Pink D A, McNeil S, Quinn B, Zuckermann M J
TPI, St. Francis Xavier University, Antigonish, Nova Scotia, Canada.
Biochim Biophys Acta. 1998 Jan 19;1368(2):289-305. doi: 10.1016/s0005-2736(97)00196-x.
We have modelled hydrogen bond formation in phospholipid bilayers formed, in excess water, from lipids with phosphatidylethanolamine (PE) headgroups. The hydrogen bonds are formed between the NH3+ group and either of the PO2- or the (sn2 chain) C=O groups. We used a model that represented the conformational states accessible to a PE headgroup by 17 states and modelled lipid dipole-dipole interactions using a non-local electrostatics theory to include the effects of hydrogen bonding in the aqueous medium. We used Monte-Carlo simulation to calculate equilibrium thermodynamic properties of bilayers in the fluid (T = 340 K) or gel (T = 300 K) phases of the bilayer. We defined Eh to be the difference in free energy between a hydrogen bond formed between a pair of lipid groups, and the energy of hydrogen bonds formed between water and those two groups, and we required its average value, [Eh], to be approximately -0.3kcal/mol (approximately -0.2 X 10(-13) erg) as reported by T.-B. Shin, R. Leventis, J.R. Silvius, Biochemistry 30 (1991) 7491. We found: (i) Eh = -0.9 X 10(-13) erg gave [Eh] = -0.21 X 10(-13) erg (gel phase) and [Eh] = -0.19 X 10(-13) erg (fluid phase). (ii) The relative number of C=O groups on the sn2 chain calculated to take part in interlipid hydrogen bonding in the fluid phase compared to the gel is 1.06 which compares well with the experimental ratio of approximately 1.25 (R.N.A.H. Lewis, R.N. McElhaney, Biophys. J. 64 (1993) 1081). The ratio of such groups taking part in interlipid hydrogen bonding compared to water hydrogen bonding in each phase was calculated to lie between 0.16 and 0.17. (iii) We calculated the distribution of positions of the headgroup moieties, P, O, CH2(alpha), CH2(beta) and N, and found that, in both phases, the O lay furthest from the hydrocarbon chain layer (average approximately 5.3A) with the PO2 and NH3 groups lying at approximately 5A. This results in the P-N dipole lying nearly parallel to the bilayer plane in both phases. The thickness of the headgroup layer underwent essentially no change on going from the gel to the fluid phase. The 2H NMR quadrupole splittings for the alpha and beta CH2 groups were 4.9 and 5.7kHz (fluid phase) and 7.1 and 7.3 kHz (gel phase), respectively, on the assumption of sufficiently rapid rotation around the z-axis. (iv) In both phases, the location of the NH3+ group exhibited a strong peak around 5.2 A into the aqueous medium, with much smaller peaks around 2.6 and 7.8 A, the two CH2 groups exhibited narrower, double-peaked distributions and the O and the PO2 each exhibited a narrow single peak. (v) PE headgroups, in a homogeneous gel phase, exhibited dipolar orientational long-range order in the plane of the bilayer. The distribution of orientation angles exhibited a full width at half height of between approximately 40 degrees and approximately 50 degrees. In a fluid phase no such order was observed. (vi) The number of hydrogen bonds did not differ substantially between the fluid and gel phases. This model is unlikely to display any significant effect of hydrogen bonding upon the "main" hydrocarbon chain melting phase transition at Tm, except, possibly, a broadening of any hysteresis, compared to the case of PC bilayers where interlipid hydrogen bonding is absent.
我们模拟了在过量水中由带有磷脂酰乙醇胺(PE)头基的脂质形成的磷脂双层中氢键的形成。氢键在NH₃⁺基团与PO₂⁻或(sn2链)C=O基团之间形成。我们使用了一个模型,该模型通过17种状态表示PE头基可及的构象状态,并使用非局部静电理论对脂质偶极-偶极相互作用进行建模,以纳入水介质中氢键的影响。我们使用蒙特卡罗模拟来计算双层在流体相(T = 340 K)或凝胶相(T = 300 K)中的平衡热力学性质。我们将Eh定义为一对脂质基团之间形成的氢键的自由能与水和这两个基团之间形成的氢键的能量之差,并且我们要求其平均值[Eh]约为-0.3千卡/摩尔(约-0.2×10⁻¹³尔格),如T.-B. Shin、R. Leventis、J.R. Silvius在《生物化学》30 (1991) 7491中所报道的。我们发现:(i)Eh = -0.9×10⁻¹³尔格时,[Eh] = -0.21×10⁻¹³尔格(凝胶相)和[Eh] = -0.19×10⁻¹³尔格(流体相)。(ii)计算得出,与凝胶相相比,sn2链上参与流体相中脂质间氢键形成的C=O基团的相对数量为1.06,这与约1.25的实验比值(R.N.A.H. Lewis、R.N. McElhaney,《生物物理杂志》64 (1993) 1081)相当吻合。计算得出,每个相中参与脂质间氢键形成的此类基团与水氢键形成的基团的比例在0.16至0.17之间。(iii)我们计算了头基部分P、O、CH₂(α)、CH₂(β)和N的位置分布,发现,在两个相中,O离烃链层最远(平均约5.3埃),PO₂和NH₃基团位于约5埃处。这导致P-N偶极在两个相中几乎都与双层平面平行。从凝胶相到流体相,头基层的厚度基本没有变化。假设绕z轴旋转足够快,α和β CH₂基团的²H NMR四极分裂分别为4.9和5.7千赫兹(流体相)以及7.1和7.3千赫兹(凝胶相)。(iv)在两个相中,NH₃⁺基团的位置在进入水介质约5.2埃处呈现出一个强峰,在约2.6和7.8埃处有小得多的峰,两个CH₂基团呈现出更窄的双峰分布,而O和PO₂各自呈现出一个窄单峰。(v)在均匀的凝胶相中,PE头基在双层平面内呈现出偶极取向长程有序。取向角的分布半高宽在约40度至约50度之间。在流体相中未观察到这种有序。(vi)流体相和凝胶相之间氢键的数量没有显著差异。与不存在脂质间氢键的PC双层情况相比,该模型不太可能在Tm处的“主要”烃链熔化相变上显示出氢键的任何显著影响,可能除了使任何滞后变宽之外。