initio .24 In particular, the rotational 21 22 constants (A, B, C), the 14 N nuclear quadrupole coupling constants (χ , χ , χ ) and the values 23 aa bb cc 24 25 of the electric dipole moment components along the principal inertial axis ( a, b, c) should all 26 27 be consistent with ab initio values, even if only one of these tools is acting as the discriminating 28 29 30 element. 31 32 The values of the rotational constants depend on the mass distribution around the principal 33 34 inertial axes, so they are commonly used as conclusive tool in the identification of the observed 35 36 37 species. In picolinic acid, the experimental values for A and B rotamers in Table 2 are similar to 38 39 those predicted for scisI, scisII and strans conformers in Table 1, thus making difficult their 40 41 14 42 assignment. The same works for the N nuclear quadrupole coupling constants. This is reflected 43 44 in nearly identical quadrupole hyperfine patterns for both A and B rotamers, as can be seen in the 45 46 inlets of Figure 1 for the same 3 12 211 rotational transition. On this basis, the two observed 47 48 49 rotamers can be ascribed to the lowest energy conformers but an unambiguous identification to 50 51 specific conformers cannot be achieved using rotational and quadrupole coupling constants as 52 53 conformational tools. 54 55 56 57 58 59 60 ACS Paragon Plus Environment 7

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1 2 3 The nonobservation of µ type spectra for rotamers A and B and the predicted low values of 4 b 5 6 the µ b electric dipole moment component for conformers scisI and scisII points to the 7 8 presence of these conformers in the supersonic expansion. On the same basis, conformer strans 9 10 11 should be discarded due to the predicted high value of the µb dipole moment component. 12 13 Conformer scisI is predicted to be, by far, the most stable conformer of picolinic acid in 14 15 accordance with the intense observed rotational spectrum for rotamer A . Additionally, the 16 17 18 predicted changes in the rotational constants going from scisI to scisII are A~50.9 19 20 (55.1)MHz, B~23.62 (22.7)MHz and C~6.0 (9.1)MHz which match nicely with those 21 22 23 experimentally observed (in parentheses) in going from rotamer A to rotamer B. This allows the 24 25 identification of rotamers A and B as conformers scisI and scisII, respectively. For 26 27 isonicotinic acid, the predicted values of the rotational and quadrupole coupling constants for the 28 29 30 most stable species (see Table 4) are in excellent agreement with those experimentally observed. 31 32 The inertial defect values c in Table 2 obtained for the observed conformers give a measure 33 34 35 of the mass extension out of the ab plane. While for planar rigid molecules c should be strictly 36 37 zero, the ground state vibrational motions give rise to inertial defect values which are negative 38 39 2527 40 and close to zero. Hence, the planarity of all conformers is confirmed by the experimental 41 42 values of the inertial defect c (see table 2). The differences in the experimental inertial defect 43 44 values for picolinic acid conformers scisI andscisII and isonicotinic acid can be rationalized if 45 46 28 29 47 we compare them with those observed for related planar pyridine, benzoic acid or nicotinic 48 49 14 2 acid. Hence, while in pyridine, c is very small and positive(c =0.039 uÅ ), the negative 50 51 52 values observed for the rest of them collected in Table 6 indicates that outofplane vibrations 53 54 related to the presence of –COOH group have dominant contributions. 55 56 57 58 59 60 ACS Paragon Plus Environment 8

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1 2 3 4 A close look to the values in table 6 shows that the inertial defect for conformer scisI (c = 5 2 2 2 6 0.186uÅ ) is roughly half the value of benzoic (c =0.366 uÅ ), nicotinic (c =0.352uÅ and c 7 8 2 9 =0.374uÅ for conformers scis and strans, respectively) and isonicotinic acids (c = 10 2 11 0.38541uÅ ), which is, in turn, smaller than the inertial defect for conformer scisII (c =0.473 12 13 2 14 uÅ ). In other words we can affirm that the out of plane vibrational contributions of COOH in s 15 16 cisI are smaller than in the rest of species. This is in accordance with the observation of an 17 18 intramolecular OH···N hydrogen bond in the scisI conformer which limits in some extend the 19 20 21 amplitude of the outofplane –COOH vibration in this conformer. The fact that the c value 22 23 observed for conformer scisII is slightly higher than those of benzoic acid, nicotinic acid or 24 25 isonicotinic acid may be explained in terms of the N···O repulsions, which would contribute to 26 27 28 increase the amplitude of the outofplane –COOH vibrations in this conformer. These N···O 29 30 repulsions are not present in the meta and para positions of the COOH groups in nicotinic and 31 32 33 isonicotinic acids. 34 35 Finally, it should be noted that the value of the inertial defect is practically invariant in all the 36 37 isotopic species (Table 3) which constitutes and additional test for the planarity of scisI 38 39 40 conformer. This isotopic information was used to determine the coordinates of the substituted 41 42 atoms in the principal axis system using Kraitchmann’s substitution method 3032 and to determine 43 44 the bond distances and angles of the heavy atom skeleton listed in Table 5. 45 46 47 48 49 Quadrupole coupling constants: Intramolecular hydrogen bonding and mesomeric effect 50 51 52 An inspection of the experimental values of the nuclear quadrupole coupling constants could 53 14 54 reveal interesting information on the different nature of the observed conformers. The N 55 56 nucleus present in all the conformers posses a nonzero quadrupole moment (I =1) owing to a 57 58 59 60 ACS Paragon Plus Environment 9

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1 2 3 nonspherical distribution of the nuclear charge, which interacts with the electric field gradient 4 5 6 created by the rest of the molecule at the site of the nucleus. The associated experimentally 7 8 determinable molecular properties are the diagonal elements ( χaa ,χbb ,χcc ) of the nuclear 9 10 11 quadrupole coupling tensor that are directly related to the electronic environment around the 12 13 nitrogen nucleus referred to the principal inertial axes. For planar molecules, like those of 14 15 isomeric picolinic, nicotinic 14 and isonicotinic acids, the χ element of the quadrupole coupling 16 cc 17 18 tensor is coincident with one of the elements of the principal quadrupole coupling tensor and 19 20 provides information on the electric field gradient along the direction of an axis perpendicular to 21 22 3335 23 the aromatic ring. For pyrrolic nitrogens (N<) χcc is negative. In contrast, pyridinic nitrogens 24 25 3436 (−N=) have positive values of χcc . ConformersscisI and scisII of picolinic acid have 26 27 28 positive values for χcc indicating their pyridinic nature. However, while conformer scisII 29 30 presents a value for χcc of 3.594MHz very close to that of pyridine (see table 6), a markedly 31 32 33 lower value of 3.122 MHz is found for the scisI conformer. This difference cannot be attributed 34 35 to possible changes in the orientation of the principal inertial axes; both conformers differ only in 36 37 the orientation of the hydroxyl group. It must be ascribed to the formation of an intramolecular 38 39 40 hydrogen bond OH···N in the scisI conformer which increase slightly the pyrrolic character of 41 42 the nitrogen nucleus by diminishing the χcc value. 43 44 45 A more detailed analysis of the nuclear quadrupole coupling constants shows small 46 47 discrepancies in the χcc values in passing from ortho and para COOH substituted species to the 48 49 50 meta COOH ones. Hence, in the case of scisII picolinic ( ortho COOH substituted) and 51 52 isonicotinic (para COOH substituted) acids, one observes a small increase of the χcc with respect 53 54 to the values of nicotinic scis or strans 14 (meta COOH substituted), which adopt practically the 55 56 57 same value as for pyridine (see Table 6). Here an effect based on the exchange interaction of the 58 59 60 ACS Paragon Plus Environment 10

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1 2 3 36 4 lone electron pairs of the COOH substituent with the π electrons of the pyridine ring can be 5 3738 6 considered. This type of electron shift is termed mesomeric effect and is signified by –M or 7 8 +M, depending on whether the electron shift takes place from the aromatic ring to the substituent 9 10 11 (M), or in the reverse direction (+M). In the case of the isomeric series of picolinic, nicotinic 12 13 and isonicotinic acids, the electron distribution shift is in favor of the carboxylic group (M), 14 15 extracting electrons from the πring system in ortho and para positions (see Figure 3) which is 16 17 18 reported by an small but noticeable increase in the χcc values of about 0.2 MHz. For the scisI 19 20 21 conformer, the decrease in the value of χcc with respect to scisII conformer might be due to a 22 23 negative polarization at the N atom arising from the formation of a –COOH···N hydrogen bond. 24 25 26 27 28 CONCLUSIONS 29 30 In this work, two of the three plausible conformers of picolinic acid and the only plausible 31 32 conformer for isonicotinic acid have been observed. For the most stable conformer of picolinic 33 34 13 35 acid scisI the heavy atom skeleton structure has been determined from the observation of C, 36 37 18 O and 15 N isotopologues in natural abundance using the CPFTMW spectrometer. The 38 39 40 formation of an intramolecular OH···N hydrogen bond in the most stable conformer of picolinic 41 42 acid has been also revealed by its signatures in the quadrupole coupling constants and the 43 44 vibrational contributions to the inertial defect values. The formation of this hydrogen bond forces 45 46 47 the –COOH group to adopt a trans configuration, considerably less stable than its usual cis 48 49 configuration. The stabilization energy provided by this hydrogen bond interaction thus 50 51 compensates the destabilization due to the adoption of a COOH trans configuration. 52 53 54 The role of the quadrupole coupling constants has been also found to be essential to detect the 55 56 subtle effects of exchange interactions in aromatic systems. Hence, mesomeric effect from – 57 58 59 60 ACS Paragon Plus Environment 11

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1 2 3 COOH group in ortho and para positions has been unveiled in picolinic and isonicotinic acids by 4 5 6 comparing the χcc values of the quadrupole coupling constants to those found for nicotinic acid 7 8 and pyridine molecules. 9 10 11 It has been shown that the combination of laser ablation with the chirpedpulse Fourier 12 13 transform microwave spectroscopy (CPFTMW) provides an efficient tool in the analysis of the 14 15 rotational spectra of biomolecules with high melting points. This technique is complementary to 16 17 18 LAMBFTMW spectroscopy with superior resolution to resolve the hyperfine structure. Both 19 20 techniques constitute sensitive tools for the structure determination of biomolecules. 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 ACS Paragon Plus Environment 12

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1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 Figure 1. (a) The CPFTMW spectrum of laser ablated picolinic acid showing the groups of a 44 45 Rbranch transitions for rotamer A. The inlet shows the quadrupole hyperfine structure for the 46 47 3 ←2 transition measured with the LAMBFTMW spectrometer. (b) The 3 ←2 rotational 48 1,2 1,1 1,2 1,1 49 50 transition for the different isotopic species of rotamer A observed in their natural abundances. 51 52 The same rotational transition is observed for rotamer B. The resolved quadrupole hyperfine 53 54 55 structure by LAMBFTMW spectroscopy is also shown in the inlet. 56 57 58 59 60 ACS Paragon Plus Environment 13

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1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 Figure 2. The CPFTMW spectrum of laser ablated isonicotinic acid and the quadrupole 31 32 33 hyperfine structure for the 3 12 211 rotational transition obtained by LAMBFTMW spectroscopy. 34 35 36 37 38 39 δ− COOH δ− COOH 40 41 42 δ+ δ+ δ+ δ+ 43 N 44 45 N 46 δ+ δ+ 47 48 49 Figure 3. Resonance withdrawing effect in picolinic (left) and isonicotinic (right) acids. 50 51 52 53 54 55 56 57 58 59 60 ACS Paragon Plus Environment 14

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1 2 3 Table 1. Plausible conformers of picolinic acid together with the calculated a spectroscopic 4 5 6 parameters and energies. 7 8 9 10 11 12 13 14 15 OH ⋅⋅⋅N 16 17 18 19 20 s-cis-I s-cis-II s-trans 21 22 A/ B/Cb 3880/ 1286/ 96 6 3931/ 126 2/ 960 392 2/ 1255 / 960 23 |µ |/|µ |/ |µ | 5.8/ 0.4 /0.0 2.4/ 0.6/ 0.3 2.3/ 3.1/ 0.0 24 a b c 25 χaa /χbb / χcc 0.43/ 2.49/ 2.92 0.40/ 2.89/ 3.30 0.21/ 3.08/ 3.29 c 26 E MP2 0 1175 1486 d 27 G MP2 0 1107 1497 28 aAb initio calculations performed at the MP2/6311++G(d,p) level of theory. bA, B and C are the rotational constants 29 14 (in MHz); χaa ,χbb and χcc are the diagonal elements of the N nuclear quadrupole coupling tensor (in MHz); |µ a|, |µ b| 30 c and |µ c| are the electric dipole moment components (in D). Relative electronic energies calculated at MP2/6 31 311++G(d,p) electronic energies (in cm 1). dGibbs energies calculated at 298 K (in cm 1). 32 33 34 Table 2. Spectroscopic parameters determined for rotamers of A and B of picolinic acid. 35 36 37 38 Rotamer A (scisI) Rotamer B (scisII) 39 a d 40 A /MHz 3903.906 (16) 3958.969 (17) 41 B/MHz 1290.82296 (17) 1268.13439 (16) 42 C/MHz 970.41622 (15) 961.33930 (15) 43 /uÅ 2 0.18579(66) 0.47279 (68) 44 c 45 χaa /MHz 0.5601 (22) 0.5637 (38) 46 χbb /MHz 2.5718 (39) 3.030 (16) 47 χcc /MHz 3.1218 (39) 3.594 (16) 48 Nb 30 24 49 σc/kHz 1.9 1.7 50 a 2 51 A, B, and C represent the rotational constants; c = (I cIaIb)= 2Σi mi ci is the inertial defect; χaa, χbb and χcc are elements of the 14N nuclear quadrupole coupling tensor. bNumber of fitted hyperfine components. crms deviation of 52 d 53 the fit. Standard error in parenthesis in units of the last digit. 54 55 56 57 58 59 60 ACS Paragon Plus Environment 15

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1 2 3 Table 3. Experimental spectroscopic parameters for the observed isotopic species of rotamer A of picolinic acid. 4 5 6 15 18 7 C1 C4 C5 C6 C7 N O 8 a 9 A /MHz 3860.328 (16) 3856.905 (10) 3863.912 (12) 3903.771 (16) 3903.719 (19) 3865.356 (17) 3832.35 (41) 10 B/MHz 1281.01642 (17) 1289.77504 (10) 1278.27790 (12) 1269.79114 (17) 1281.84845 (19) 1290.33767 (18) 1257.0929 (64) 11 C/MHz 962.17613 (17) 966.89405 (10) 960.85157 (12) 958.47311 (16) 965.32392 (18) 967.74067 (18) 946.9194 (43) 12 /u Å2 0.1843 (7) 0.1843 (4) 0.1840 (5) 0.1858 (7) 0.1858 (8) 0.184 (16) 0.185 (19) 13 c 14 χaa /MHz 0.5366 (27) 0.5744 (25) 0.6259 (29) 0.568 (15) 0.5557 (29) 15 χbb /MHz 2.6033 (65) 2.540 (10) 2.516 (12) 2.583 (22) 2.5784 (60) 16 χcc /MHz 3.1399 (65) 3.115 (10) 3.1418 (12) 3.151 (22) 3.1340 (60) 17 Nb 26 24 23 19 27 9 5 18 σc/kHz 1.9 1.1 1.3 1.7 2.1 1.2 24.9 19 a 14 b A, B, and C represent the rotational constants; c is the inertial defect ; χaa, χbb and χcc are elements of the N nuclear quadrupole coupling tensor. Number of 20 c d 21 fitted hyperfine components. rms deviation of the fit. Standard error in parenthesis in units of the last digit. 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 ACS Paragon Plus Environment 16 47 48 49 50 51 52 53 54 55 56 57 58 59 60 Page 17 of 24 The Journal of Physical Chemistry

1 2 3 Table 4. Calculated a and experimental spectroscopic parameters for the observed rotamer of 4 5 6 isonicotinic acid. 7 8 9 Isonicotinic acid 10 Theor. Exp. 11 Ab/MHz 400 6 4027.83775 (63) e 12 13 B/MHz 1213 1219.95126 (12) 14 C/MHz 933 937.018821 (90) 2 15 c/u Å 1.3 0.38541 (11) 16 f |µ a|/D 1.4 Obs. 17 18 |µ b|/D 1.2 Obs. 19 |µ c|/D 0.1 20 χaa /MHz 4.94 5.0395 (46) 21 χbb /MHz 1.50 1.3574 (44) 22 χcc /MHz 3.44 3.6822 (44) 23 c 24 N 38 d 25 σ /kHz 1.6 26 aAb initio calculations performed at the MP2/6311++G(d,p) level of theory. bA, B and C are the rotational 2 27 constants; c = (I cIaIb)= 2Σi mi ci is the inertial defect; |µ a|, |µ b| and |µ c| are the electric dipole moment 14 c 28 components; χaa ,χbb and χcc are the diagonal elements of the N nuclear quadrupole coupling tensor. Number of 29 fitted hyperfine components. drms deviation of the fit. eStandard error in parenthesis in units of the last digit. 30 fObservation of a and btype spectra. 31 32 33 Table 5. Substitution coordinates and rs structure for conformer scisI of picolinic acid. 34 35 36 atom |a| |b| |c| a 37 b 38 C1 1.73073 (69) 1.21898 (98) 0 39 N2 0.3847 (31) 1.1396 (11) 0 c 40 C3 41 C4 0.5643 (21) 1.26006 (95) 0 42 43 C5 1.96007 (61) 1.1692 (10) 0 44 C6 2.55258 (47) 0.068 (18) 0 45 C7 1.65955 (72) 0.079 (15) 0 46 O8 2.29744 (52) 1.1289 (11) 0 47 r(C –N ) 1.35 (39) d 119.32 (47) 48 1 2 ∠∠∠C4–C5–C6 49 r(C 6–C1) 1.41 (16) ∠∠∠C5–C6–C1 118.88 (22) 50 r(C 5–C6) 1.37 (17) ∠∠∠C6–C1–N2 122.15 (57) 51 r(C 4–C5) 1.40 (29) 52 r(C 7–O8) 1.23 (14) 53 aA planar structure has been assumed. bPrincipalinertialaxis coordinates in Å; derived errors in parentheses in 54 units of the last digit; These were calculated according to Constains formula: σ(x)=K/ x;σ(x) is the error in the x 55 2 c 13 coordinate and K=0.0012 Å . The rotational transitions of the C species of the C 3carbon atom are so close to those 56 of the parent species that become undetectable. dDistances in Å and angles in degrees. 57 58 59 60 ACS Paragon Plus Environment 17

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1 2 3 4

5 2 14 6 Table 6. Experimental inertial defects (inuǺ ) and N quadrupole coupling constants (in MHz) 7 8 of picolinic and isonicotinic acids compared to those of nicotinic acid, benzoic acid and pyridine. 9 10 11 12 13 14 Picolinic Picolinic acid Isonicotinic Nicotinic acid Nicotinic acid Benzoic acid Pyridine 15 acidscisI scisII acid scis strans 16 H N O H O N O H N O O H 17 N O N N 18 O O H O O H O 19 O 20 0.186 a 0.473 a 0.385 a 0.352 b 0.374 b 0.366 c 0.039 d 21 c 22 a a a b b e χχχ 3.122 3.594 3.682 3.422 3.453 3.474 23 cc 24 25 a Present work. b From Ref. [14]. c From Ref. [29]. d From Ref. [28]. e From Ref. [36] 26 27 28 29 ASSOCIATED CONTENT 30 31 32 Supporting Information . Complete reference 21, list of measured transitions for the observed 33 34 35 conformers of picolinic and isonicotinic acids and Ab initio coordinates and structural 36 37 parameters for conformer scisI of picolinic acid. This material is available free of charge via 38 39 the Internet at http://pubs.acs.org . 40 41 42 43 AUTHOR INFORMATION 44 45 Corresponding Author 46 47 Email: [email protected] Telephone number: +34 983186345 48 49 50 51 ACKNOWLEDGMENTS 52 53 This work has been supported by the Ministerio de Ciencia e Innovación (Grants CTQ2010 54 55 19008 and ConsoliderIngenio 2010 CSD200900038) and Junta de Castilla y León (Grant 56 57 58 59 60 ACS Paragon Plus Environment 18

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1 2 3 VA175U13). C.C. thanks the Junta de Castilla y León for a postdoctoral contract (Grant 4 5 6 CIP13/01). 7 8 9 REFERENCES 10 11 12 1. Iwata, K.; Ogata, S.; Okumura, K.; Taguchi, H. Induction of Differentiation in Human 13 14 Promyelocytic Leukemia HL60 Cell Line by related Compounds. Biosci. Biotechnol. 15 16 Biochem. 2003 , 67 (5), 11321135. 17 18 19 2. Grant R. S.; Coggan S. E.; Smythe G. A. The Physiological Action of Picolinic Acid in the 20 21 Human Brain. Int. J. Tryptophan Res. 2009 , 2, 71–79. 22 23 24 3. Dazzi, C, Candiano G, Massazza S, Ponzetto A, Varesio L. New HighPerformance Liquid 25 26 27 Chromatographic Method for the Detection of Picolinic Acid in Biological Fluids. J. 28 29 Chromatogr. B: Biomed. Sci. Appl. 2001 , 751 , 61–68. 30 31 32 4. Smythe, G. A.; Braga, O.; Brew, B. J.; Grant, R. S.; Guillemin, G. J.; Kerr, S. J.; Walker, D. 33 34 35 W. Concurrent Quantification of Quinolinic, Picolinic, and Nicotinic Acids Using Electron 36 37 Capture NegativeIon Gas Chromatography Mass Spectrometry. Anal. Biochem. 2002, 301 , 21– 38 39 26. 40 41 42 43 5. Rebello T., Lonnerdal B., Hurley L. S. Picolinic Acid in Milk, Pancreatic Juice, and Intestine: 44 45 Inadequate for Role in Zinc Absorption. Am. J. Clin. Nutr. 1982 , 35 , 1–5. 46 47 48 6. Paris, M.; Thomas, G.; Merlin, J. C. Structure de l’Acide Picolique. Bull. Soc. Chim. France 49 50 1961 , 707719. 51 52 53 54 7. Hamann , S. D. The Influence of Pressure on the Infrared Spectra of HydrogenBonded Solids. 55 56 The Formation of Fermi Resonance 'Windows' Aust. J. Chem. 1977 , 30 , 719. 57 58 59 60 ACS Paragon Plus Environment 19

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1 2 3 8. Imai, Y.; Kurokawa, Y.; Hara, M.; Fukushima, M. Observation of SERS of Picolinic Acid and 4 5 6 Nicotinic Acid Using Cellulose Acetate Films Doped with Ag Fine Particles. Spectrochim. Acta 7 8 Part A 1997, 53 , 1697 1700. 9 10 11 9. Spinner, E. A Strongly HydrogenBonded Molecular Solid, Isonicotinic Acid: Raman Spectra 12 13 14 of the C’’O,H and C”O,D Species and Infrared and Raman Spectra of the C“O,H Acid. J. 15 16 Phys. Chem. 1988 , 92, 33793386. 17 18 19 10. Park, S. M.; Kim, K.; Kim, M. S. Raman Spectroscopy of Isonicotinic Acid Adsorbed onto 20 21 22 Silver Sol Surface. J. Mol. Struct. 1994 , 328 , 169178. 23 24

25 11. Koczon, P.; Dobrowolski, J. Cz.; Lewandowski, W.; Mazurek, A. P. Experimental and 26 27 Theoretical IR and Raman Spectra of Picolinic, Nicotinic and Isonicotinic Acids. J. Mol. Struct. 28 29 30 2003 , 65 , 8995. 31 32 33 12. Takusagawa, F.; Shimada, A. The Crystal Structure of Picolinic Acid. Chem. Lett. 1973 , 34 35 10891090. 36 37 38 13. Takusagawa, F.; Shimada, A. Isonicotinic Acid. Acta Cryst. 1976 , B32 , 1925. 39 40 41 42 14. Mata, S.; Peña, I.; Cabezas, C.; López, J. C.; Alonso, J. L. A Broadband FourierTransform 43 44 Microwave Spectrometer with Laser Ablation Source: The Rotational Spectrum of Nicotinic 45 46 Acid. J. Mol. Spectrosc. 2012 , 280 , 9196. 47 48 49 50 15. Alonso, J. L.; Pérez, C.; Sanz, M. E.; López, J. C.; Blanco, S. Seven Conformers Of L 51 52 Threonine in the Gas Phase: A LAMBFTMW Study. Phys. Chem. Chem. Phys. 2009 , 11 , 617 53 54 627. 55 56 57 58 59 60 ACS Paragon Plus Environment 20

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1 2 3 16. Cabezas, C.; Varela, M.; Peña, I.; Mata, S.; López, J. C.; Alonso, J. L. The Conformational 4 5 6 Locking of Asparagine. Chem. Commun. 2012 , 48 , 5934–5936 and references therein. 7 8 9 17. Puzzarini, C.; Biczysko, M.; Barone, V.; Largo, L.; Peña, I.; Cabezas, C.; Alonso, J. L. 10 11 Accurate Characterization of the Peptide Linkage in the Gas Phase: A Joint QuantumChemical 12 13 14 and Rotational Spectroscopy Study of the Glycine Dipeptide Analogue. J. Phys. Chem. Lett. 15 16 2014 , 5, 534−540 and references therein. 17 18 19 18. Alonso, J. L.; Peña, I.; López, J. C.; Vaquero, V. Rotational Spectral Signatures of Four 20 21 22 Tautomers of Guanine. Angew. Chem. Int. Ed. 2009 , 48 , 61416143 and references therein. 23 24 25 19. Alonso, J. L.; Lozoya, M.; Peña, I.; López, J. C.; Cabezas, C.; Mata, S.; Blanco, S. The 26 27 Conformational Behaviour of Free DGlucoseat Last. Chem. Sci. , 2014 , 5, 515522. 28 29 30 31 20. Møller, C.; Plesset, M. S. Note on an Approximation Treatment for ManyElectron Systems. 32 33 Phys. Rev. 1934 , 46 , 618622. 34 35 36 21. Frisch, M. J.; Trucks, G. W.; Schlegel, H. B.; Scuseria, G. E.; Robb, M. A.; Cheeseman, J. 37 38 R.; Scalmani, G.; Barone, V.; Mennucci, B.; Petersson, G. A.; et al. Gaussian 09, Revision B.01. 39 40 41 Wallingford CT, 2010 . 42 43 44 22. Pickett, H. M. The Fitting and Prediction of VibrationRotation Spectra with Spin 45 46 Interactions. J. Mol. Spectrosc. 1991 , 148 , 371. 47 48 49 50 23. Gordy, W.; Cook, R. L. In Microwave Molecular Spectra, 3rd ed.; Weissberg, A., Ed.; 51 52 Techniques of Chemistry, Vol. XVIII; John Wiley & Sons Inc.: New York, 1984 . 53 54 55 24. Peña, I.; Sanz, M. E.; López, J.C.; Alonso, J.L. Preferred Conformers of Proteinogenic 56 57 58 Glutamic Acid. J. Am. Chem. Soc. 2012 , 134 , 2305–2312 and references therein. 59 60 ACS Paragon Plus Environment 21

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1 2 3 25. Oka, T. On Negative Inertial Defect. J. Mol. Struct. 1995 , 352/353 , 225233. 4 5 6 7 26. Jagod, MF.; Oka, T. Inertial Defects of Planar Symmetric Top Molecules. J. Mol. Spectrosc. 8 9 1990 , 139 , 313327. 10 11 12 27 Oka, T.; Morino, Y. Inertial Defect. Part III. Inertia Defect and Planarity of FourAtomic 13 14 15 Molecules. J. Mol. Spectrosc. 1963 , 11 , 349367. 16 17 18 28. Ye, E.; Bettens, R. P. A.; De Lucia, F. C.; Petkie, D. T.; Albert, S. Millimeter and 19 20 Submillimeter Wave Rotational Spectrum of Pyridine in the Ground and Excited Vibrational 21 22 23 States. J. Mol. Spectrosc. 2005 , 232 , 6165. 24 25 26 29. Onda, M.; Asai, M.; Takise, K.; Kuwae, K.; Hayami, K., Kuroe, A.; Mori, M.; Miyazaki, H., 27 28 Suzuki, N.; Yamaguchi, I. Microwave Spectrum of Benzoic Acid. J. Mol. Struct. 1999 , 482-483 , 29 30 31 301303. 32 33 34 30. Kraitchmann, J. Determination of Molecular Structure from Microwave Spectroscopic Data. 35 36 Am. J. Phys. 1953 , 21 , 1724. 37 38 39 31. Costain, C.C. Determination of Molecular Structures from Ground State Rotational 40 41 42 Constants. J. Chem. Phys. 1958 , 29 , 864. 43 44 45 32. Van Eijck, B. P. Influence of Molecular Vibrations on Substitution Coordinates. J. Mol. 46 47 Spectrosc. 1982 , 91 , 348362. 48 49 50 33. Bohn, R. K.; Hillig II, K. W.; Kuczkowski, R. L. PyrroleArgon: Microwave Spectrum, 51 52 14 53 Structure, Dipole Moment, and N QuadrupoleCoupling Constants. J. Phys. Chem. 1989 , 93 , 54 55 34563459. 56 57 58 59 60 ACS Paragon Plus Environment 22

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1 2 3 34. Tanjaroon, C.; Subramanian, R.; Karunatilaka, C.; Kukolich, S. G. Microwave 4 5 14 6 Measurements of N and D Quadrupole Coupling for (Z)2Hydroxypyridine and 2Pyridone 7 8 Tautomers. J. Phys. Chem. 2004 , 108 , 95319539. 9 10 11 35. Stolze, M.; Sutter, D. H. The Rotational Zeeman Effect of Pyrazole and Imidazole. Z. 12 13 14 Naturforsch. A 1987 , 42a, 4956. 15 16 17 36. Heineking, N.; Dreizler, H.; Schwarz, R. Nitrogen and Deuterium Hyperfine Structure in the 18 19 Rotational Spectra of Pyridine and [4D] Pyridine. Z. Naturforsch. A 1986 , 41a, 12101213. 20 21 22 23 37. Schmidt, A. Biologically Active Mesomeric Betaines and Alkaloids Derived from 3 24 25 Hydroxypyridine, PyridinNoxide, Nicotinic Acid and Picolinic Acid. Three Types of 26 27 Conjugation and their Consequences. Current Organic Chemistry , 2004 , 8, 653. 28 29 30 31 38 McMurry, J. E. Organic Chemistry, Cengage Learning, International Edition, 2012 (8th 32 33 edition). 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 ACS Paragon Plus Environment 23

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1 2 3 4 5 6 7 TABLE OF CONTENTS 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 ACS Paragon Plus Environment 24