Title of program: INTERACTIVE POSITRONFIT Nature of the physical problem Positrons annihilate in condensed matter from different Catalogue number: AAHI states (e.g. from defect traps in metals) so that a measured lifetime spectrum consists of a sum of exponential decay Program obtainable from: C.P.C
Positronfit extended: A new version of a program for analysing position lifetime spectra
β Scribed by Peter Kirkegaard; Morten Eldrup
- Publisher
- Elsevier Science
- Year
- 1974
- Tongue
- English
- Weight
- 541 KB
- Volume
- 7
- Category
- Article
- ISSN
- 0010-4655
No coin nor oath required. For personal study only.
β¦ Synopsis
Analysis of positron lifetime spectra, cf. description of the orig-Programming language used: Fortran ma! version of POSITRONFIT [11. High speed storage required: 21000 words Method of solution No. of bits in a word: 48 Least-squares technique [11. Overlay structure: None Restrictions on the complexity of the program No. of magnetic tapes required: None Maximal seven gaussian components in the resolution curve. Other peripherals used: Card reader, lineprinter Other restrictions as in 11] No. of cards in combined program and test deck: 1222 Typical running time Card punching code: EBCDIC The analysis of a single, typical lifetime spectrum takes about 85 sec on the B 6700 (or about 12 sec on the IBM 370/165). Reference * [1] P. Kirkegaard and M. Eldrup, Computer Phys. Commun. With minor changes. 3 (1972) 240-55.
π SIMILAR VOLUMES
## No. of bits in a word: 36 Restrictionson the complexity of the problem Two exponentials required for the prompt, a maximum of Overlay stnWture: none three allowed in the spectrum. No independent source correction is included. ## No. of magnetic tapesrequired: none 7)'pical running time Other p
## Title of version: SYMMET version 2 Nature of physical problem The group theory is used for the classification of the electron Catalogue number: ABRA states of molecules and the transformation of the matrix eigenvalue problem to a quasidiagonal form. If the p-basis on Program obtainable from: CP