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A mathematical investigation of the Turkevich organizer theory in the citrate method for the synthesis of gold nanoparticles

机译:黄金纳米粒子合成柠檬酸盐法的Turevich组织者理论的数学研究

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摘要

Gold nanoparticles are commonly manufactured by the citrate reduction method, a synthesis method pioneered by Turkevich et al. (1951). Based on their experimental evidence, Turkevich et al. (1951) advanced the organizer theory, a nucleation-growth synthesis mechanism. Subsequently, Kumar et al. (2007) developed a mathematical model for the description of the synthesis, basing it on such a theory. However, this model has not been thoroughly tested. Recently, contrary to the evidence provided by Turkevich et al. (1951), other mechanistic descriptions of the synthesis, which emphasize the role of the pH of the solution, have been advanced in the literature. In this paper, we investigated the model of Kumar et al. (2007) for different conditions of pH, temperature and initial reactant concentrations. To solve the model, we used the numerical code Parsival, which is used for solving population balance equations. We tested the model for different synthesis conditions studied experimentally by various researchers, for which results are available in the literature. The model poorly predicted the experimental data because the Turkevich organizer theory does not account for the acid-base properties of chloroauric acid and sodium citrate. A new model, with a more accurate mechanistic description of the synthesis and of the chemistry involved, is therefore required. (C) 2017 Elsevier Ltd. All rights reserved.
机译:金纳米颗粒通常通过柠檬酸盐还原方法制造,由Turekvich等人开创的合成方法。 (1951)。基于他们的实验证据,Turkevich等人。 (1951)提出了组织者理论,一种成核生长合成机制。随后,Kumar等人。 (2007)为合成的描述开发了一种数学模型,将其基于这样的理论。但是,该模型尚未彻底测试。最近,违背了土耳其等人提供的证据。 (1951),合成的其他机械描述,强调溶液pH的作用,在文献中提出。在本文中,我们调查了Kumar等人的模型。 (2007)用于不同的pH,温度和初始反应物浓度的不同条件。为了解决模型,我们使用了数字代码同意,用于求解人口平衡方程。我们测试了各种研究人员通过实验研究的不同合成条件的模型,在文献中提供了哪些结果。该模型预测了实验数据,因为TureTevich组织者理论不考虑氯代酸和柠檬酸钠的酸碱性质。因此,需要一种新的模型,因此需要具有更准确的机制描述和所涉及的化学的机制描述。 (c)2017 Elsevier Ltd.保留所有权利。

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