Ali Md Ehesan, Datta Sambhu N
Department of Chemistry, Indian Institute of Technology-Bombay, Powai, Mumbai-400076, India.
J Phys Chem A. 2006 Dec 14;110(49):13232-7. doi: 10.1021/jp0633594.
We predict the intramolecular magnetic exchange coupling constant (J) for eleven nitronyl nitroxide diradicals (NN) with different linear and angular polyacene couplers from broken-symmetry density functional treatment. For the linear acene couplers, J initially decreases with increase in the number of fused rings. But from anthracene coupler onward, the J value increases with the number of benzenoid rings due to an increasing diradical character of the coupler moiety. The J value for the diradical with a fused bent coupler is always found to be smaller than that for a diradical with a linear coupler of the same size. The nuclear independent chemical shift (NICS) is calculated, and it is observed that the average of the NICS values per benzenoid ring in the diradical is less than that in the normal polyacene molecule. An empirical formula for the magnetic exchange coupling constant of a NN diradical with an aromatic spacer is obtained by combining the Wiberg bond order (BO), the angle of twist (phi) of the monoradical (NN) plane from the plane of the coupler, and the NICS values. A comparison of the formula with the computed values reveals that, from tetracene onward, the diradical nature of the linear acene couplers becomes prominent thereby leading to an increase in the ferromagnetic coupling constant. Isotropic hyperfine coupling constants are calculated by using a polarized continuum model for the diradicals in different solvents and in vacuum.
我们通过破缺对称性密度泛函处理预测了十一种带有不同线性和角形并苯耦合器的硝酰基氮氧化物双自由基(NN)的分子内磁交换耦合常数(J)。对于线性并苯耦合器,J最初随稠环数量的增加而减小。但从蒽耦合器开始,由于耦合器部分的双自由基特性增加,J值随苯环数量增加。发现带有稠合弯曲耦合器的双自由基的J值总是小于具有相同尺寸线性耦合器的双自由基的J值。计算了核独立化学位移(NICS),并观察到双自由基中每个苯环的NICS值平均值小于正常并苯分子中的值。通过结合维伯格键级(BO)、单自由基(NN)平面相对于耦合器平面的扭转角(phi)和NICS值,得到了带有芳香间隔基的NN双自由基磁交换耦合常数的经验公式。将该公式与计算值进行比较表明,从并四苯开始,线性并苯耦合器的双自由基性质变得突出,从而导致铁磁耦合常数增加。使用极化连续介质模型计算了不同溶剂和真空中双自由基的各向同性超精细耦合常数。