Oka Toshihiko, Saiki Takahiro, Alam Jahangir Md, Yamazaki Masahito
Nanomaterials Research Division, Research Institute of Electronics, ‡Dept. Physics, Graduate School of Science, §Integrated Bioscience Section, Graduate School of Science and Technology, Shizuoka University , Shizuoka 422-8529, Japan.
Langmuir. 2016 Feb 9;32(5):1327-37. doi: 10.1021/acs.langmuir.5b03785. Epub 2016 Jan 27.
Electrostatic interaction is an important factor for phase transitions between lamellar liquid-crystalline (Lα) and inverse bicontinuous cubic (QII) phases. We investigated the effect of temperature on the low-pH-induced Lα to double-diamond cubic (QII(D)) phase transition in dioleoylphosphatidylserine (DOPS)/monoolein (MO) using time-resolved small-angle X-ray scattering with a stopped-flow apparatus. Under all conditions of temperature and pH, the Lα phase was directly transformed into an intermediate inverse hexagonal (HII) phase, and subsequently the HII phase slowly converted to the QII(D) phase. We obtained the rate constants of the initial step (i.e., the Lα to HII phase transition) and of the second step (i.e., the HII to QII(D) phase transition) using the non-negative matrix factorization method. The rate constant of the initial step increased with temperature. By analyzing this result, we obtained the values of its apparent activation energy, Ea (Lα → HII), which did not change with temperature but increased with an increase in pH. In contrast, the rate constant of the second step decreased with temperature at pH 2.6, although it increased with temperature at pH 2.7 and 2.8. These results indicate that the value of Ea (HII → QII(D)) at pH 2.6 increased with temperature, but the values of Ea (HII → QII(D)) at pH 2.7 and 2.8 were constant with temperature. The values of Ea (HII → QII(D)) were smaller than those of Ea (Lα → HII) at the same pH. We analyzed these results using a modified quantitative theory on the activation energy of phase transitions of lipid membranes proposed initially by Squires et al. (Squires, A. M.; Conn, C. E.; Seddon, J. M.; Templer, R. H. Soft Matter 2009, 5, 4773). On the basis of these results, we discuss the mechanism of this phase transition.
静电相互作用是层状液晶(Lα)相和反相双连续立方(QII)相之间相变的一个重要因素。我们使用停流装置结合时间分辨小角X射线散射技术,研究了温度对低pH诱导的二油酰磷脂酰丝氨酸(DOPS)/单油酸甘油酯(MO)体系中Lα相向双菱形立方(QII(D))相转变的影响。在所有温度和pH条件下,Lα相直接转变为中间的反相六角(HII)相,随后HII相缓慢转变为QII(D)相。我们使用非负矩阵分解方法获得了初始步骤(即Lα相向HII相转变)和第二步(即HII相向QII(D)相转变)的速率常数。初始步骤的速率常数随温度升高而增加。通过分析这一结果,我们得到了其表观活化能Ea(Lα→HII)的值,该值不随温度变化,但随pH升高而增加。相反,在pH 2.6时,第二步的速率常数随温度降低,而在pH 2.7和2.8时随温度升高。这些结果表明,pH 2.6时Ea(HII→QII(D))的值随温度升高,而pH 2.7和2.8时Ea(HII→QII(D))的值随温度不变。在相同pH下Ea(HII→QII(D))的值小于Ea(Lα→HII)的值。我们使用最初由斯奎尔斯等人提出的脂质膜相变活化能的修正定量理论(斯奎尔斯,A.M.;康恩,C.E.;塞登,J.M.;坦普勒,R.H.《软物质》2009年,5卷,4773页)对这些结果进行了分析。基于这些结果,我们讨论了这种相变的机制。