log interpretation of shaly formations part4
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7/27/2019 Log Interpretation of Shaly Formations Part4
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1.4 Porosity Logs in shaly Formations
Porosity log response can be expressed generally by
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In shaly liquid filled formation assumed to havenormal compaction and no secondary porosity .
The presence of shale complicates the interpretation
of the tool response due to :1. The diverse characteristics of shale
2. The different responses of each porosity tool to theshale content
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N.B. Density porosity logs shale displays low to
moderate porosity values .
On sonic and neutron logs shale display moderate to
relatively high porosity values .
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From this figure that depends on porosity, shale
content and the fluid ,shale and matrix properties .
It shows schematically the fractions and densities of different constitutes of shaly formation .
Rearranging will result in the following form
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ΦD is the apparent porosity that is equal to true porosity in
case of clean liquid filled formations
ΦDSh is the apparent density porosity displaced by the tool
if it is placed in 100% shale formation having the same
characteristic as the shale present in the formation of
interest
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True porosity
Φ = Φa – Vsh (Φa )sh
Where
Φa is the apparent porosity displayed by the tool or calculatedfrom raw data assuming that the formation is clean and liquid
filled .
(Φa )sh is the apparent porosity displayed by the tool or calculated
in adjacent shales from raw data assuming that the formation is
clean and liquid filled .
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1.5 Effective Porosity and Shale
Content From Porosity LogsThe effective porosity of shaly formations can be
calculated from the response of any porosity tool but thisrequires the knowledge of Vsh .
Experience has shown that ,when one porosity tool is usedto calculate (Φ) , the density log provides the bestestimates .
Because (ΦD)sh is much smaller (Φ N)sh and (ΦS)sh thecorrection term [VSh(Φa)sh] is less sensitive to incorrectestimation of VSh .
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In order to get the best value of Vsh we should avoid non
representative value estimated from gamma ray log .
So we will solve 2 porosity tools responses. Then solving
the equations simultaneously will give us the values of
(Φ) and (Vsh)
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Because the sonic log depends on compaction and
secondary porosity in addition to porosity , shale andmatrix , density and neutron responses are used to set up
the simultaneous equations.
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Estimation of V sh from gamma ray log :
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By solving simultaneous equations :
Comparing the results from different methods :
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