![SOLVED: For an acidic drug, the following relationship between logD and logP exists when pH is much greater than pKa of the drug: LogD = LogP + (pH - pKa) Derive the SOLVED: For an acidic drug, the following relationship between logD and logP exists when pH is much greater than pKa of the drug: LogD = LogP + (pH - pKa) Derive the](https://cdn.numerade.com/ask_images/5d4cfe2442d84c8f90ffd1947bf8710e.jpg)
SOLVED: For an acidic drug, the following relationship between logD and logP exists when pH is much greater than pKa of the drug: LogD = LogP + (pH - pKa) Derive the
![The Rule of Five Revisited: Applying Log D in Place of Log P in Drug-Likeness Filters | Molecular Pharmaceutics The Rule of Five Revisited: Applying Log D in Place of Log P in Drug-Likeness Filters | Molecular Pharmaceutics](https://pubs.acs.org/cms/10.1021/mp0700209/asset/images/large/mp0700209h00001.jpeg)
The Rule of Five Revisited: Applying Log D in Place of Log P in Drug-Likeness Filters | Molecular Pharmaceutics
Plot log D vs 1/T and the D(T) diffusion coefficient calculation of... | Download Scientific Diagram
![A confidence predictor for logD using conformal regression and a support-vector machine | Journal of Cheminformatics | Full Text A confidence predictor for logD using conformal regression and a support-vector machine | Journal of Cheminformatics | Full Text](https://media.springernature.com/lw685/springer-static/image/art%3A10.1186%2Fs13321-018-0271-1/MediaObjects/13321_2018_271_Figa_HTML.gif)