1999
DOI: 10.1002/(sici)1096-9063(199901)55:1<78::aid-ps853>3.0.co;2-7
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Hydrogen bonding part 46: a review of the correlation and prediction of transport properties by an lfer method: physicochemical properties, brain penetration and skin permeability

Abstract: : A number of solute descriptors that relate to the ability of a solute to take part in solutesolvent interactions have been identiüed, quantiüed and incorporated into a multiple linear regression equation. This general solvation equation can then be used for the correlation and prediction of solute eþ ects in transport processes, that is, processes in which the main step is either the equilibrium transfer, or the rate of transfer, of a solute from one phase to another. Examples discussed include the solubilit… Show more

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Cited by 94 publications
(16 citation statements)
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“…Hence the following brief account of the application of Eq. (4) to biological systems [41] is not meant to be a rigorous illustration of the indirect method shown in Fig.1 Another measure of the ability of compounds to cross the blood-brain barrier is the rate of perfusion from the internal carotid artery into the brain. Unlike distribution studies, the time scale of perfusion experiments is very small, so reducing the possibility of biological degradation of the compound during the course of the experiment.…”
Section: Rp-hplc Datasupporting
confidence: 58%
“…Hence the following brief account of the application of Eq. (4) to biological systems [41] is not meant to be a rigorous illustration of the indirect method shown in Fig.1 Another measure of the ability of compounds to cross the blood-brain barrier is the rate of perfusion from the internal carotid artery into the brain. Unlike distribution studies, the time scale of perfusion experiments is very small, so reducing the possibility of biological degradation of the compound during the course of the experiment.…”
Section: Rp-hplc Datasupporting
confidence: 58%
“…The relationships identified here are unsurprising, being similar to those for permeability of epithelia and biological membranes (e.g., skin, intestine, blood-brain barrier, cornea) where lipophilicity, hydrogen bonding potential, and MW are known to be key determinants. [51,55,57,58] They are also entirely consistent with Lipinski's rules for drug-like small molecules, which emphasizes the requirement for low molecular weight (<500), low numbers of hydrogen bond donors and acceptors (<5 and <10, respectively), and a log P <5 for optimal intestinal absorption, which is a balance between aqueous solubility and membrane permeability. [54] While Eqn 1 provides a potentially useful tool for estimating tumour tissue diffusion coefficients computationally, given that all the required parameter values can be readily calculated for virtual compounds, some cautions need to be sounded.…”
Section: Discussionmentioning
confidence: 99%
“…For the set of 71 compounds, we tested the dependence of D mcl on log P 7.4 , HD, and HA since these parameters are expected to influence diffusion through lipoidal membranes and thus access to the transcellular route. [51] Including the expected MW dependence, based on its relationship with Stoke's radius, an excellent correlation was obtained using a sigmoidal dependence on log P 7.4 as previously for neutral compounds [32] modified by HD and HA as shown in Eqn 1 and demonstrated in Fig. 4.…”
Section: Relationship Between Physicochemical Parameters and Diffusiomentioning
confidence: 94%
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“…This is often carried out through the use of QSAR where skin permeation profile is related to the molecular properties of compounds, given that the skin permeation is measured at consistent experimental conditions. QSAR has been efficiently used to model skin permeation of chemicals from simple systems such as saturated aqueous solutions (El Tayar et al, 1991;Abraham et al, 1995Abraham et al, , 1999Ghafourian and Fooladi, 2001;Moss and Cronin, 2002). Potts and Guy (1992) developed the first widely accepted QSAR model for predicting skin permeability coefficient (k p ), a linear regression model that consisted of lipophilicity measured by octanol/water partition coefficient and molecular weight.…”
Section: Introductionmentioning
confidence: 99%