纳米SiO2改性相变储热微胶囊的制备及性能研究

来源 :化工新型材料 | 被引量 : 0次 | 上传用户:shylake
下载到本地 , 更方便阅读
声明 : 本文档内容版权归属内容提供方 , 如果您对本文有版权争议 , 可与客服联系进行内容授权或下架
论文部分内容阅读
以亲水型纳米SiO2粒子改性的三聚氰胺-甲醛树脂作为微胶囊壁材,以相变材料正十二醇为芯材,采用原位聚合法,制备了纳米SiO2改性的相变储热微胶囊,研究了纳米SiO2粒子对微胶囊性能的影响,采用FTIR、DSC和SEM等方法进行了表征。结果表明,当壁材中加入适量的纳米SiO2时,纳米粒子在壁材里面分布均匀,微胶囊的相变焓提高,破损率降低,且纳米SiO2不会破坏预聚体的缩聚反应。当壁材中纳米SiO2质量分数为1%时,制备的微胶囊相变焓达148.7J/g,微胶囊破损率为23.1%。 Nano-SiO2 modified melamine-formaldehyde resin was used as the microcapsule wall material. The phase change material n-dodecanol was used as the core material. The effects of nano-SiO2 particles on the properties of microcapsules were studied. The properties of the microcapsules were characterized by FTIR, DSC and SEM. The results showed that when the appropriate amount of nano-SiO2 was added to the wall material, the nano-particles distributed uniformly in the wall material, the enthalpy of phase transition of the micro-capsules increased, the damage rate decreased, and the nano-SiO2 did not destroy the polycondensation reaction of the prepolymer. When the mass fraction of nano-SiO2 in the wall material is 1%, the enthalpy of phase transition of the prepared microcapsule reaches 148.7 J / g, and the microcapsule damage rate is 23.1%.
其他文献
研究以钛酸丁酯和氯化锶为原料,采用溶胶-沉淀法合成纳米钛酸锶(SrTiO3),通过对产物X射线衍射分析,可知NaOH浓度对产物结构具有较大影响;研究不同淀粉添加量与纳米SrTiO3粒度
在超声波作用下,采用单分子层剥离-重堆技术,正丁基锂柱插MoS2夹层,合成了前驱体LixMoS2和磷(P)改性Ni/MoS2复合材料,以二苯并噻吩、喹啉催化加氢为探针反应,考察了其催化活
以微波为热源,无烟煤、炭化椰壳为原料,KOH为活化剂制备了两种超级电容器用活性炭电极材料.对比考察了两种活性炭在相同实验条件下的比电容、冲放电性能、循环稳定性、内阻;
讨论了一类二阶奇异微分方程的初值问题,运用等价的非线性变换,把奇异微分方程转换成非奇异微分方程,从而进一步得到了在一定条件下该初值问题解的唯一性结果.
本文采用Morse势函数利用球贝塞尔函数展开法计算了双原子分子I2的振动能级.利用球型箱的边界条件把三维问题简化成一维问题,这种方法收敛快,因此有效地简化了双原子分子能级
A new type controllable damping-viscous damper is designed and manufactured.Diffierent value of the damping parameters can be setted in different work stage of
用Pitzer离子相互作用模型计算了25℃时NaCl-SrCl2-H2O体系和KCl-SrCl2-H2O体系的溶解度并绘制了相图,计算值与实验值相符合.结果表明,Pitzer模型能够用于含锶水盐体系的溶解
Grass carp reovirus (GCRV), a double stranded RNA virus that infects aquatic animals, often with disastrous effects, belongs to the genus Aquareovirus and famil
利用代数数论的方法,证明了不定方程x2+16=y11无整数解.
应用锥理论讨论了一类含p-Laplacian算子的高阶微分方程组边值问题一个正解的存在性.