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Reconciliation of Kinetic Data for Organic Crystal Growth in Supercritical-CO_2: Exploiting a Molecular Collision Theory Viewpoint, with Implications for Precipitator Process Design

机译:有机晶体在超临界CO_2中生长的动力学数据的调和:利用分子碰撞理论的观点,对沉淀工艺设计的启示

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Exploiting a molecular “collision-theory” viewpoint, we reformulate and correct for systematic effects of fluid-phase solute diffusion, reported growth-rate data for {001} naphthalene single crystal surfaces under supercritical CO_2-conditions at low supersaturations, S. By considering dimensionless incorporation probabilities, ε(S, T, ...; {hkl}) for this prototypical organic crystal, we initiate the process of quantifying the environment-dependence of ε as a rational route to crystal growth rate predictions at molecular volume fractions, φ, ranging all the way from ideal vapors (φ ? 1) to liquidlike densities (φ ? 0.64). Our rational “ansatz” for predicting growth species collision fluxes enables a two-stage data-reduction process. First we infer “apparent” incorporation probabilities, εapp, ignoring fluid-phase solute diffusion effects. Second, we recover their intrinsic counterparts, using εapp and invoking rational transport estimates for the prevailing crystal size/flow conditions. Treating available data near 318 K at 77?91 bar (Tai, C. Y.; Cheng, C.-S. AIChE J. 1995, 41, 2227?2236) and 150?200 bar (Uchida et al. Cryst. Growth Des. 2004, 4, 937?942), we conclude that ε decreases significantly with (CO_(2-)) pressurewith important mechanistic and anti-solvent precipitation (ASP) process modeling implications.
机译:利用分子“碰撞理论”的观点,我们重新制定并校正了液相溶质扩散的系统影响,报道了在低过饱和度,S的超临界CO_2条件下{001}萘单晶表面的生长速率数据。这种原型有机晶体的无量纲掺入概率ε(S,T,...; {hkl}),我们启动了量化ε的环境依赖性的过程,以此作为预测分子体积分数下晶体生长速率的合理途径, φ,范围从理想蒸气(φ?1)到液体状密度(φ?0.64)。我们用于预测生长物种碰撞通量的合理“ ansatz”实现了两阶段的数据缩减过程。首先,我们忽略流体溶质的扩散效应,推断出“表观”掺入概率εapp。其次,我们使用εapp并针对当前的晶体尺寸/流动条件调用合理的传输估计,以恢复它们的内在对应物。在318 K附近以77?91 bar(Tai,CY; Cheng,C.-S. AIChE J.1995,41,2227?2236)和150?200 bar(Uchida等人Cryst。Growth Des.2004)处理可用数据,4,937?942),我们得出结论,随着(CO_(2-))压力ε显着降低,这具有重要的机理和反溶剂沉淀(ASP)过程建模意义。

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