
Absorption and Drug Development
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Inhalt
- Intro
- ABSORPTION AND DRUG DEVELOPMENT
- CONTENTS
- PREFACE
- PREFACE TO THE FIRST EDITION
- ABBREVIATIONS
- NOMENCLATURE
- COMMERCIAL TRADEMARKS
- INTRODUCTION
- 1.1 BULLDOZER SEARCHING FOR A NEEDLE IN A HAYSTACK?
- 1.2 AS THE PARADIGM TURNS
- 1.3 SCREEN FOR THE TARGET OR ADME FIRST?
- 1.4 ADME AND MULTIMECHANISM SCREENS
- 1.5 ADME AND THE MEDICINAL CHEMIST
- 1.6 THE "ABSORPTION" IN ADME
- 1.7 IT IS NOT JUST A NUMBER, IT IS A MULTIMECHANISM
- REFERENCES
- 2: TRANSPORT MODEL
- 2.1 PERMEABILITY-SOLUBILITY-CHARGE STATE AND
- 2.2 PROPERTIES OF THE GASTROINTESTINAL TRACT (GIT)
- 2.3 PH MICROCLIMATE
- 2.4 INTRACELLULAR
- 2.5 TIGHT JUNCTION COMPLEX
- 2.6 STRUCTURE OF OCTANOL
- 2.7 BIOPHARMACEUTICS CLASSIFICATION SYSTEM
- REFERENCES
- 3: pKa DETERMINATION
- 3.1 CHARGE STATE AND THE pKa
- 3.2 METHODS OF CHOICE FOR THE DETERMINATION OF THE pKa
- 3.3 TITRATION WITH A GLASS-MEMBRANE
- 3.4 EQUILIBRIUM EQUATIONS AND THE IONIZATION CONSTANT
- 3.5 "PURE SOLVENT" ACTIVITY SCALE
- 3.6 IONIC STRENGTH AND DEBYE-HÜCKEL/ DAVIES EQUATION
- 3.7 "CONSTANT IONIC MEDIUM" ACTIVITY SCALE
- 3.7.1 Constant Ionic Medium Activity Scale, fX?
- 3.7.2 Example of the Constant Ionic Medium Activity Scale Treatment
- 3.8 TEMPERATURE DEPENDENCE OF pKa VALUES
- 3.8.1 Thermodynamics of Temperature Dependence of pKa
- 3.8.2 Predicting pKa at 37°C from Measured Values at 25°C
- 3.9 ELECTRODE CALIBRATION AND STANDARDIZATION
- 3.9.1 Overview: From Millivolts to pH to pcH
- 3.9.2 One-Buffer Operational Calibration of Electrode and Automatic Temperature Compensation
- 3.9.3 Four-Parameter Procedure for Standardizing pH Electrode:
- 3.9.3.1 Blank Titration
- 3.9.3.2 Buffer-Capacity Enhanced Standardization Titrations
- 3.9.4 Blank Titrations Assess the State of the Measurement System
- 3.9.5 Frequency of Electrode Standardizations
- 3.9.6 Effects of Ionic Strength on
- 3.9.7 Effects of Temperature on
- 3.10 BJERRUM PLOT: MOST USEFUL GRAPHICAL TOOL IN pKa ANALYSIS
- 3.10.1 Derivation of the Bjerrum Function
- 3.10.2 Diagnostic Uses of the Bjerrum Plots
- 3.10.2.1 Confirming the Number of pKa and the Value of nH
- 3.10.2.2 Correcting Residual Acidity/Basicity Error
- 3.10.2.3 Correcting Sample Concentration Error
- 3.10.2.4 Recognizing Electrode Calibration Errors
- 3.10.2.5 Errors in Titrant Concentration
- 3.10.2.6 Consequences of Errors in Ionic Strength
- 3.10.2.7 Evidence of Precipitation
- 3.10.2.8 pKa "Ghosts"
- 3.10.2.9 Overlapping pKa Values
- 3.10.3 More Than One Substance: Subtracting Effects of Dissolved Carbon Dioxide
- 3.10.4 Case Examples
- 3.10.5 Bjerrum's Lasting Contribution
- 3.11 COSOLVENT METHODS FOR pKa DETERMINATION OF PRACTICALLY INSOLUBLE SUBSTANCES
- 3.11.1 Traditional Cosolvent Extrapolation Procedure: psKa versus wt% Cosolvent
- 3.11.2 Yasuda-Shedlovsky Cosolvent Extrapolation Procedure: psKa + log[H2O] versus 1/e
- 3.11.3 Which Method Is Better to Use: Traditional or Yasuda-Shedlovsky?
- 3.11.4 Precipitation in Mixed-Solvent Titration
- 3.11.5 Electrode Standardization in Mixed Solvents
- 3.11.6 Yasuda-Shedlovsky Ancillary Data
- 3.11.7 Recommended psKa Titration Protocol
- 3.11.8 Use of Cosolvents for Water-Soluble Molecules
- 3.12 OTHER METHODS FOR pKa MEASUREMENT
- 3.12.1 Spectrophotometric Measurements
- 3.12.2 Capillary Electrophoresis (CE) Measurements
- 3.12.3 Chromatographic pKa Measurement
- 3.12.4 pKa Measurement by PAMPA (Parallel Artificial Membrane Permeability Assay)
- 3.12.5 pKa Determination from Shake-Flask log DOCT versus pH Profiles
- 3.12.6 Comparison of Methods
- 3.13 pKa MICROCONSTANTS
- 3.14 pKa COMPILATIONS
- 3.15 pKa PREDICTION PROGRAMS
- 3.16 DATABASE OF pKa (25°C AND 37°C)
- APPENDIX 3.1 QUICK START: DETERMINATION OF THE pKa OF CODEINE
- A3.1.1 Data Collection
- A3.1.2 Data Processing
- APPENDIX 3.2 TUTORIAL FOR MEASUREMENTS WITH GLASS-MEMBRANE PH ELECTRODE
- A3.2.1 The pH Electrode Is an Electrochemical Sensor
- A3.2.2 Calibration of Glass-Membrane pH Electrodes Requires Standard Buffers
- A3.2.3 Sources of Error in the Most Accurate pH Determinations
- A3.2.4 Interlaboratory Comparison of pH Measurement Using Glass-Membrane pH Electrodes
- A3.2.5 Three pH Scales in Use
- APPENDIX 3.3 PH CONVENTION ADOPTED BY IUPAC AND SUPPORTED BY NIST
- APPENDIX 3.4 LIQUID-JUNCTION POTENTIALS (LJP)
- A3.4.1 LJP Minimized with Equi-ionic Cell Design (Best Case, but Inconvenient)
- A3.4.2 Constant but Small LJP with Constant Ionic Medium Cell (Practical Case)
- A3.4.3 Largest LJP Errors with Zero Ionic Strength Media (Worst Case)
- A3.4.4 Summary
- APPENDIX 3.5 pKa REFINEMENT BY WEIGHTED NONLINEAR REGRESSION
- A3.5.1 Function Minimized in the Weighted Nonlinear Regression Analysis
- A3.5.2 Overview of the Refinement Procedure
- A3.5.3 Weighting Scheme and Goodness-of-Fit (GOF)
- A3.5.4 Mass Balance Equations and "Local" Refinement
- A3.5.4.1 Sample Calculation of the Initial Point Prior to Titrant Addition
- A3.5.4.2 Sample Calculation of the Titration Curve after Volume of Titrant Addition
- A3.5.4.3 Jacobian Method in "Local" Refinement
- A3.5.5 Normal Equations and "Global" Refinement
- A3.5.6 Automatic Ionic Strength Compensation
- A3.5.7 Reactant and Titrant Concentration Factor Refinement
- A3.5.8 Multisubstance Refinement
- A3.5.9 In situ Standardization of the pH Electrode
- APPENDIX 3.6 MOLALITY TO MOLARITY CONVERSION
- REFERENCES
- 4: OCTANOL-WATER PARTITIONING
- 4.1 OVERTON-HANSCH MODEL
- 4.2 TETRAD OF EQUILIBRIA
- 4.3 CONDITIONAL CONSTANTS
- 4.4 log
- 4.5 log
- 4.6 ION-PAIR PARTITIONING
- 4.6.1 Partitioning of Quaternary Ammonium Drugs
- 4.6.2 Common-Ion Effect and log
- 4.6.3 Summary of Charged-Species Partitioning in Octanol-Water
- 4.6.4 Ion-Pair Absorption of Ionized Drugs: Fact or Fiction?
- 4.7 MICRO-log
- 4.8 METHODS FOR log P DETERMINATION
- 4.8.1 HPLC Methods
- 4.8.2 High-Throughput Methods
- 4.8.3 OTHER log
- 4.9 DYRSSEN DUAL-PHASE TITRATION log P METHOD
- 4.9.1 Brief History of the Dual-Phase Titration Method
- 4.9.2 Dual-Phase Method
- 4.9.3 Dual-Phase Bjerrum Plots
- 4.9.3.1 Monoprotic Molecules
- 4.9.3.2 Multiprotic Molecules
- 4.9.4 Validation
- 4.10 IONIC STRENGTH DEPENDENCE OF log P
- 4.11 TEMPERATURE DEPENDENCE OF log P
- 4.12 CALCULATED VERSUS MEASURED log P OF RESEARCH COMPOUNDS
- 4.13 log D VERSUS PH CASE STUDY: PROCAINE STRUCTURAL ANALOGS
- 4.14 DATABASE OF OCTANOL-WATER log PN, log PI, AND log D7.4
- REFERENCES
- 5: LIPOSOME-WATER PARTITIONING
- 5.1 BIOMIMETIC LIPOPHILICITY
- 5.2 TETRAD OF EQUILIBRIA AND SURFACE ION-PAIRING (SIP)
- 5.3 DATA SOURCES
- 5.4 LOCATION OF DRUGS PARTITIONED INTO BILAYERS
- 5.5 THERMODYNAMICS OF PARTITIONING: ENTROPYOR ENTHALPY-DRIVEN?
- 5.6 ELECTROSTATIC AND HYDROGEN BONDING IN A LOW DIELECTRIC MEDIUM
- 5.7 WATER WIRES, H+/OHCURRENTS, AND PERMEABILITY OF AMINO ACIDS AND PEPTIDES
- 5.8 PREPARATION METHODS: MLV, SUV, FAT, LUV, ET
- 5.9 EXPERIMENTAL METHODS
- 5.10 PREDICTION OF log PMEM FROM log POCT
- 5.11 log DMEM, DIFF log PMEM, AND PREDICTION OF log MEM PSIP FROM log POICT
- 5.12 THREE INDICES OF LIPOPHILICITY: LIPOSOMES, IAM, AND OCTANOL
- 5.13 GETTING IT WRONG FROM ONE-POINT log DMEM MEASUREMENT
- 5.14 PARTITIONING INTO CHARGED LIPOSOMES
- 5.15 pKaMEM SHIFTS IN CHARGED LIPOSOMES AND MICELLES
- 5.16 PREDICTION OF ABSORPTION FROM LIPOSOME PARTITION STUDIES?
- 5.17 DATABASE OF log PMEM AND log MEM PSIP
- 6: SOLUBILITY
- 6.1 IT'S NOT JUST A NUMBER
- 6.2 WHY IS SOLUBILITY MEASUREMENT DIFFICULT?
- 6.2.1 Poor Wettability
- 6.2.2 Formation of Aggregates and Micelles
- 6.2.3 Equilibration Time and Metastable Gel States
- 6.2.4 Polymorphism and Amorphous States
- 6.3 MATHEMATICAL MODELS FOR SOLUBILITY-
- 6.3.1 Monoprotic Weak Acid, HA (or Base, B)
- 6.3.2 Diprotic Ampholyte, XH2 +
- 6.3.3 Gibbs pKa ("pHmax") and the Tetrad of Equilibria
- 6.3.4 Aggregation Reactions in Solubility Measurement
- 6.3.4.1 Sample Derivation of Ionic Aggregation of a Weak Acid
- 6.3.4.2 Solubility Equations for Other Cases Involving Aggregation Reactions
- 6.3.5 Complexation Reactions in Solubility Measurement (Phase-Solubility Method)
- 6.3.5.1 Simple 1:1 Complexation
- 6.3.5.2 Simple 2:1 Ligand-Drug Complexation
- 6.3.5.3 Simple 1:1 Complexation with Deprotonation of the Complex
- 6.3.5.4 Summary of Complexation Equations
- 6.3.6 Micellar Binding Reactions in Solubility Measurement
- 6.4 EXPERIMENTAL METHODS
- 6.4.1 Saturation Shake-Flask ("Gold Standard" SSF Method)
- 6.4.2 Turbidimetric (DMSO-Containing "Kinetic" Ranking Methods)
- 6.4.3 Micro-Dissolution for Solubility Measurement (DMSO-Free
- 6.4.4 DMSO-Containing Thermodynamic 96and 384-Well Plate Methods
- 6.4.5 DMSO-Free Thermodynamic 96and 384-Well Plate Methods
- 6.4.6 Facilitated Dissolution Method (FDM)
- 6.4.7 Can Solubility Depend on the Amount of Excess Solid?
- 6.4.8 Excipient and Solubilizing Agent Screening
- 6.4.9 Need for Accurate pKa Determinations
- 6.5 CORRECTION FOR THE DMSO EFFECT BY THE "
- SHIFT" METHOD 6.5.1 DMSO Binding to the Uncharged Form of a Compound
- 6.5.2 Ionizable Compound Binding by Nonionizable Excipients
- 6.5.3 Results of Aqueous Solubility Determined from the
- 6.6 CASE STUDIES (SOLUBILITY-PH PROFILES)
- 6.6.1 Carboxylic Weak Acids
- 6.6.1.1 Diclofenac
- 6.6.1.2 Gemfibrozil
- 6.6.1.3 Ibuprofen
- 6.6.1.4 Ketoprofen
- 6.6.1.5 Mefenamic Acid
- 6.6.1.6 Naproxen
- 6.6.1.7 Prostaglandin F2a
- 6.6.2 Noncarboxylic Weak Acids
- 6.6.2.1 Glibenclamide
- 6.6.2.2 Phenytoin
- 6.6.3 Weak Bases
- 6.6.3.1 Dipyridamole
- 6.6.3.2 Papaverine
- 6.6.3.3 Terfenadine
- 6.6.4 High-Throughput Excipient/Solubilizer Screening
- 6.6.4.1 Excipient/Solubilizer Concentrations
- 6.6.4.2 Excipient/Solubilizer Solubility Profiles
- 6.6.4.3 Drug Effects
- 6.6.4.4 Summary
- 6.6.5 Additional Case Studies of Excipient/Solubilizer Effects on Solubility of Sparingly Soluble Drugs
- 6.6.5.1 Ketoprofen with Sodium Lauryl Sulfate (SLS)
- 6.6.5.2 Mefenamic Acid and Hydroxypropyl-ß-Cyclodextrin (HP-ß-CD)
- 6.6.5.3 Mefenamic Acid and Sodium Taurocholate (NaTC)
- 6.6.6 Salt Solubility: Amount of Excess Solid Can Determine Solubility
- 6.6.6.1 Chlordiazepoxide
- 6.6.6.2 Flurbiprofen
- 6.6.6.3 Terfenadine
- 6.7 LIMITS OF DETECTION-PRECISION VERSUS ACCURACY
- 6.8 DATA SOURCES AND THE "IONIZABLE-DRUG PROBLEM"
- 6.9 DATABASE OF LOG S0
- REFERENCES
- 7: PERMEABILITY-PAMPA
- 7.1 PERMEABILITY IN THE GASTROINTESTINAL TRACT
- 7.2 HISTORICAL DEVELOPMENTS IN PERMEABILITY MODELS
- 7.2.1 Lipid Bilayer Concept
- 7.2.2 Black Lipid Membranes (BLM)
- 7.2.3 Microfilter as Supports
- 7.2.4 Octanol-Impregnated Filters with Controlled Water Pores
- 7.2.5 Relationship Between Permeability and Partition Coefficients
- 7.3 RISE OF PAMPA-A USEFUL TOOL IN EARLY DRUG DISCOVERY
- 7.3.1 The Original Egg Lecithin Model: PAMPA-EGG
- 7.3.2 Dioleyoylphosphatidylcholine Model: PAMPA-DOPC
- 7.3.3 Hexadecane Model: PAMPA-HDM
- 7.3.4 Biomimetic Model: PAMPA-BM
- 7.3.5 Hydrophilic Filter Membrane Model: PAMPA-HFM
- 7.3.6 Double-Sink PAMPA MODEL: PAMPA-DS
- 7.4 PAMPA-HDM, -DOPC, -DS MODELS COMPARED
- 7.4.1 In Combo Approach for Relating PAMPA Models, Using Abraham Descriptors
- 7.4.2Intrinsic Permeability of the Test Compounds by the pKaFLUX Method
- 7.4.3 DS & DOPC & HDM Permeability Ranking
- 7.4.4 Abraham Analysis of PAMPA-HDM, -DOPC, and -DS Models
- 7.4.5 In Combo Analysis of the Differences Between the Three PAMPA Models
- 7.4.6 Practical Considerations in Using HDM and DS Models
- 7.5 MODELING BIOLOGICAL MEMBRANES
- 7.5.1 Lipid Compositions in Biological Membranes
- 7.5.2 Permeability-pH Considerations
- 7.5.3 Membrane Retention (Iso-pH without Chemical Sink)
- 7.5.4 Role of Serum Proteins
- 7.5.5 Effects of Cosolvents, Bile Acids, and Other Surfactants
- 7.5.6 Ideal Model
- 7.6 PERMEABILITY-PH RELATIONSHIP AND THE MITIGATING EFFECT OF THE AQ UEOUS BOUNDARY LAYER
- 7.6.1 Permeability-pH (Iso-pH DOPC Model)
- 7.6.2 Permeability-pH (Gradient-pH Double-Sink Model)
- 7.6.3 Stirring with Orbital Shakers
- 7.6.4 Individual-Well Stirring
- 7.6.5 Relationship Between Membrane and ABL Permeability
- 7.6.6 pH-Dependence of Permeability: Correcting PAMPA Permeability for the ABL and Charge Effects by the pKaFLUX Method
- 7.6.6.1 Membrane-Limiting Permeation (Hydrophilic Molecules)
- 7.6.6.2 ABL-Limiting Permeation (Lipophilic Molecules): pKaFLUX Method
- 7.6.6.3 Analysis of Stirring Effects Using the pKaFLUX Method
- 7.6.7 ABL Hydrodynamic Model Commonly Used in Cellular Studies
- 7.6.8 Thickness of the ABL
- 7.6.9 Why Is the Empirical Hydrodynamic Model a-Factor Not Equal to 0.5?
- 7.6.10 Determining P0 of Nonionizable Molecules or in Membrane-Limited Permeation
- 7.6.11 Determination of ABL Permeability from Permeability of Lipid-Free Microfilters
- 7.6.12 Estimation of hABL from pH Measurements Near the Surface of Membranes
- 7.6.13Errors in the Determination of P0 by the pKaFLUX Method
- 7.7 pKaFLUX-OPTIMIZED DESIGN (POD)
- 7.8 COSOLVENT PAMPA
- 7.8.1 pKaFLUX Method in Cosolvent Media
- 7.8.2 Acid-Base In Combo Permeability Model
- 7.8.3 Cosolvent Extrapolation Method
- 7.9 UV VERSUS LC/MS DETECTION
- 7.9.1 UV Data
- 7.9.2 LC/MS Data
- 7.10 ASSAY TIME POINTS
- 7.11 BUFFER EFFECTS
- 7.12 APPARENT FILTER POROSITY
- 7.12.1 Apparent Porosity
- 7.12.2 Apparent Porosity in PAMPA-DS and PAMPA-HDM
- 7.12.3 Recalculation Using the Apparent Porosity
- 7.13 PAMPA ERRORS: INTRA-PLATE AND INTER-PLATE REPRODUCIBILITY
- 7.14 HUMAN INTESTINAL ABSORPTION (HIA) AND PAMPA
- 7.14.1 MAX-PAMPA Binning Methods
- 7.14.2 SUM-PAMPA Binning Methods
- 7.14.3 Human Jejunal Permeability to Predict Human Intestinal Absorption
- 7.14.4 MAD-PAMPA Method Integrating Solubility and Permeability
- 7.15 PERMEATION OF PERMANENTLY CHARGED MOLECULES
- 7.15.1 Charged-Species Transport from Cellular and Liposomal Models
- 7.15.2 The PAMPA Evidence for the Permeation of Charged Drugs
- 7.16 PERMEATION OF ZWITTERIONS/AMPHOLYTES-IN COMBO PAMPA
- 7.16.1 An In Combo PAMPA Model Incorporating Paracellular Contribution
- 7.16.1.1 Paracellular Permeability Analysis (Pore Radius, Porosity- Pathlength, Electric Potential Gradient)
- 7.16.1.2 Zwitterion/Neutral Intrinsic Permeability
- 7.16.1.3 Absorption Prediction with In Combo PAMPA
- 7.16.2 Absorption Curve as a Function of Pe INT
- 7.17 PAMPA IN FORMULATION: SOLUBILIZING EXCIPIENT EFFECTS
- 7.17.1 In Vivo Absorption as a Function of pH
- 7.17.2 Nonlinear Weighted Regression Reanalysis of Rat Absorption-pH Curves
- 7.17.3 Solubility and Permeability in Flux
- 7.17.4 Absorption-Excipient-pH Classification Gradient Map, a Flux Function
- 7.17.5 The Conversion of Intrinsic Data to Intestinal pH 5.0, 6.2, and 7.4 Conditions
- 7.17.6 Absorption and the Underlying Permeability and Solubility
- 7.17.6.1 PAMPA-Excipient-pH CGM
- 7.17.6.2 Solubility-Excipient-pH CGM
- 7.17.6.3 Solubility-Product "Salt Ceiling"
- 7.17.7 Absorption-Excipient-pH CGM
- 7.17.8 HP-ß-CD Effects
- 7.17.9 pH-Partition Hypothesis "Inversion"
- 7.17.10 Comparisons with Drug-Cyclodextrin
- 7.18 DATABASE OF DOUBLE-SINK PAMPA log P0, log Pm. 6 5, AND log Pm. 7 4
- APPENDIX 7.1 QUICK START: DOUBLE-SINK PAMPA OF METOPROLOL
- A7.1.1 Optimizing Assay Protocol
- A7.1.2 PAMPA-DS (Gradient-pH) Assay
- A7.1.3 Data Processing
- APPENDIX 7.2 PERMEABILITY EQUATIONS
- A7.2.1 Thin-Membrane Model (without Retention)
- A7.2.2 Iso-pH Equations with Membrane Retention
- A7.2.2.1 Without Precipitate in Donor Wells and Sink Condition in Receiver Wells
- A7.2.2.2 Sink Condition in Receiver Wells
- A7.2.2.3 Precipitated Sample in the Donor Wells
- A7.2.3 Gradient-pH Equations with Membrane Retention
- A7.2.3.1 Single-Sink: Eq. (A7.28), in Absence of Chemical Sink (Serum Protein or Surfactant in Receiver Wells)
- A7.2.3.2 Double-Sink: Eq. (A7.28) in the Presence of Chemical Sink (Serum Protein or Surfactant in Receiver Wells)
- A7.2.3.3 Simulation Examples
- A7.2.3.4 Gradient-pH Summary
- APPENDIX 7.3 PAMPA PARAMEMBRANE WATER CHANNELS
- A7.3.1 PAMPA Permeability Equation Taking into Account Paramembrane Contribution
- A7.3.2 PAMPA Determinations
- A7.3.3 Water Pores in PAMPA Membrane Barrier
- REFERENCES
- 8: PERMEABILITY: Caco-2/MDCK
- 8.1 PERMEABILITY IN THE GASTROINTESTINAL TRACT
- 8.1.1 Human Jejunal Permeability
- 8.1.2 Environment of the GIT Site of Absorption
- 8.1.2.1 Intestinal Surface Accessibility and the "Smooth Tube" Approximation
- 8.1.2.2 Aqueous Boundary Layer (ABL)
- 8.1.2.3 Paracellular Aqueous Channels
- 8.1.2.4 pH Gradients
- 8.1.2.5 Normalizing In Vitro-In Vivo Conditions
- 8.1.3 Carrier-Mediated Transporters and PAMPA
- 8.2 CELL-BASED IN VITRO PERMEABILITY MODEL
- 8.2.1 Limitations of a Single-pH Measurement and Ways to Overcome Them
- 8.2.1.1 ABL-Limited Transport May Not Correlate with In Vivo Permeability
- 8.2.1.2 Paracellular Transport May Be Important for Low-Permeable Molecules
- 8.2.1.3 How to Extract PC from Papp in a Single-pH Permeability Measurement
- 8.2.1.4 How to Extract PC from Papp from Multiple-pH Permeability Measurement
- 8.2.2 Characteristic Paracellular Parameters in a Standardized Cell Culture
- 8.2.2.1 Model Equation to Determine Cell-Based In Vitro Paracellular Parameters
- 8.2.2.2 Refinement of the In Vitro Paracellular Permeability Parameters
- 8.3 IN SITU HUMAN JEJUNUM PERMEABILITY (HJP) MODEL
- 8.3.1 Model Equation to Determine HJP Paracellular Parameters
- 8.3.2 Refinement of the HJP Parameters
- 8.4 PASSIVE INTRINSIC PERMEABILITY COEFFICIENTS OF Caco-2 AND MDCK COMPARED
- 8.5 THEORY (STAGE 1): PARACELLULAR LEAKINESS AND SIZE EXCLUSION IN Caco-2, MDCK, AND 2/4/A1 CELL LINES
- 8.5.1 Selection of Paracellular Markers
- 8.5.2 Paracellular Model Nonlinear Regression Analysis
- 8.5.3 Iso-Paracellular Profiles
- 8.5.4 Ranking by Size Exclusion
- 8.5.5 Confirming the Filter Porosity Experimentally
- 8.5.5.1 Filter Permeability, Pf, in Caco-2 Assays
- 8.5.5.2 Determination of Filter Porosity
- 8.6 THEORY (STAGE 2): REGRESSION METHOD FOR IN VITRO CELLULAR PERMEABILITY
- 8.6.1 Two Stages of Analysis and the Dynamic Range Window (DRW)
- 8.6.2 Refinement of the In Vitro Cellular Permeability Parameters
- 8.7 CASE STUDIES OF CELL-BASED PERMEABILITY AS A FUNCTION OF PH
- 8.7.1 In Vitro Permeability Measurements Are Insufficiently Standardized
- 8.7.2 Pretreatment of In Vitro Permeability Measurements to Improve IVIVC
- 8.7.2.1 Treatment of the Two-pH Caco-2 Data to Determine "True" Cell Permeability
- 8.7.2.2 Treatment of the Multiple-pH Caco-2 Data to Determine "True" Cell Permeability
- 8.8 HUMAN JEJUNAL PERMEABILITY PREDICTED DIRECTLY FROM Caco-2/MDCK
- 8.8.1 Effective Human Jejunal Permeability Data Sources
- 8.8.2 Biophysical Model Regression Analysis of Human Jejunal Permeability
- 8.8.3 Refined Effective Surface Area Expansion Factor
- 8.8.4 Transport Analysis for Drugs in the Human Jejunum
- 8.8.4.1 Paracellular Route
- 8.8.4.2 ABL-Limited Transcellular Route
- 8.8.4.3 Transcellular Route
- 8.8.5 Polyethylene Glycol Permeability
- 8.8.6 The "Leakiness" of the Human Jejunum Compared with That of In Vitro Models
- 8.8.7 Applications of the Biophysical Model
- 8.8.8 Biophysical Model Summary
- 8.9 Caco-2/MDCK DATABASE AND ITS IN COMBO PAMPA PREDICTION
- 8.9.1 Caco-2/MDCK Database
- 8.9.2 In Combo Model Building Approach
- 8.9.3 Caco-2/MDCK Passive Permeability Prediction Model
- REFERENCES
- 9: PERMEABILITY: BLOOD-BRAIN BARRIER
- 9.1 THE BLOOD-BRAIN BARRIER: A KEY ELEMENT FOR DRUG ACCESS TO THE CENTRAL NERVOUS SYSTEM
- 9.2 THE BLOOD-BRAIN BARRIER
- 9.2.1 The BBB Environment
- 9.2.2 Lipid Composition of the BBB
- 9.2.3 Transporters at the BBB
- 9.3 NONCELLULAR BBB MODELS
- 9.3.1 log POCT
- 9.3.2 ? log P
- 9.3.3 Air-Water Partition Coefficients and Molecular Cross-Sectional Area
- 9.3.4 Black Lipid Membrane (BLM) Models
- 9.3.5 PAMPA-BBB
- 9.3.6 Selectivity Coefficients (SC) and the Solubility-Diffusion Theory
- 9.4 IN VITRO BBB CELL-BASED MODELS
- 9.5 IN VIVO BBB MODELS
- 9.5.1 Brain/Plasma Ratio: Kp (also Known as B/P and log BB)- Extent of Penetration
- 9.5.2 Mouse Brain Uptake Assay (MBUA)
- 9.5.3 Rodent In Situ Brain Perfusion: Rate of Transport
- 9.5.4 Microdialysis
- 9.6 PARADIGM SHIFT
- 9.6.1 Extent of Brain Penetration (Concentration in the Brain Extracellular Fluid, ECF)
- 9.6.2 Equilibration Half-Time in Physiologically Based Pharmacokinetics (PBPK)
- 9.6.3 Unbound Fractions in Brain and Plasma
- 9.6.4 Brain Penetration Classification (BPC)
- 9.7 IN SILICO BBB MODELS
- 9.8 BIOPHYSICAL ANALYSIS OF IN VITRO ENDOTHELIAL CELL MODELS
- 9.8.1 Computational Method
- 9.8.2 Selection of In Vitro BMEC Permeability Data from Various Laboratories
- 9.8.3 Extracting Aqueous Hydrodynamic Contributions from Measured Permeability
- 9.8.4 In Vitro BMEC Transendothelial and Intrinsic Permeability, PC and P0
- 9.8.5 Dynamic Range Window (DRW)
- 9.8.6 Results of Paracellular and Aqueous Boundary Layer Permeability Analysis
- 9.8.6.1 Transporter Effects
- 9.8.6.2 Refined Paracellular Parameters
- 9.8.6.3 Ranking by Leakiness
- 9.8.6.4 Size Exclusion
- 9.8.7 Transendothelial Cell Membrane Permeability Analysis
- 9.8.7.1 IVIVC Analysis with Uncorrected (Pe) Data
- 9.8.7.2 Improved IVIVC Analysis Using P0 Data
- 9.9 IN SITU BRAIN PERFUSION ANALYSIS OF FLOW
- 9.9.1Flow-Limit Window (FLW), Where PS Cannot Be Determined from Kin
- 9.9.2 Approaches to Overcome the Possible Limitation of the Crone-Renkin Equation
- 9.9.3 Is There an ABL at the BBB?
- 9.9.4 The pH-CRE (Crone-Renkin Equation) Flow Correction Method
- 9.9.5 Paracellular Permeability at the BBB
- 9.9.6 Capillary versus Planar Hydrodynamic Effects in Permeability Assays
- 9.9.7 Effective BBB Permeability versus Lipophilicity
- 9.9.8 In Situ Rat Brain Perfusion Measurement as a Function of pH
- 9.9.9 Determined Mean Cerebrovascular Flow Velocity: Literature Comparisons
- 9.9.10 pH-CRE Method Recommendations: Maprotiline at pH 7.4 and 6.5
- 9.10 IN COMBO PAMPA-BBB MODEL FOR PASSIVE BBB PERMEABILITY
- 9.10.1 In Silico Model Building Software and the In Combo Strategy
- 9.10.2 Linear Free Energy Relations (LFER) Descriptors
- 9.10.3 PAMPA-BBB Selectivity Coefficients by Charge Classes
- 9.10.4 Abraham LFER and
- 9.10.5 "External" Set Comparisons
- REFERENCES
- 10: SUMMARY AND SOME SIMPLE APPROXIMATIONS
- INDEX
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