@article{ISI:000254098300003,
 abstract = {We systematize the study of dynamic multiscaling of time-dependent
structure functions in different models of passive-scalar and fluid
turbulence. We show that, by suitably normalizing these structure
functions, we can eliminate their dependence on the origin of time at
which we start our measurements and that these normalized structure
functions yield the same linear bridge relations that relate the
dynamic-multiscaling and equal-time exponents for statistically steady
turbulence. We show analytically, for both the Kraichnan model of
passive-scalar turbulence and its shell model analogue, and numerically,
for the Gledzer-Ohkitani-Yamada (GOY) shell model of fluid turbulence
and a shell model for passive-scalar turbulence, that these exponents
and bridge relations are the same for statistically steady and decaying
turbulence. Thus, we provide strong evidence for dynamic universality,
i.e. dynamic-multiscaling exponents do not depend on whether the
turbulence decays or is statistically steady.},
 article-number = {033003},
 author = {Ray, Samriddhi Sankar and Mitra, Dhrubaditya and Pandit, Rahul},
 doi = {10.1088/1367-2630/10/3/033003},
 issn = {1367-2630},
 journal = {NEW JOURNAL OF PHYSICS},
 month = {MAR 4},
 times-cited = {19},
 title = {The universality of dynamic multiscaling in homogeneous, isotropic
Navier-Stokes and passive-scalar turbulence},
 unique-id = {ISI:000254098300003},
 volume = {10},
 year = {2008}
}