卟啉交联聚合物的光化学孔燃烧

M. Maeda, K. Sakoda
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摘要

众所周知,四苯基卟啉(TPP)等卟啉衍生物在聚甲基丙烯酸甲酯(PMMA)等有机聚合物中的分子分散表现为光化学孔燃烧(PHB)。在这种简单色散型的卟啉/聚合物体系中,即使在液氦温度附近的极低温度下,光化学空穴也会出现较大的不可逆展宽[1]。这种展宽或光谱扩散是由有机非晶态聚合物的结构变化引起的卟啉分子电子态的能量转移引起的。减少这种光谱扩散是PHB在高密度光存储器中可能应用的主要问题之一。在之前的论文[1]中,我们报道了甲基丙烯酸甲酯(MMA)与TPP衍生物的四个官能团共聚物中的光谱扩散,并表明TPP与宿主聚合物之间形成的共价键抑制了光谱扩散。此外,我们报道了宿主聚合物中形成的氢键也抑制了光谱扩散,这一点在分散在最有效的氢键聚合物之一聚乙烯醇(PVA)中的几种带有离子取代基的卟啉衍生物中得到了证实[2]。然后,我们可以预期,在这些材料中,TPP与宿主聚合物之间既有共价键,又有后者的氢键,光谱扩散就会更小。在这项研究中,我们将证明这种预期是正确的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Photochemical Hole Burning of Porphin-Cross-Linked Polymers
It is well known that porphin derivatives such as tetraphenylporphin (TPP) molecularly dispersed in organic polymers such as polymethylmethacrylate (PMMA) exhibit photochemical hole burning (PHB). In this kind of porphin/polymer system of simple dispersion type, large irreversible broadening of photochemical holes is observed even at extremely low temperatures around liquid helium temperature [1]. This broadening, or spectral diffusion, is caused by the energy shift of the electronic states of the porphin molecule brought about by the structural changes which take place in the organic amorphous polymer. The reduction of this spectral diffusion is one of the main subjects for the possible application of PHB to high-density optical memory. In the previous paper [1], we reported on the spectral diffusion in the copolymer of methylmethacrylate (MMA) and TPP derivative with four functional groups and showed that the spectral diffusion is suppressed by the covalent bonds formed between TPP and the host polymer. Besides, we reported that the hydrogen bonds formed in the host polymer also suppress the spectral diffusion, which was confirmed for the several porphin derivatives with ionic substituents dispersed in polyvinylalcohol (PVA), one of the most efficient hydrogen bonding polymers [2]. Then, we may expect still less spectral diffusion in such materials that have both the covalent bonds between TPP and the host polymer, and the hydrogen bonds in the latter. In this study, we will show that this anticipation is true.
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