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  • Cover

  • Half-title

  • Title

  • Copyright

  • Dedication

  • Contents

  • Preface

  • Acknowledgments

  • Chapter 1 Understanding chemical reactions at the molecular level

    • 1.1 What is molecular reaction dynamics?

      • 1.1.1 Much of chemistry is local: from the elementary act to complex systems

    • 1.2 An example: energy disposal in an exoergic chemical reaction

      • 1.2.1 Distribution of products’ energy states

      • 1.2.2 Simple view of products’ energy disposal: the spectator

      • 1.2.3 Products’ angular distribution

      • 1.2.4 From specific energy disposal to the mode-selective control of chemical reactions

      • 1.2.5 The experiment

      • 1.2.6 Launching the system in the transition state region: the first steps toward control

      • 1.2.7 The steric requirements of chemical reactions

        • 1.2.7.1 Abstraction vs. insertion

      • 1.2.8 The time scales of the chemical change

      • 1.2.9 Reaction dynamics in solution and on surfaces

        • *1.2.9.1 Chaos and spatiotemporal pattern formation

      • 1.2.10 The road ahead

    • Appendix: Units

    • Problems

    • Notes

  • Chapter 2 Molecular collisions

    • 2.1 Molecules have a finite size

      • 2.1.1 Direct determination of the mean free path by a scattering experiment

      • 2.1.2 Quantitative analysis of the scattering experiment

      • *2.1.3 The mean free path and the probability of a collision

      • 2.1.4 The collision cross-section

      • 2.1.5 The rate of molecular collisions

      • 2.1.6 Molecules as hard spheres

      • 2.1.7 Realistic short-range repulsion

      • 2.1.8 Toward realistic interatomic potentials

      • 2.1.9 Simplistic approach to long-range interatomic and intermolecular forces

      • 2.1.10 Sources of interaction potentials

        • *2.1.10.1 Deviations from ideal gas behavior and intermolecular forces

        • *2.1.10.2 Potential curves from beam scattering

      • 2.1.11 On to collision dynamics

      • On to collision dynamics

    • 2.2 The approach motion of molecules

      • 2.2.1 The classical trajectory and the impact parameter

      • 2.2.2 The centrifugal barrier and the effective potential

        • 2.2.2.1 The distance of closest approach

      • 2.2.3 On the centrifugal force

      • 2.2.4 The micro view of the cross-section

        • *2.2.4.1 On controlling the impact parameter

      • 2.2.5 Qualitative examination of the deflection function

      • 2.2.6 Rainbow scattering and the quantum mechanical interference of different trajectories

      • *2.2.7 The center-of-mass system

        • *2.2.7.1 Kinematics in the center-of-mass system

        • *2.2.7.2 Kinematics in velocity space: the Newton diagram

    • Problems

    • Notes

  • Chapter 3 Introduction to reactive molecular collisions

    • 3.1 The Rate and cross-section of chemical reactions

      • 3.1.1 The thermal reaction rate constant

      • 3.1.2 The reaction cross-section – a macroscopic view

        • 3.1.2.1 The energy threshold of reaction

        • 3.1.2.2 Translational energy requirements of chemical reactions On the basis of the translational energy requirements of chemical reactions we can thus make the following…

        • 3.1.2.3 The temperature dependence of the reaction rate constant

        • 3.1.2.4 The Tolman interpretation of the activation energy: the reactive reactants

    • 3.A Appendix: Reaction rate under non-equilibrium conditions

    • 3.2 Two-body microscopic dynamics of reactive collisions

      • 3.2.1 The opacity function

      • 3.2.2 The microscopic view of the reaction cross-section

      • 3.2.3 A simple opacity function

      • 3.2.4 The harpoon mechanism

        • 3.2.4.1 A modern variation on an old theme: excimer lasers

        • 3.2.4.2 Hardness and electronegativity

        • *3.2.4.3 Dynamics in condensed phases: a simple application of curve crossing

      • 3.2.5 The centrifugal barrier to reaction

        • 3.2.5.1 Computing the capture cross-section for reactions with no energy threshold

      • 3.2.6 Reactions with an energy threshold

      • 3.2.7 The steric factor

        • *3.2.7.1 A simple model of steric requirements: the cone of acceptance

        • *3.2.7.2 The cone of acceptance can depend on energy and on the impact parameter

        • 3.2.7.3 Steric hindrance

      • 3.2.8 Two aspects of scattering

    • 3.B Appendix: Dynamics in strong laser fields – a curve-crossing picture

    • Problems

    • Notes

  • Chapter 4 Scattering as a probe of collision dynamics

    • 4.1 Classical scattering of structureless particles

      • 4.1.1 Conservation of angular momentum

      • 4.1.2 The angle of deflection

      • 4.1.3 The deflection function for hard spheres and for realistic potentials

      • 4.1.4 Angular distribution in the c.m. system: the differential cross-section

    • 4.2 Elastic scattering as a probe of the interaction potential

      • 4.2.1 Scattering as a probe of the potential

      • 4.2.2 The angle of deflection as a measure of the potential

        • *4.2.2.1. The energy and impact parameter dependence of the angle of deflection

      • 4.2.3 The quantitative route from the potential to the deflection function

      • 4.2.4 The total cross-section and the glory effect

      • 4.2.5 Rainbow scattering as a probe of the potential well

    • 4.3 Elements of quantal scattering theory

      • 4.3.1 Essential quantum mechanics: the superposition principle

      • 4.3.2 The quantum mechanical approach to elastic scattering

      • 4.3.3 The scattering amplitude

      • 4.3.4 The cross-section and the random phase approximation

      • 4.3.5 Time delay and resonances

      • 4.3.6 Low-energy collisions: classical orbiting and quantal resonances

    • 4.4 Angular distribution for reactive molecular collisions

      • 4.4.1 The angular distribution as a probe of direct vs. compound collisions

      • 4.4.2 Direct reactions: forward vs. backward scattering

      • 4.4.3 Scattering in direct reactions

      • *4.4.4 Information gained from non-reactive scattering

      • 4.4.5 Summary

      • 4.4.6 On to polyatomics

    • Problems

    • Notes

  • Chapter 5 Introduction to polyatomic dynamics

    • 5.0.1 The Born–Oppenheimer separation: a caveat

    • 5.1 Potential energy functions and chemical reactions

      • 5.1.1 Potential energy surfaces

      • 5.1.2 The reaction path

        • *5.1.2.1 Input from spectroscopy of large-amplitude motions

      • 5.1.3 Semi-empirical potential surfaces

        • 5.1.3.1 The conical intersection for the LEP(S) potential

      • 5.1.4 The Evans–Polanyi model

      • 5.1.5 The cone of acceptance: qualitative considerations

        • *5.1.5.1 From structure to reactivity: on orbital steering

      • 5.1.6 The steric effect: the polar map representation

      • 5.1.7 Stable and unstable polyatomics

      • 5.1.8 Collision-induced dissociation

      • 5.1.9 On to energy requirements and energy disposal of chemical reactions

    • 5.2 The classical trajectory approach to reaction dynamics

      • 5.2.1 From the potential surface to the dynamics

      • 5.2.2 The need for averaging trajectory results

        • *5.2.2.1 Chaos and longer time evolution of the quasi-classical trajectory method

    • 5.A Appendix: Monte Carlo sampling

      • *5.A.1 An example of Monte Carlo sampling

    • 5.3 Energy and dynamics of the chemical change

      • 5.3.1 Energy disposal in direct exoergic reactions

      • 5.3.2 Energy requirements for reactions with a barrier

      • 5.3.3 Direct vs. compound collisions

        • 5.3.3.1 Complex mode trajectories and unimolecular reactions

      • 5.3.4 Stereodynamics

      • 5.3.5 On to the specificity of energy disposal and selectivity of energy requirements

    • 5.B Appendix: Mass-weighted coordinate systems

    • Problems

    • Notes

  • Chapter 6 Structural considerations in the calculation of reaction rates

    • 6.1 Transition state theory: the rate of barrier crossing

      • 6.1.1 The point of no return and the transition state

      • 6.1.2 The statistical condition

      • 6.1.3 Computing the rate for direct reactions

      • 6.1.4 From k(E) to k(T)

        • *6.1.4.1 Transition state theory and the steric factor

        • *6.1.4.2 Variational transition state theory

    • 6.A Appendix: Density of states and partition functions

    • 6.2 RRKM theory and the rate of unimolecular reactions

      • 6.2.1 Unimolecular reactions: the Lindemann and the RRKM hypotheses

      • 6.2.2 The (RRKM) dissociation rate of an energy-rich polyatomic molecule

        • 6.2.2.1 Reactions in the bulk

        • *6.2.2.2 Vibrational state counting: a simplified treatment

        • *6.2.2.3 The vibrational quasi-continuum

        • 6.2.2.4 Do energy-rich polyatomic molecules behave statistically?

      • 6.2.3 The reaction rate for a complex-forming collision

        • 6.2.3.1 A case study: ion–molecule reactions

      • 6.2.4 Toward molecular machines

    • 6.3 Resolving final states and populations

      • 6.3.1 Scattering in velocity space: the Newton sphere

        • 6.3.1.1 Flux–velocity maps: qualitative aspects

    • 6.B Appendix: The quantitative representation of flux contour maps

      • *6.B.1 Reduced distributions: translational energy release and angular distribution

    • 6.4 Characterization of energy disposal and energy requirements of chemical reactions

      • 6.4.1 The prior distribution

        • *6.4.1.1 The prior flux distribution

        • *6.4.1.2 Products’ internal state distribution in the prior limit

      • 6.4.2 Surprisal analysis

        • *6.4.2.1 The distribution of maximal entropy

      • 6.4.3 Measure of selectivity in energy requirements of chemical reactions

      • 6.4.4 There are deviations from statistics

      • 6.4.5 Phase space theory

      • 6.4.6 Up, up and away

    • Problems

    • Notes

  • Chapter 7 Photoselective chemistry: access to the transition state region

    • 7.0.1 The Franck–Condon principle

    • 7.0.2 Beyond the Born–Oppenheimer approximation

    • 7.0.3 Radiationless transitions

    • 7.A Appendix: The picket-fence model

    • 7.1 Laser photoexcitation and photodetection of diatomic molecules

      • 7.1.1 The discrete vibrational energy levels of diatomic molecules

      • 7.1.2 Electronic excitation

        • 7.1.2.1 Angular distribution in photodissociation

        • 7.1.2.2 The photochemistry of molecular oxygen in the atmosphere

        • *7.1.2.3 Interference of exit channels

      • 7.1.3 Photodetection

        • 7.1.3.1 Imaging and translational spectroscopy

        • 7.1.3.2 Doppler spectroscopy

        • 7.1.3.3 Laser-induced fluorescence

    • 7.2 Photodissociation dynamics

      • 7.2.1 Direct and indirect processes

      • 7.2.2 Unimolecular dissociation

      • 7.2.3 Access to the transition state region: vibrationally mediated photodissociation

      • 7.2.4 Mode-selective chemistry

        • 7.2.4.1 Unimolecular dissociation of van der Waals clusters

      • 7.2.5 Multiphoton dissociation

        • 7.2.5.1 Infrared multiphoton dissociation

        • 7.2.5.2 Multiphoton ionization/dissociation

      • 7.2.6 On to quantum control and the time domain

    • 7.3 Bimolecular spectroscopy

      • 7.3.1 Collision-induced light absorption

      • 7.3.2 Pressure broadening of spectral lines

      • 7.3.3 Emission in half collisions

      • 7.3.4 Spectroscopy of elastic collisions

      • 7.3.5 Spectroscopy of the transition state and laser-assisted collisions

    • 7.4Quantum control

      • 7.4.1 Strong field control

    • Problems

    • Notes

  • Chapter 8 Chemistry in real time

    • *8.0.1The coherent state – a wave-packet

    • 8.1 Watching the breaking and making of chemical bonds

      • 8.1.1 Photoinitiated bond-breaking

        • 8.1.1.1 Bond-breaking occurs along more than one dimension

        • 8.1.1.2 Coherence

      • 8.1.2 Bimolecular collisions

    • 8.2 Chemical transformations

      • 8.2.1 Concerted vs. sequential bond forming

    • 8.3 Control of chemical reactions with ultrashort pulses

      • 8.3.1 Control by pump and probe

    • Problems

    • Notes

  • Chapter 9 State-changing collisions: molecular energy transfer

    • 9.0.1 Equilibrium and disequilibrium

    • 9.0.2 A hierarchy of relaxation rates

    • 9.0.3 The HF chemical laser

    • 9.1 Vibrational energy transfer

      • 9.1.1 V–V' processes in diatomics

      • 9.1.2 V–V processes in polyatomics

        • 9.1.2.1 The CO2 laser

      • 9.1.3 Energy-rich polyatomics

    • 9.2 Understanding the essentials of energy transfer

      • 9.2.1 Two extremes of vibrational energy transfer

      • 9.2.2 The adiabaticity parameter

        • 9.2.2.1 Rotational energy transfer

        • 9.2.2.2 Adiabatic behavior

      • 9.2.3 The exponential gap

      • 9.2.4 Light as a bridge of the exponential gap

      • 9.2.5 Propensity rules for energy transfer

      • 9.2.6 Detailed balance

    • 9.3 Electronic energy transfer

      • 9.3.1 Non-adiabatic processes

      • 9.3.2 Curve crossing

        • 9.3.2.1 Diabatic vs. adiabatic

      • *9.3.3 The adiabaticity parameter for curve crossing

      • *9.3.4 The Landau–Zener transition probability

      • *9.3.5 The localized crossing range

      • *9.3.6 Donor–acceptor systems and photoinduced charge separation

      • *9.3.7 From photons to perception

    • Problems

    • Notes

  • Chapter 10 Stereodynamics

    • 10.0.1 The steric factor and early history of stereodynamics

    • 10.1 Controlling reagent approach geometry

      • 10.1.1 Preparing oriented molecules in electric fields

      • 10.1.2 Preparing aligned molecules with polarized radiation

      • 10.1.3 Electronic orbital control

    • 10.2 Analyzing product polarization

      • 10.2.1 Conservation of angular momentum

      • 10.2.2 Kinematic models

      • *10.2.3 The degree of orientation and alignment

      • 10.2.4 Inelastic collisions

      • 10.2.5 Surface scattering

      • 10.2.6 Bimolecular reactions

        • 10.2.6.1 PHOTOLOC

        • 10.2.6.2 Peripheral dynamics

    • 10.3 Vector correlations

      • 10.3.1 v, v' correlation

        • 10.3.1.1 The collision complex

        • 10.3.1.2 Photodissociation

    • Problems

    • Notes

  • Chapter 11 Dynamics in the condensed phase

    • 11.0.1 Many facets of the solvent

    • 11.1 Solvation

      • 11.1.1 Electrostatic models for solvation

        • *11.1.1.1 The Born solvation model

      • 11.1.2 Electron transfer reactions

      • 11.1.3 Dynamics of solvation

        • 11.1.3.1 Cage effect

          • 11.1.3.1.1 Diffusion control

        • 11.1.3.2 Caging dynamics

        • 11.1.3.3 Caging dynamics in clusters

      • 11.1.4 Vibrational relaxation

    • 11.2 Barrier-crossing dynamics

      • 11.2.1 Potential of mean force

        • *11.2.1.1 Evaluating the mean force

        • 11.2.1.2 From gas phase to solution

      • 11.2.2 Isomerization

        • *11.2.2.1 Toy model for barrier crossing

    • 11.3 Interfaces

      • 11.3.1 The gas–liquid interface

      • 11.3.2 The liquid–liquid interface

      • 11.3.3 Fuel cells

    • 11.4 Understanding chemical reactivity in solution

      • 11.4.1 The reaction series

      • 11.4.2 The unified approach

      • 11.4.3 Recapitulations

    • Problems

    • Notes

  • Chapter 12 Dynamics of gas–surface interactions and reactions

    • 12.0.1 A clean surface?

    • 12.0.2 The reconstructed surface

    • 12.0.3 The electronically active surface

    • 12.1 Surface scattering

      • 12.1.1 Inelastic scattering

        • 12.1.1.1 Trapping at the surface

      • 12.1.2 Collision-induced surface processes

    • 12.2 Dynamics on surfaces

      • 12.2.1 Dissociative adsorption

      • 12.2.2 Heterogeneous chemical reactivity

      • 12.2.3 Dynamics of gas–surface reactions

      • 12.2.4 Laser-induced processes

    • 12.3 Chaos and pattern formation: spatiotemporal aspects of surface reactivity

      • 12.3.1 The CO + O2 reaction on Pt(110)

        • 12.3.1.1 Imaging surface processes

    • Problems

    • Notes

    • Epilogue

  • Bibliography

  • index

Nội dung

This page intentionally left blank Molecular Reaction Dynamics Molecular Reaction Dynamics is a brand new version of the text by Levine and Bernstein. The book delivers an updated treatment of this fundamental topic. An appreciation of how chemical reactions occur and their control is essential to chemists and to those in interdisciplinary fields such as materials and nanoscience, drug design, and astrochemistry. The first half of the book describes experimental techniques for initiating and probing reaction dynamics and the essential insights gained. The second part explores key areas including photoselective chemistry, stereochemistry, chemical reactions in real time, and chemical reaction dynamics in solutions and interfaces. Typical of the new challenges are molecular machines, enzyme action, and molecular control. With problem sets included, this book is aimed at advanced undergraduate and graduate students studying chemical reaction dynamics, as well as physical chemistry, biophysics, and materials science. R L  is Max Born Professor of Natural Philosophy at the Hebrew University of Jerusalem and Distinguished Professor of Chemistry at the University of California, Los Angeles. He is active in the area of chemical reaction dynamics and his published scientific work has earnt the recognition of the Israel Prize and the Wolf Prize. He is a member of the Israel National Academy of Sciences and a foreign member of the National Academy of Sciences of the United States and of Academiae Europaeae. Molecular Reaction Dynamics Raphael D. Levine    Cambridge, New York, Melbourne, Madrid, Cape Town, Singapore, São Paulo Cambridge University Press The Edinburgh Building, Cambridge  , UK First published in print format - ---- - ---- © R. D. Levine 2005 2005 Information on this title: www.cambrid g e.or g /9780521842761 This book is in copyright. Subject to statutory exception and to the provision of relevant collective licensing agreements, no reproduction of any part may take place without the written permission of Cambridge University Press. - --- - --- Cambridge University Press has no responsibility for the persistence or accuracy of s for external or third-party internet websites referred to in this book, and does not guarantee that any content on such websites is, or will remain, accurate or appropriate. Published in the United States of America by Cambridge University Press, New York www.cambridge.org hardback eBook (NetLibrary) eBook (NetLibrary) hardback Iamgrateful to the many people who, over the years, joined me to watch the molecules dance to the tune of time. This book is dedicated to Mira who is able to make us join the dance. The cover illustration is by the late Israeli physical chemist and artist Jacob Wilf. Jacob was my friend and we had many scientific discussions. One result is that he has drawn several paintings depicting themes from Molecular Reaction Dynamics such as harpoon reactions, stereodynamics and cluster impact. The painting shown on the cover is titled ‘surprisal analysis’ and was dedicated to me by the artist. The topic of surprisal analysis is discussed in Section 6.4.2. The works of Wilf on a variety of scientific themes were exhibited at the Israel National Academy of Sciences and other Institutions. Many paintings by the late Jacob Wilf can be seen at http://jacob.wilf.org/ Contents Preface page xi Acknowledgments xiv 1 Understanding chemical reactions at the molecular level 1 1.1 What is molecular reaction dynamics? 2 1.2 An example: energy disposal in an exoergic chemical reaction 4 Appendix: Units 21 Problems 23 Notes 25 2 Molecular collisions 30 2.1 Molecules have a finite size 31 2.2 The approach motion of molecules 48 Problems 67 Notes 69 3 Introduction to reactive molecular collisions 73 3.1 The rate and cross-section of chemical reactions 73 3.A Appendix: Reaction rate under non-equilibrium conditions 81 3.2 Two-body microscopic dynamics of reactive collisions 83 3.B Appendix: Dynamics in strong laser fields–acurve-crossing picture 99 Problems 101 Notes 106 4 Scattering as a probe of collision dynamics 109 4.1 Classical scattering of structureless particles 109 4.2 Elastic scattering as a probe of the interaction potential 119 4.3 Elements of quantal scattering theory 125 4.4 Angular distribution for reactive molecular collisions 137 Problems 144 Notes 146 vii viii Contents 5 Introduction to polyatomic dynamics 148 5.1 Potential energy functions and chemical reactions 150 5.2 The classical trajectory approach to reaction dynamics 170 5.A Appendix: Monte Carlo sampling 176 5.3 Energy and dynamics of the chemical change 179 5.B Appendix: Mass-weighted coordinate systems 190 Problems 193 Notes 196 6 Structural considerations in the calculation of reaction rates 201 6.1 Transition state theory: the rate of barrier crossing 202 6.A Appendix: Density of states and partition functions 213 6.2 RRKM theory and the rate of unimolecular reactions 215 6.3 Resolving final states and populations 230 6.B Appendix: The quantitative representation of flux contour maps 236 6.4 Characterization of energy disposal and energy requirements of chemical reactions 239 Problems 253 Notes 257 7 Photoselective chemistry: access to the transition state region 264 7.A Appendix: The picket fence model 275 7.1 Laser photoexcitation and photodetection of diatomic molecules 278 7.2 Photodissociation dynamics 287 7.3 Bimolecular spectroscopy 310 7.4 Quantum control 320 Problems 324 Notes 328 8 Chemistry in real time 334 8.1 Watching the breaking and making of chemical bonds 337 8.2 Chemical transformations 343 8.3 Control of chemical reactions with ultrashort pulses 348 Problems 352 Notes 353 9 State-changing collisions: molecular energy transfer 356 9.1 Vibrational energy transfer 363 9.2 Understanding the essentials of energy transfer 371 9.3 Electronic energy transfer 377 Problems 386 Notes 391 [...]... these chemical changes With this book 1 2 Understanding chemical reactions you are invited to a dance of molecules With an appreciation of the dance steps comes the power to understand and predict chemical behavior, if not become a molecular choreographer 1.1 What is molecular reaction dynamics? Reaction dynamics is the study of the molecular level mechanism of elementary chemical and physical processes... the means of probing them, understanding them, and controlling them We will also apply molecular reaction dynamics to reactions in solution and to reactions on surfaces, exploring the elementary steps in catalysis As a bridge between the gas and condensed phase we discuss clusters of molecules Molecular reaction dynamics is not limited to neutral reagents and products but also includes positively and... 12.2 Dynamics on surfaces 12.3 Chaos and pattern formation: spatiotemporal aspects of surface reactivity Problems Notes 475 477 482 Bibliography Index 500 543 491 495 498 ix Preface Molecular reaction dynamics unfolds the history of change on the molecular level It asks what happens on the atomic length and time scales as the chemical change occurs This book is an introduction to the field Molecular reaction. .. understanding of the dynamics 1.2 An example: energy disposal in an exoergic chemical reaction Typical of the kind of information that is available from the experimental techniques of molecular dynamics is the determination of the energy disposal in exoergic atom–molecule exchange reactions One example of such a system is the H-atom transfer reaction Cl + HI → ClH + I In the course of this reaction the relatively... or solvent or catalyst so as to get high reaction rate and purity Chemists nowadays require a molecular- level understanding of reactivity Molecular reaction dynamics is becoming relevant well outside the traditional boundaries of chemistry and increasingly addresses technological issues The reason is that from modern genetics to size-reducing nanoscience the molecular point of view provides a unified... chemical reaction 1.2.4 From specific energy disposal to the mode-selective control of chemical reactions Consider the endoergic reaction I + HCl → IH + Cl The reverse exoergic Cl + HI reaction is observed specifically to populate the final vibrational states of HCl Using our model and any other means, can we predict the energy requirements of this endoergic reaction and, in particular, can we enhance the reaction. .. transition state region of a chemical reaction and then probe the temporal evolution23 toward the products (Bernstein and Zewail, 1988; Zewail, 1996, 2000) 1.2.9 Reaction dynamics in solution and on surfaces Finally, we will examine our understanding of the dynamics in the condensed phase, where much of real chemistry takes place We discuss both reactions in solution and reactions on surfaces, with special... German–Israeli Binational Science Foundation, the James Franck Program, and the Humboldt Foundation for the support of my work on molecular reaction dynamics Directly and indirectly this support was critical to my being able to write this book xiv Chapter 1 Understanding chemical reactions at the molecular level “chem·i·stry (kem i str¨ ), n., pl -tries The science that deals with or investie gates the composition,... a reaction is studied in the “bulk” gas phase, the nascent products soon collide with other molecules, energy is transferred upon collision (thus becoming effectively partitioned among all molecules), and the overall reaction exoergicity is finally liberated in its most degraded form, i.e., heat In macroscopic terms, the reaction is exothermic, i.e., H 0 < 0 The microscopic approach of molecular dynamics, ... 10 Stereodynamics 10.1 Controlling reagent approach geometry 10.2 Analyzing product polarization 10.3 Vector correlations Problems Notes 394 395 402 419 423 425 11 Dynamics in the condensed phase 11.1 Solvation 11.2 Barrier-crossing dynamics 11.3 Interfaces 11.4 Understanding chemical reactivity in solution Problems Notes 427 430 451 459 464 469 472 12 Dynamics of gas–surface interactions and reactions . chemical reactions at the molecular level 1 1.1 What is molecular reaction dynamics? 2 1.2 An example: energy disposal in an exoergic chemical reaction 4 Appendix: Units 21 Problems 23 Notes 25 2 Molecular. experimentally. 2 Molecular reaction dynamics is the study of elementary processes and the means of probing them, understanding them, and controlling them. We will also apply molecular reaction dynamics to reactions. behavior, if not become a molecular choreographer. 1.1 What is molecular reaction dynamics? Reaction dynamics is the study of the molecular level mechanism of elementary chemical and physical

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