Computational Nuclear Physics 2

Nuclear Reactions

  • K. Langanke
  • J. A. Maruhn
  • S. E. Koonin

Table of contents

  1. Front Matter
    Pages i-xiv
  2. H. Müther, P. U. Sauer
    Pages 30-54
  3. Martin Fuchs, Philip J. Siemens
    Pages 55-69
  4. G. Blüge, K. Langanke, H.-G. Reusch
    Pages 70-87
  5. P. D. Kunz, E. Rost
    Pages 88-107
  6. J. A. Maruhn, S. E. Koonin
    Pages 115-127
  7. C. Hartnack, H. Kruse, H. Stöcker
    Pages 128-147
  8. Amand Faessler, U. Straub
    Pages 155-173
  9. F. Lenz, D. Stoll
    Pages 174-201
  10. Back Matter
    Pages 202-203

About this book


Computation is essential to our modern understanding of nuclear systems. Although simple analytical models might guide our intuition, the complex­ ity of the nuclear many-body problem and the ever-increasing precision of experimental results require large-scale numerical studies for a quantitative understanding. Despite their importance, many nuclear physics computations remain something of a black art. A practicing nuclear physicist might be familiar with one or another type of computation, but there is no way to systemati­ cally acquire broad experience. Although computational methods and results are often presented in the literature, it is often difficult to obtain the working codes. More often than not, particular numerical expertise resides in one or a few individuals, who must be contacted informally to generate results; this option becomes unavailable when these individuals leave the field. And while the teaching of modern nuclear physics can benefit enormously from realistic computer simulations, there has been no source for much of the important material. The present volume, the second of two, is an experiment aimed at address­ ing some of these problems. We have asked recognized experts in various aspects of computational nuclear physics to codify their expertise in indi­ vidual chapters. Each chapter takes the form of a brief description of the relevant physics (with appropriate references to the literature), followed by a discussion of the numerical methods used and their embodiment in a FOR­ TRAN code. The chapters also contain sample input and test runs, as well as suggestions for further exploration.


Potential fission fusion hadron nuclear model nuclear physics nuclear reaction nucleon numerical method numerics quark scattering

Editors and affiliations

  • K. Langanke
    • 1
  • J. A. Maruhn
    • 2
  • S. E. Koonin
    • 1
  1. 1.W.K. Kellogg Radiation LaboratoryCalifornia Institute of TechnologyPasadenaUSA
  2. 2.Institut für Theoretische PhysikUniversität FrankfurtFrankfurt 1Germany

Bibliographic information