Thermodynamic modeling of determined the optimal condition of the gas antisolvent process with different solvent

Seyed Ali Sajadian , Nadia Esfandiari , Mohammad Najafi , Maryam Rahmanzadeh Derisi
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Abstract

This study investigated the liquid-phase volume expansion to optimize the gas antisolvent (GAS) process condition. During the GAS process, particle precipitation does not take place in any operational conditions. Therefore, thermodynamic models are required to select the appropriate conditions and understand the precipitation mechanism. The Peng–Robinson equation of state with van-der-Waals (vdW2) mixing rules was used for the evaluation of the proper operational conditions at the temperature ranges of 308–338 K. The volume expansion of the system was studied at different process conditions for the binary (carbon dioxide-solvent) and ternary (carbon dioxide-solvent-rosuvastatin) systems. For this purpose, rosuvastatin (ROS) and carbon dioxides were solute and antisolvent, respectively. Dimethyl sulfoxide, ethanol, propanol, butanol, and pentanol were chosen as organic solvents. The minimum pressure for the ternary (carbon dioxide-dimethyl sulfoxide-rosuvastatin) system at 308, 318, 328, and 338 K was 7.80, 8.58, 9.79, and 11.1 MPa, respectively. The effect of solvent on volume expansion and minimum pressure was investigated. The calculated Pmin was 80, 82.4, 85.4, and 89.4 bar for ethanol, butanol propanol, and pentanol at 318 K respectively. According to modeling results, there was a direct relationship between the molecular weight of solvent with the same structure and minimum pressure.

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确定不同溶剂气体反溶剂工艺最佳条件的热力学模型
研究了液相体积膨胀法对气体反溶剂(gas)工艺条件的优化。在GAS过程中,在任何操作条件下都不会发生颗粒沉淀。因此,需要热力学模型来选择合适的条件并了解沉淀机制。使用具有范德华(vdW2)混合规则的Peng–Robinson状态方程来评估308–338 K温度范围内的适当操作条件。研究了二元(二氧化碳溶剂)和三元(二氧化碳-溶剂-瑞舒伐他汀)体系在不同工艺条件下的体积膨胀。为此,瑞舒伐他汀(ROS)和二氧化碳分别是溶质和反溶剂。选择二甲基亚砜、乙醇、丙醇、丁醇和戊醇作为有机溶剂。三元(二氧化碳-二甲基亚砜-瑞舒伐他汀)体系在308、318、328和338 K下的最小压力分别为7.80、8.58、9.79和11.1MPa。考察了溶剂对体积膨胀和最小压力的影响。乙醇、丁醇丙醇和戊醇在318 K下的计算Pmin分别为80、82.4、85.4和89.4巴。根据建模结果,具有相同结构的溶剂的分子量与最小压力之间存在直接关系。
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