《A PRACTICAL MANUAL ON THE Monte Carlo Method for random walk problems》求取 ⇩
作者 | 编者 |
---|---|
出版 | 未查询到或未知 |
参考页数 | 153 ✅ 真实服务 非骗流量 ❤️ |
出版时间 | 没有确切时间的资料 目录预览 |
ISBN号 | 无 — 违规投诉 / 求助条款 |
PDF编号 | 811280068(学习资料 勿作它用) |
求助格式 | 扫描PDF(若分多册发行,每次仅能受理1册) |
CHAPTER Ⅰ.BASIC PRINCIPLES1
1.General nature of the problem1
2.Outline of procedure1
3.Production of random numbers4
4.The fundamental principle of Monte Carlo4
5.Application of the principle8
CHAPTER Ⅱ.THE SOURCE ROUTINE11
1.Introduction11
2.Particle parameters12
3.Remarks on units15
4.Space co-ordinates for source particles16
(a)Uniform source on an annulus of radii R0
(b)Uniform source in a spherical shell17
(c)Parallel-beam source incident on lateral cylindrical surface,or on a sphere18
(d)Isotropic point source external to cylinder18
5.Direction co-ordinates for source particles19
(a)Isotropic source;u,v,w direction cosine19
(b)The cosine distribution19
(c)Isotropic and cosine sources in spherically symmetric systems20
(d)Isotropic point source external to cylinder21
(e)General distribution in half of direction-space22
(f)A prejudiced source23
6.Energy of source particles24
7.Other source parameters24
8.Source for α-type calculations25
CHAPTER Ⅲ.THE MAIN FREE PATH AND TRANSMISSION27
1.The cross section concept27
2.The mean free path28
3.An example29
4.'Small'systems and transmission30
5.The'forced first collision'routine31
6.Remark on the device in spherical problems32
7.The transmission in subsequent history34
8.Prejudiced first collision in'large'systems34
CHAPTER Ⅳ.THE COLLISION OR ESCAPE ROUTINE37
1.Introduction37
2.A routine for the spherical shell39
3.Reorienation formulas for the spherical shell40
4.Flux problems in spherical geometry42
5.A routine for the finite cylinder43
6.The finite cylindrical shell with central hole43
7.The spherical shell in absolute space46
8.Slab geometry47
9.Problems run in cycles of time △r49
CHAPTER Ⅴ.THE COLLISION ROUTINE FOR NEUTRONS52
1.Introduction52
2.Capture and selection of the type of collision52
3.Elastic collisions in general56
4.The differential elastic scattering cross section63
5.A routine for elastic scattering64
6.Differential elastic cross section for the laboratory system68
7.A weight device for elastic scattering70
8.Fission71
9.Inelastic(n-n)collisions in general74
10.Inelastic(n-n)collisions on heavy nuclei77
11.Inclastic(n-n)collision with Maxwell distribution77
12.A combined transfer matrix for fissionable nuclei79
13.Collisions shattering a nucleus80
14.The(n-2n)reaction in deuterium84
15.An(n-2n)reaction on heavy nuclei86
16.Capture in a small zone87
17.Capture by a'point'detector89
18.Remarks on thermal neutrons90
19.Remark on determination of photon sources92
CHAPTER Ⅵ.PHOTON COLLISIONS94
1.Introduction94
2.Basic concepts and constants94
3.Compton collisions95
4.The Klein-Nishina differential cross section98
5.The photon energy distribution and Compton cross section99
6.Photoelectric effect and pair production100
CHAPTER Ⅶ.DIRECTION PARAMETERS AFTER COLLISION103
1.Introduction103
2.Formulas for the final direction cosines103
3.Subroutine for the final direction cosines107
4.Final direction w in slab or spherically symmetric case107
5.Scattering isotropic in the laboratory system109
CHAPTER Ⅷ.TERMINAL CLASSIFICATION110
1.Introduction110
2.Classification of escapes on number of collisions110
3.Energy and angle distributions of escape110
CHAPTER Ⅸ.REMARKS ON COMPUTATION117
1.Sealing117
2.Debugging117
3.Special subroutines118
(a)A random number routine118
(b)Shifted random numbers119
(c)A logarithm routine119
(d)The expontial exp(-x/y)121
(e)A cosine routine122
4.A Monte Carlo device for √r124
5.A Monté Carlo device for the cosine of an equi-distributed angle125
CHAPTER Ⅹ.STATISTICAL CONSIDERATIONS128
1.The limit theorem in the Bernoulli case128
2.Application to the terminal ratios129
3.The central limit theorem131
4.Application to problems using weights132
5.Illustrative examples133
APPENDIX.SUMMARY OF CERTAIN PROBLEMS RUN ON MANIAC I141
Introduction141
Problem 1.Compton collisions in a spherical shell142
Problem 2.Compton collisions in a solid sphere142
Problem 3.Neutrons in a spherical shell142
Problem 4.Energy independent scattering in a cylinder143
Problem 5.Energy dependent scattering in a cylinder143
Problem 6.Cylindrical shell with parallel source144
Problem 7.14 MeV neutrons in a cylindrical shell144
Problem 8.Cylindrical shell with point source146
Problem 9.A scintillation counter147
Problem 10.A'long counter'147
Problem 11.A problem connected with neutrino detection148
Problem 12.An α determination149
Problem 13.Neutron flux in air149
Problem 14.Escape distribution from a carbon slab150
Problem 15.Escape distribution from a spherical shell150
Problem 16.A rocket motor150
Problem 17.Photon diffusion in a reactor152
Problem 18.A thick Zr target problem152
Problem 19.A thick C target problem153
Problem 20.Heavy water experiment153
《A PRACTICAL MANUAL ON THE Monte Carlo Method for random walk problems》由于是年代较久的资料都绝版了,几乎不可能购买到实物。如果大家为了学习确实需要,可向博主求助其电子版PDF文件。对合法合规的求助,我会当即受理并将下载地址发送给你。
高度相关资料
- MONTE CAROL METHOD
- 1951 UNITED STATES GOVERNMENT PRINTING OFFICE
- ENTHALPIES IN ALLOYS
- 1998 TRANS TECH PUBLICATIONS
- SOME LIMIT THEOREMS IN STATISTICS
- 1971 SOCIETY FOR INDUSTRIAL AND APPLIED MATHEMATICS
- A NON-RANDOM WALK DOWN WALL STREET
- 1999 PRINCETON UNIVERSITY PRESS
- A random walk through fractal dimensions
- 1989 VCH Verlagsgesellschaft VCH Verlagsgesellschaft
- A random walk in science
- 1999 Institute of Physics Publishing.
- A RANDOM WALK DOWN WALL STREET
- 1996 W.W.NORTON & COMPANY
- A GENERAL METHOD FOR WORKING ON PROBLEMS IN MECHANICS
- 1919 D. VAN NOSTRAND COMPANY
- MONTE CARLO METHODS
- 1964 METHUEN & CO LTD
- PRACTICAL METHOD FOR THE VIOLIN
- G.SCHIRMER NEW YORK
提示:百度云已更名为百度网盘(百度盘),天翼云盘、微盘下载地址……暂未提供。➥ PDF文字可复制化或转WORD