大体积生物材料低温保存方法的研究

生物材料的低温保存最为重要的是降温冷却过程。介绍"冻结线跟踪法"的降温冷却及控制方法,即生物材料在降温冷却的同时,逐步提高低温保护剂溶液的浓度,这可避免细胞内外冰晶的产生,从而减少对细胞的冷冻损伤,克服大体积生物材料低温保存的困难。最后,对生物材料低温保存的应用前景进行讨论。     

生物材料低温保存过程及最新进展

介绍了生物材料低温保存所需经历的三个阶段,即降温过程、储存过程、复温过程。低温保护剂介入低温保存的全过程,这有助于提高生物材料低温保存的存活率,所以选择合适的低温保护剂也很重要。最后还介绍了低温保存的最新进展。     

生物材料玻璃化保存液的热分析

在玻璃化超低温保存生物材料的研究中,低温保护剂的热分析对玻璃化溶液的优化和保存方案的选择具有重要的指导意义.本文以渗透性低温保护剂二甲基亚砜和丙二醇以及非渗透性保护剂聚乙烯醇作为研究对象,利用差式扫描量热法对聚乙烯醇/二甲基亚砜/丙二醇体系进行升温和降温实验,考察了体系的结晶特性、玻璃化转变特性、聚乙烯醇的浓度等因素对体系热性能参数的影响.     

二甲亚砜对关节软骨渗透性研究

玻璃化被认为是低温保存关节软骨的一种有效方法,但需要考虑低温保护剂渗入软骨的速率以及低温保护剂毒性的制约。本文选用二甲亚砜(DMSO)作为低温保护剂,对其在1℃,22℃和37℃时对绵羊关节软骨的渗透特性进行了研究,得到相应的扩散系数为1.9×10~(-6) cm~2/s,3.3×10~(-6) cm~2/s和5.7×10~(-6)cm~2/s,活化能为22.84 kJ/mol。认识低温保护剂对关节软骨的渗透特性有助于建立低温保护剂加入/取出过程的数学模型,从而优化关节软骨的玻璃化保存方案。     

生物材料冻存中低温保护剂的作用机理及实验研究

生物材料在冻存过程中保存液内加载低温保护剂可以减轻降温和复温时对细胞的损伤。介绍了低温保护剂的种类及其特点,分析了低温保护剂的作用机理。实验结果表明,选择合适的低温保护剂及其浓度,可以大大提高生物细胞的存活率。     

医用生物材料的低温保存研究

生物材料的低温保存一般都要经历降温过程、低温储存过程及复温过程,其中降温过程中对生物细胞的影响最大.每一种生物细胞都有自己合适的降温速率,如能满足其这种降温速率,细胞所受到的低温损伤最小,则生物细胞的复活率最高.文中介绍程序控制变速降温装置的主要结构及几种典型生物体的降温过程.最后,对器官的低温保存进行分析讨论.     

基于薄液膜蒸发的超高速冷冻方法初探

玻璃化冷冻方法是细胞超低温保存的有效冷冻方法之一.在细胞的玻璃化冷冻过程中,降温速率的提高有利于细胞内外溶液玻璃化程度的增加,同时可以降低低温保护剂的浓度,进而减少低温保护剂对细胞的毒性损伤和渗透性损伤.本文尝试将薄液膜蒸发这种高效相变传热方式与液氮的低温冷却过程相结合,发展了一种超高速、超低温冷冻降温方法.初步的实验结果表明:冷冻载体从10℃降到-180℃,其平均冷却速率达到了148052℃/min。     

三元溶液共晶DSC实验研究

抑制共晶产生对低温保存非常重要。本文利用差示扫描量热法研究了加低温保护剂(DMSO、乙二醇、 1,2丙二醇、甘油和1,3丁二醇)的NaCl水溶液的共晶行为。得到以5％、10％、15％NaCl水溶液为母液的五种保护剂溶液热流曲线图。研究发现,溶液共晶是过冷、随机过程。低温保护剂有抑制NaCl水溶液共晶的作用。低温保护剂浓度越高, 共晶焓越小,对共晶的抑制作用越大。不同种类保护剂的抑制共晶的能力从强到弱依次是甘油、乙二醇、 DMSO、 1,2 丙二醇和1,3丁二醇。升温过程中,溶液发生共晶反玻璃化现象和玻璃化现象。     

兔主动脉冻结膨胀行为及其影响因素的研究

文采用热机械分析仪(TMA)分别研究了低温保护剂(CPA)和冻结速率对兔主动脉冻结相变过程中膨胀的影响。研究结果表明:在兔主动脉的冻结过程中,先是逐渐膨胀到某一峰值,然后突然有收缩的发生;降温速率越大,其相应的热膨胀系数也越大;添加二甲亚砜(DMSO)大大增加了主动脉冻结过程的未冻水含量,从而对其冻结膨胀有明显影响,而且,DMSO浓度越大,其冻结膨胀系数越小。     

基于薄液膜蒸发的玻璃化冷冻方法中冷冻载体的传热优化

玻璃化冷冻方法是细胞超低温保存的有效冷冻方法之一。降温速率的提高有利于细胞内外溶液玻璃化程度的增加,同时可以降低低温保护剂的浓度,减少低温保护剂对细胞的毒性伤害和渗透性损伤。本文针对冷冻载体在基于薄液膜蒸发的超高速冷却过程中的传热过程进行了优化分析。研究结果显示:细胞悬浮液的传热热阻在总传热热阻中的比重最大,设法减低它是强化细胞冷冻传热过程的有效手段之一;另外液氮蒸发传热系数的提高在一定范围内可以强化冷冻传热过程,但强化效果会随着蒸发传热系数的增加而减小。上述研究成果为基于薄液膜蒸发的玻璃化冷冻新方法走向实用提供了技术保障。     

Point defects on graphene on metals

Understanding the coupling of graphene with its local environment is critical to be able to integrate it in tomorrow's electronic devices. Here we show how the presence of a metallic substrate affects the properties of an atomically tailored graphene layer. We have deliberately introduced single carbon vacancies on a graphene monolayer grown on a Pt(111) surface and investigated its impact in the electronic, structural, and magnetic properties of the graphene layer. Our low temperature scanning tunneling microscopy studies, complemented by density functional theory, show the existence of a broad electronic resonance above the Fermi energy associated with the vacancies. Vacancy sites become reactive leading to an increase of the coupling between the graphene layer and the metal substrate at these points; this gives rise to a rapid decay of the localized state and the quenching of the magnetic moment associated with carbon vacancies in freestanding graphene layers.     

基于Matlab分析负荷对多联机IPLV的影响

多联机有其特殊的优点,但是不同部分负荷的组合对IPLV的影响仍需进一步研究。文中建立IPLV与部分负荷的相关公式,运用MATLAB软件分析不同卸载级负荷与IPLV的关系,从而确定不同部分负荷的最优组合。     

Note on duality on polarized symplectic manifolds

In this note we use some of the results of [3] to derive a general duality theorem for the cohomologies of foliated structures on a manifold. The result is applied to the special case of a symplectic manifold M on which the foliation is given by a complex polarization F in the sense of geometric quantization. We obtain, for example, a rigorous proof of the fact that for a smooth function ƒ on M whose Hamiltonian vector field leaves F invariant, the spectrum of the corresponding prequantization operator v(ƒ) coincides with the spectrum of its transpose, under the above duality. This latter result was obtained by Simms in [12] under certain hypotheses. Proofs of the validity of those hypotheses are now available in the literature; cf. [3] and [7].     

Space-charge effects on multipactor on a dielectric

Analyzes the effects of space charge shielding on the steady state of a multipactor discharge on a dielectric. Analytic methods are used to obtain an exact function for the potential in the discharge, assuming a Maxwellian distribution of emitted electrons. An equation for the amount of power deposited on the dielectric by the multipactoring electrons, for a given saturation level, is given. A simple method for obtaining the saturation level, for a given material, is obtained     

Remarks on KdV-type flows on star-shaped curves

We study the relation between the centro-affine geometry of star-shaped planar curves and the projective geometry of parametrized maps into RP¹. We show that projectivization induces a map between differential invariants and a bi-Poisson map between Hamiltonian structures. We also show that a Hamiltonian evolution equation for closed star-shaped planar curves, discovered by Pinkall, has the Schwarzian KdV equation as its projectivization. (For both flows, the curvature evolves by the KdV equation.) Using algebro-geometric methods and the relation of group-based moving frames to AKNS-type representations, we construct examples of closed solutions of Pinkall’s flow associated with periodic finite-gap KdV potentials.