TY - JOUR
T1 - A new statistical distribution function for self-affine crack roughness parameters
AU - Balankin, Alexander S.
AU - Orlando, Susarrey H.
N1 - Funding Information:
ACKNOWLEDGEMENTS This work is supported by the under Consejo Nacinoal de Ciencia y Technologia de Mexico under research grant 3366P-A9607, and Departamento Estudios Postgrado yInvestigacinodeInstitutPooliectnico Nacional, Research Program 21. The authors are grateful to Professor A. Chudnowsky for useful discussions. The courtesy and technical support from InstiuttoTecnologico yEstudios SuperioresdeMonterrey± CampusEstadodeMexiocandPhiliplsaregratefully acknowledged.
PY - 1999/8
Y1 - 1999/8
N2 - The statistical topography of rupture lines in paper is studied. A new distribution function is introduced to characterize the crack roughness statistics. This function is employed to fit experimental data on the crack-length and crack-width sample distributions for four kinds of paper. In all cases, the chi-squared test for the goodness of fit yields a significance level better than 0.97. The physical implications of experimental results are discussed.
AB - The statistical topography of rupture lines in paper is studied. A new distribution function is introduced to characterize the crack roughness statistics. This function is employed to fit experimental data on the crack-length and crack-width sample distributions for four kinds of paper. In all cases, the chi-squared test for the goodness of fit yields a significance level better than 0.97. The physical implications of experimental results are discussed.
UR - http://www.scopus.com/inward/record.url?scp=0032651066&partnerID=8YFLogxK
U2 - 10.1080/095008399177011
DO - 10.1080/095008399177011
M3 - Artículo
AN - SCOPUS:0032651066
SN - 0950-0839
VL - 79
SP - 629
EP - 637
JO - Philosophical Magazine Letters
JF - Philosophical Magazine Letters
IS - 8
ER -