2014
DOI: 10.1016/b978-0-444-63455-9.50039-8
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Solubility Parameter Prediction for Kacip Fatimah Herb using Group Contribution-Based Models

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Cited by 10 publications
(11 citation statements)
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“…The Hansen solubility parameter (HSP) was proposed by Hansen in 1967, which is one of the most widely used solubility parameters to estimate the solubility of a solute in solvents . The total Hansen solubility parameter (δ t ) is related to the dispersion HSP (δ d ), the polarity HSP (δ p ), and the hydrogen-bonded HSP (δ h ), which can be defined as eq as follows where the solubility parameters (δ d , δ p , and δ h ) for tested solvents can be obtained from previous publications. , And the values of δ d , δ p , δ h , and δ t for N -benzyloxycarbonyl- l -serine were calculated (listed in Table ) by the group contribution methods using eqs – Herein, i is the structural group within the compound. For the solid–liquid equilibrium system, the smaller the absolute value of the partial solubility parameter (δ d , δ p , δ h , and δ t ), the greater the solubility of a solute, and the equation can be described as eq where the subscripts 1 and 2 represent the solute and solvent, respectively.…”
Section: Methodsmentioning
confidence: 99%
See 1 more Smart Citation
“…The Hansen solubility parameter (HSP) was proposed by Hansen in 1967, which is one of the most widely used solubility parameters to estimate the solubility of a solute in solvents . The total Hansen solubility parameter (δ t ) is related to the dispersion HSP (δ d ), the polarity HSP (δ p ), and the hydrogen-bonded HSP (δ h ), which can be defined as eq as follows where the solubility parameters (δ d , δ p , and δ h ) for tested solvents can be obtained from previous publications. , And the values of δ d , δ p , δ h , and δ t for N -benzyloxycarbonyl- l -serine were calculated (listed in Table ) by the group contribution methods using eqs – Herein, i is the structural group within the compound. For the solid–liquid equilibrium system, the smaller the absolute value of the partial solubility parameter (δ d , δ p , δ h , and δ t ), the greater the solubility of a solute, and the equation can be described as eq where the subscripts 1 and 2 represent the solute and solvent, respectively.…”
Section: Methodsmentioning
confidence: 99%
“…In contrast to the solvent−solute interaction, the solvent intermolecular interaction characterized by cohesive energy density usually reduces the solute solubility. 31 Among the seven dipolar protic solvents, the cohesion energy density of water is the largest, showing a very high order of magnitude, which may lead to the lowest solubility in water. In addition, among the five dipolar aprotic solvents, the cohesive energy density of acetonitrile is relatively high, which may be the reason for its low solubility.…”
Section: Powder X-ray Diffraction Analysismentioning
confidence: 99%
“…The values for the three kinds of solubility parameters (δ d , δ p , and δ h ) can be obtained from the previous literature or calculated by Hoftyzer and van Krevelen’s group contribution method as eqs – where F h i is the contribution of the group to the hydrogen bonding energy, F d i is the contribution of the group to the dispersion force, F p i is the contribution of the group to the polar force, I is the structural group in the substance, and V s is the molar volume of a solute.…”
Section: Computational Methodsmentioning
confidence: 99%
“…These three solubility parameters of the solvent (δ d , δ p , and δ h ) can be obtained from previous publications. , For the solute, the solubility parameters can be calculated according to eqs –, which are derived from Hoftyzer and van Krevelen’s group contribution method. where i is the structural group in the compound. In the solid–liquid equilibrium system, the smaller the absolute difference of solubility parameters (δ d , δ p , δ h , and δ t ), the larger the solubility values, which can be calculated using eq . where n = d , p , h , and t .…”
Section: Solubility and Model Calculationmentioning
confidence: 99%