ABSTRACT: Fractal geometry in the evaluation a stratigraphic records: with an
example
on a well log
data
Putrohari, Rovicky Dwi , Kondur Petroleum, Jakarta, Indonesia
Fractal analyses methods (R/S - rescale-range analyses and Power Spectrum analyses)
were applied to evaluate a stratigraphic record using wireline logs of the fluvial to
marine Lower-Middle Miocene in the Central Sumatra Basin. This study was a test the
applicability of a fractal analysis of well log data
especially for stratigraphic
evaluation. These analyses reveal that the fractal dimension of gamma-ray logs is the best
log for stratigraphic well log evaluation using fractal. The study was also suggested that
the fractal dimension showing that the complexity of the deltaic sequence is simpler than
the marine and fluvial sequences.
Many problems in geology and geophysics can be solved using linear equations. Examples
include seismic waves, the earth's gravity and magnetic field
, and problems involving heat
flow and elasticity. However, other problems are essentially non-linear; the classic
example
is fluid turbulence. In the past twenty years major advances have been made
in the understanding of nonlinear problems. In the past four years many of these advances
have been applied to geophysical problems. Applications range from mantle convection to
distributed seismicity to the stratigraphic structure of sedimentary basins to floods.
Modern geological science uses many physical characteristics of rocks on evaluation,
all of these data
indirectly mimics the geological character of the rocks. Geologists are
interested in describing how some properties, such as porosity, fossil content or element
abundance, and changing in stratigraphic section (sedimentary process). The description of
fractals, and the determination whether a particular natural object is fractal, has led to
the development of large set of mathematical techniques for the description of irregular
or heterogeneous natural system. Depositional systems and stratigraphic records are good
candidate to be evaluated numerically using fractal methods.
AAPG Search and Discovery Article #90913©2000 AAPG International Conference and Exhibition, Bali, Indonesia