well tie to seismic
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Transcript of well tie to seismic
TYING A WELL TO SEISMIC
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Compiled by : maryam seyed mahmoudi Thanks a lot from dr. salehiKharazmi univercity of tehran
[email protected] Fall, 2014
Outline
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- introduction -Comparing well with seismic data -Measurements In Time and In Depth -The Modeling Process of synthetic trace - blocked sonic log - Discussion 1 -Dynamic time warping - LSIM- Discussion 2
introductionReliable well-seismic tying is a crucial step in seismic interpretation to correlate subsurface geologyto observed seismic data..
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F(1)
the tying procedure depend on:
*- the availability of high quality logs
*-the estimation of a suitable wavelet
and*-the interpreter’s experience.
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THE PROBLEM OF TYING WELL TO SEISMIC DATA
Geophysicists are interested in knowing a
sprecisely as possible the locationin depth of geologic horizons to
determine where to dril
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Measurements In Time and In Depth Well-seismic ties allow well data, measured in units of depth to be compared to seismic data, measured in units of time
Comparison of Seismic and Well Data•Seismic Data
•Samples area and volume•Low frequency 5 - 60 Hz•Vertical resolution 15 - 100 m
•Horizontal resolution 150 - 1000 m
•Measures seismic amplitude, phase, continuity, horizontal & vertical velocities
•Time measurement
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Well Data•Samples point along wellbore •High frequency,10,000 - 20,000 Hz•Vertical resolution 2 cm - 2 m•Horizontal resolution 0.5 cm – 6m •Measures vertical velocity, density, resistivity, radioactivity, , rock and fluid properties from cores•Depth measurement
The sonic log the sonic log,which
involves defining discrete intervals on the log over
which a constant interval transit
time (ITT), which corresponds to a constant
interval velocity, is an acceptable
approximation for the actual velocity character
of the log
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Using a blocked sonic logtying a well to time
processed seismic data using a blocked sonic log
for a case a vertical seismic
profile, is available
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five reflectionsnumbered 1–5 are annotated for correlation to the. well.(Case Study : Desoto Canyon / on the 269 no.1 )
1)reflection 1 corresponding to the base of the Neogene clastic section.1,2,4) Note that reflections 1, 2, and 4 are peaks, 3) is a trough,5) is the peak in a symmetric peak-over-trough pair.Or it might be a tuned response.
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F(4)
with blocked values for the sonic log shown in blue. ITT values for the blocked sonic log are listed inTable 2
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F(5)
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The results
are shown in Table 3, and the resulting interval velocity depth plot is shown in F(6). F(6) ,
T(3)
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F( 7). Final correlation of blocked log intervals A through D well to reflections 1–5 on the 3D PSTM line having graphically stretched the sonic log interval by interval from depth to time.(Case Study : Desoto Canyon / on the 269 no.1 )
F(7)
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Discussion 1
for the following reasons the lack of
biostratigraphic data for the well
precludes assignment of formation tops
to individual reflections as part of the well tie):
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1) The blocking of the sonic log is reasonable in view of the overall log character.
2) the interval velocities calculated from the ITT values on the blocked sonic log
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3) The log markers converted to time using the interval
velocities derived from
the blocked sonic log correlate well with the prominent
reflections on the seismic data
•4) The log markerscan be confidently
correlated to the seismic data
without need for excessive adjustment of the blocked log values
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DTWUsing dynamic time warping,a
fast algorithm that optimally aligns two
sequences, we shift and warp a synthetic seismogram
tomatch a seismic trace to
produce a well tie and time-depth function.
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The first alternative to perform the automated tying is based on dynamic time warping (DTW)(Herrera and Van der Baan, 2012a, 2014) and the second
approach faces the nonlinearity correction usingthe local similarity attribute (LSIM) (Fomel, 2007a).
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These methods produced a guided stretching and
squeezing in time series based on a correlation technique establish a
point-for-point correlation between
traces.(Liner and Clapp (2004)
Having two (time-dependent) sequences both of length n, the correlation coefficient is
An alternative to crosscorrelation is to find the Euclidean distance (L2-norm) between the two time series
The optimal path that minimizes the total warping cost (Berndt and Clifford, 1994) is
The LSIM starts with the observation that thesquared correlation coefficient can be split as the product of two factors
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(1)
(2)
(3)
(4)
Quality control: The relative velocity change
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Both methods create a warping function w(t) that maps the synthetic trace into the seismic traces bythe following transformation:
(5) , (6)
•The warping function produced by the local
similaritymethod has been smoothed by the shaping filters
(Fomel, 2007b).
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Seismic section with study well annotated at CDP 39. The inset shows the synthetic seismogram with the initial manual correlation of 0.77 in the time window 800-114ms.F(11)
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Figure 11 shows a seismic section with one well at CDP
39. The well-seismic
Tie for this well is shown in the inset figure. We scanned the seismic
section to find the best matching location, following White and Simm
(2003),which is at CDP 41.
The generated synthetic trace (red) and
the corresponding seismic trace (blue) have been
exported for post processing.
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the seismic trace has been shortened
to the well log length. Also,
both signals have been
standardized in amplitude.
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Figure shows how the synthetic(upper trace) and seismic traces (lowertrace) match after constrained DTWwith a warping window r = 10.
F(12)
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The stretched versions of both signals shown in panel (b) are highly correlated, but the number of samples is increased compared to the originalsignals.
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the alignment process to a limited window. This reduces the freedom of the warping path to align events within a limited distance.The estimated warping path is shown in Figure 13, where we used r =10 samples to limit the maximum amount of permitted point-to-point shifting
F(13)
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The LSIM performs an automatic squeezing and stretching of the synthetic trace with respect to the seismic trace while computing the local correlation.This process leads to a local-similarity scan.
The red color indicates high similarity, and from these pick values, we estimate the relative stretch measure s(t), represented as a black curve in F(14)
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Quality control Figure 15a shows the relative stretch
(dwdt) ∕for both methods. The LSIM method
(in black bold) shows few variations, while the DTW result
(dashed line) shows reliable
stability in the bottom half
of the display, i.e.,
F(15)
little change between the synthetic and the seismic trace.
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These variations are reflected
in the velocity changes shown Figure 15b.
The original sonic log (thick gray)
is almost overlapped by the LSIM result (black
line), with little difference
only at the initialsamples. DTW (dashed line
as expected, producesmore changes in the velocity curve in the
areas
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Discussion2
Well-seismic ties are challenging due to the
highnumber of subjective decisions and pattern
recognitiontasks involved.
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1)First, an appropriate wavelet is to be estimated.
2) Then, choose the correct wavelet polarity.
3) Next, apply a global bulk shift, for stance, via a simple correlation; this precludes having large warping windows in DTW and produces faster convergence in LSIM.
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4) For DTW, slowly increase the length of the warping window until the quality-control procedure indicates unrealistic stretching and squeezing results.
5) In LSIM, adjust the regularization parameter to generate a smooth relative stretch curve controlling the deviation from unity
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Refrences:Automatic approaches for seismic to well tying(Roberto H. Herrera1, Sergey Fomel2, and Mirko van der Baan1)
Tutorial: Tying a well to seismic using a blocked sonic log (Donald A. Herro)
Automatically tying well logs to seismic dataAndrew Mu˜noz & Dave Hale
WELL(LOG)SYNTHETIC SEISMOGRAM AND TIES TOSEISMIC(compiled by from Fred W Schroeder,AAPG)