METHODS IN MEMBRANE BIOLOGY review

[...]... Membrane YASUO KAGAWA 1 Components of the Inner Mitochondrial Membrane 1.1 Introduction 2 3 4 5 6 1.2 Electron Transport System 1.3 Energy Transfer System 1.4 Ion Transport and Membrane Lipids 1.5 Topology in the Membrane: Extrinsic and Intrinsic Proteins 1.6 The Scope of This Chapter Methods of Dissociation of the Inner Membrane 2.1 Mechanical Disintegration 2.2 Chaotropic Agents ... 4.3 Immunological Localization of Membrane Proteins 4.4 Radioimmunoassay of the Membrane Proteins 4.5 Enzyme Assay of the Membrane System Purification of Extrinsic Proteins 5.1 Proteins of Energy Transfer 5.2 Proteins of Electron Transport Purification of Intrinsic Proteins 6.1 Deficient Particles 6.2 Red-Green Separation 6.3 Proteins of Energy Transfer 201 201 204 206 209 210 211 212... Chelating Agent, and Other Agents Methods of Fractionation of Membrane Proteins 3.1 Centrifugation 3.2 Gel Filtration 3.3 Salting Out in the Presence of Detergents 3.4 Ion-Exchange Chromatography 3.5 Dialysis 3.6 Gel Adsorption Analysis of the Membrane Components 4.1 Light Absorption 4.2 Gel Electrophoresis 4.3 Immunological Localization of Membrane. .. 233 235 235 241 243 243 247 248 Contents xv 7 Reassembly 7 J Adsorption of Extrinsic Proteins on the Membrane 7.2 Formation of Vesicles with Intrinsic Proteins and Lipids 7.3 Ion Transport and Anisotropy of the Membrane 8 References 252 252 256 260 263 Index 271 ... Using Radiotracers 3.3 Preparation and Use of Materials for the Film Balance 3.4 Other Techniques 4 References 69 70 70 73 77 81 87 92 93 96 99 100 102 Chapter 3 Circular Dichroism and Absorption Studies on Biomembranes D W URRY AND M M LONG 1 Introduction 1.1 On the Complexity of Biomembrane Spectra 2 Distortions in the Absorption and Circular Dichroism Spectra of Biomembranes... Preparation and Use of Liposomes as Models of Biological Membranes A D BANGHAM, M W HILL, AND N G A MILLER 1 Introduction and Historical Survey 2 Model Systems 2.1 Multilamellar Liposomes 2.2 Microvesicles 2.3 Macrovesicles 3 Physical Properties of Membrane Molecules in Aqueous Media 3.1 Microscopy 3.2 X-Ray Diffraction 3.3 Light Scattering 3.4 Microcalorimetry 3.5 Centrifugation 3.6 Temperature... Surface 5.1 Membrane- Antigen Models 6 Serological Assays 6.1 The Cytotoxic Test 6.2 The Blocking Assay 6.3 The Quantitative Absorption Test 6.4 Comments and Conclusions 7 Perspectives 8 References 143 144 144 146 147 148 157 158 159 164 164 164 166 167 168 168 171 186 191 191 192 Contents xiv Chapter 5 Dissociation and Reassembly of the Inner Mitochondrial Membrane YASUO KAGAWA... Thermodynamics and Experimental Methods for Equilibrium Studies with Lipid Monolayers N L GERSHFELD 1 Introduction 2 Thermodynamics 2.1 The Monolayer System 2.2 Equilibrium and Supercompressed States 2.3 The Gibbs Phase Rule and Phase Separation in Monolayers 2.4 The Film Balance Experiment: A Thermodynamic Analysis 2.5 Molecular Thermodynamics of Lipid Monolayers 3 Experimental Methods 3.1 The Film Balance... Centrifugation 3.6 Temperature Jump 3.7 Nuclear Magnetic Resonance 3.8 Spin Labels 3.9 Microelectrophoresis 4 Methods 4.1 Surface Area 4.2 Dialysis 4.3 Equilibrium Diffusion (Low Permeabilities) 4.4 Nonequilibrium Fluxes (High Permeabilities) 5 Materials 5.1 Egg Phosphatidylcholine 5.2 Phosphatidic Acid 5.3 Ox-Brain Phospholipids 5.4 Characterization and Purity 6 References ... Absorption Effects 2.3 Instrumental Artifacts 3 On Calculations of the Particulate PolY-L-Glutamic Acid Model System 4 On the Presence or Absence of Artifact at 222 nm in the CD of Biomembranes 105 105 108 108 III 113 113 116 Contents xiii 5 Approximate Corrections 5.1 Pseudo Reference State Approach 5.2 Consideration of Membrane Heterogeneity . src="data:image/png;base64,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 /IN/ 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 2In/ /855N/2tjYWF9fn5+ff8973jPUOtfW1lZXV9fX13O53Pj4+FNPPdWrBo53WwBEQ+D2OX/+fIhQyRvsgqtXr5bL5a7tc8lhJVlxh2yz2XwDNy10l6d6fsNmViqVra2tQ9fQbDa3trbW1tZWVlZ6dW0DiIbAW0oIPY1GIxmhVlZWOp1O13lnct3uzxs8OA6l1WoNtXzyXsbkiOn4xXq9HvJup9M5dG3tdntqaqpcLlcqldSkiQCiIfDWFOe/ZISqVquFQiF11108u3X/aHiMhv2gZDvl5ORkSIrxdq2srLTb7dCaODU1NcgKz507t7CwMODoGQDREHjTm5ycDONna7VauDtwbW2t1WrNz8+nlozvruvfUxz/9RibDweUynChQbTdbq+treVyuaWlpWKxODs7m8vlUkObe63tD//wD59++ulvfOMbqTloAERD4C3rE5/4RIhQzz33XC6XC8Np//W//tepxd73vveFf7zyyiu9VnXz5s3Q91ooFIZ6Gt7DDz8cBnnExsbGBrkjMCk8ji8e2jw/Px/mL7x69Wp4GMnDDz88+NqS0fZzn/tcPp+PZ0McVp/R1gCiIXBnCQ1pIQCtrKxcv369Uqnce++9qcXuuuuu0A63ubnZa1a/P//zPw//eOSRRwYvwDPPPPPlL395f38/GcsODg7CgOis0LrZq1UyHg48MTERsuDq6mroR04OuD5UsnF0fHz8//yf//PJT34yLsDP/dzPPf744wOuyghlQDQE3jTGx8dDh2mr1Qr/iGfDTokHMvda4OrVqyG09Voga2VlZWFhIXVrY+jjbjabXWfACcXIjhoO82zH90TG5ex0Os1ms1KpxAOu4xjaZ6RLr6Ene3t75XK53W4btgyIhsBbUzLJlUqlXn3Bk5OTYVRHo9G4cOFCsp1vb2/v8ccfX11dDdEtOetN/LSVer2ejHp7e3uXL18OYfTkyZPJDwovhlEjqXS4srJSrVajKMomszCkJjna+tSpU/FYluTycZGyT4JJflxyA4P19fVSqdRsNkulUq/JsbPi9RjpDNwpPCsQGPCRytmHI2eflRw6cwuFwsLCQrVarVQqcfdu8u1hOEuq5zeKounp6dRv1Pz8fOpTwtOKw/LhcXPVajUeaJIqZLVaTQ1nLpfLyWcihx7q8Bzk0EgZL1ksFqvVangc89LSUvKhdmHymvDRc3NzyY84tJbiGggz5sTxtN1uO9iAN9yYO12A/tbW1srlchRFf/3Xf33ownt7e9Vq9bnnnktOEFgul8+ePZsc2vzMM88M2LO8urp69uzZVEvbk08+GR55nHy9WCwuLS3F90cGly9fDu1/xWLxZ37mZ37wgx+02+1arXbixIm9vb25ublyuXzp0qXQ6Jh6tnJY/9e+9rX/9t/+24B9xFEUtVqtMOqlv8cffzw7nfiAlQxw64iGwOG2trby+fxQj4CLhxVnGwKPxf7+/vr6+ubmZi6XGxsbm5mZ. src="data:image/png;base64,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 /IN/ 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 2In/ 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. src="data:image/png;base64,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 /IN/ 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