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CHAPTER THIRTY-ONE: STRUCTURAL ANALYSIS 1
Conventional Dipmeter Methods

Table of Contents
31.00 Introduction To This Chapter
31.01 Plate Tectonics - The Big Picture
31.02 Diastrophism - The Regional Picture
31.03 Subsidence and the Creation of Geosynclines
31.04 Folds and Faults
31.05 Petroleum Traps Formed By Structures
31.06 Analysis of Dipmeter Data For Structural Features
31.07 Choosing and Using Regional Dip
31.08 Deciding What The Patterns Mean
31.09 Classic Dipmeter Patterns On Arrow Plots - The Cook Book
31.10 Case Histories of Structural Analysis
1. Unconformity
2. Normal Fault with Rollover and Drag
3. Normal Fault with Rollover and No Drag
4. Normal Fault with No Rollover and No Drag
5. Normal Fault with Drag and No Rollover
6. Thrust Fault with Rollover and Drag
7. Normal Fault with Rotation
8. Normal Fault with Correlation to Unfaulted Well
9. Complex Overthrust Faults
10. Correlation in Thick Sand Sequence
11. Angular Unconformity
12. Growth Fault in Thick Sand Sequence
13. Overturned Anticline
31.11 In Conclusion
31.12 Exercises for Chapter Thirty-One
31.13 Bibliography for Chapter Thirty-One

Continue to Chapter Thirty-Two

Publication History: Sections 31.01 to 31.05 are condensed from "Geology for Geophysical Engineers", a course prepared for Geophysical Services Inc by the author in 1967. This material and subsequent sections formed part of Chapter Six of Volume Two of The Log Analysis Handbook, part of a series of seminars offered by the author beginning in 1979. Updated 1985, 1993. Revised and re-organized for this electronic edition Oct 2002.

CHAPTER THIRTY-ONE: STRUCTURAL ANALYSIS 1
Conventional Dipmeter Methods

31.00 Introduction To This Chapter
Tectonic forces distort the earth's crust, forming mountains and valleys from the ocean floor. Erosion and subsequent deposition forms plains, river channels, beaches, and bars. In the course of these distortions, porous rock can be folded and faulted to form structural traps which can contain hydrocarbons. These traps, and the methods used to define them with dipmeter logs, are described in this Chapter.

Additional non-traditional dipmeter analysis techniques used for structural analysis are covered in Chapter Thirty-Two. Stratigraphic traps, created by the juxtaposition of porous and nonporous rocks, are described in Chapter Thirty-Three.

The key links in defining structural traps are geologic mapping from correlation of well logs, reflection seismic mapping, and a logging tool called the dipmeter, which provides data that can tell us about the dip angle and dip direction of the rock layers. These results in turn allow us to analyze rock structures as seen in one or more boreholes. Dipmeter tools and calculation methods are covered beginning in Chapter Twenty-Six, which is a prerequisite to this Chapter. If you plan to use existing dipmeter data for serious exploration, you must be aware of the differences and limitations of each tool and processing technique.


31.01 Plate Tectonics - The Big Picture
Historical geological events determine the present arrangement of the rock layers. These events range from the slow and gradual, such as erosion and plate tectonics, to the catastrophic, such as meteor impacts or volcano eruptions. These processes continually modify the geometry of the rocks which make up the earth's crust, both on the continents and under the oceans.

The planet earth has a molten core, covered by a relatively plastic mantle. The surface crust is quite rigid, but is broken into a number of plates which are free to move over the mantle. About 75% of the Earth's surface is covered by oceans, each of which is underlain by one or more plates. The continents are land masses, predominately above sea level, which are also comprised of one or more plates. The motions of the plates relative to each other is called plate tectonics.

Plate tectonics and migration of continents is a central feature in the present theory of the earth's structure. The concept was first mentioned by Antonio Snyder-Pelligreni in 1858, who attributed it to the biblical flood. In 1912, Alfred Wegener, proposed a theory which accounted for the movement of the continents and the apparent wandering of the north and south poles. However, it was not until the mid-1960's, that Wegener's theory was widely accepted by the geological community, Tuzo Wilson of the University of Toronto being one of the significant contributors.

The theory itself was originally described by the term continental drift, but it is evident that many other pieces of the surface move, and do not carry continents, so the term plate tectonics is preferred as it more correctly describes the real situation.

Exploration of the ocean floor, undertaken in the 1960's by the Deep Sea Drilling Project, indicates a ridge system circling the globe roughly in the middle of each ocean. The rocks in these mid-oceanic ridges are very young compared to the rest of the sea floor. Magnetic polarity reversals are used to estimate the ages of the rocks. This material is constantly being created as the sea floors spread outward from their centers. Because of this, and the fact that the earth is not growing larger in circumference, Wegener's theory was extended to include the movement of sea floor rocks underneath the continents in a process called subduction.

The earth is divided into approximately eight large, rigid, but shifting, major plates and many hundreds of minor plates. The major plates support at least one massive continental plateau, often referred to as a craton.


FIGURE 31.01: Major continental plates, mid-oceanic ridges, transform faults, and subduction zones

One edge of a plate is a subduction zone, usually marked by a trench where the plate dives deeply into the earth's mantle, underneath another plate. On the opposite side of the plate is a mid-ocean ridge or pull-apart zone. As the rift opens, the gap is quickly healed from below by the inflow of molten rock. The other two sides of the plates connecting the rifts to the trenches are shear zones, called transform faults.

There are thus three types of plate boundary, namely the divergent boundary (the mid-ocean rift), the shear boundaries (where plates slip past each other), and the convergent boundary (where two plates collide, with one usually being subducted and consumed).


FIGURE 31.02: Subduction and buckling of plates

Convergent plate boundaries cause compression of the earth's crust, resulting in folding, overthrusting, trenching, or crustal thickening. Divergent boundaries, on the other hand, cause rifting, down dropping, or thinning.

The collision of a sea floor plate with a continental plate generally produces mountains, such as the Rocky Mountains along the west coast of North America, the Andes along the west coast of South America, and the Appalachian Mountains along the east coast of North America. The collision of two continental plates also creates mountains, such as the Himalayas at the boundary of the Indian and Asian subcontinents.

The driving force behind the motion of the plates appears to be convection currents in the molten core of the earth, which flows beneath the continental plates dragging them slowly in the same direction as the current.

Hydrothermal processes have concentrated the majority of known metallic ore bodies along convergent plate boundaries, for example the gold fields of California and Alaska. These processes are occurring now at present continental margins and have occurred at ancient continental margins, some of which may be buried deeply under newer sediments.

Hydrothermal processes are also active at divergent plate boundaries, such as the mid-Atlantic ridge and the Red Sea. An actual example of such an ore deposit can be found in Cypress where an ancient mid-oceanic ridge is now above sea level.

In addition, convergent plate boundaries create conditions that permit accumulation of petroleum offshore or on land near shore. Because rocks are buckled and bent by plate movements, traps for hydrocarbons are formed. Moreover, the heat and pressure induced by subsiding plates helps to liberate petroleum from its source rocks, leaving it free to migrate into the traps. Since sea floors accumulate considerable biological material that is dragged under the continents, it is possible that hydrocarbon from biological sources is constantly being created. There are also plausible theories that predict the generation of hydrocarbons from both biological and non-biological sources below the crust.

Divergent plate boundaries, on the other hand, create conditions that favour the development of oil and gas accumulations on the continental shelf and in the ancient deep sea basin under the continental rise, such as in the Gulf of Mexico.


31.02 Diastrophism - The Regional Picture
Subsidence, uplift, and mountain building are terms used by geologists to describe the motion of part of a plate with respect to another part. The terms are used to bring the "Big Picture" of plate tectonics down to the regional level, and in fact, were used to describe geological features long before plate tectonics was an accepted theory.

Diastrophism is "the process by which the earth's crust is reshaped". The word is seldom heard today. More modern terms are "mountain building" and "tectonism". The word "orogeny" also means the process of mountain building, but is often used to mean a mountain building period of time in the earth's history.

The cause of diastrophic movements is the stress created by the relative motion of the continental and sea floor plates. These are generally very slow processes so that extremely accurate observations would have to be made for us to see the results of such movements. For example, the Rocky Mountains are still rising at the rate of several inches per hundred years, due to the Pacific Plate sliding underneath the western edge of the North American Plate.

Dramatic evidence exists to show the results of diastrophism. The fossil record shows that the rocks uplifted in the Rocky Mountains were once beneath a sea containing abundant marine life. Uplift and subsidence takes a long time, even by geological standards. The elevation of sea floors to form mountains and plateaus, and the subsidence of continental areas so that they are inundated by thousands of feet of ocean water and sediment, requires millions of years.

More rapid displacements on smaller scales, such as those involved in earthquakes, also take place; but the magnitude of such movements can be measured in terms of a few feet or inches for any one disturbance. For example, the coastal region of California is moving northwest at the rate of about one half inch per year along the San Andreas fault. This fault is only one of many along the coast of California, which is a very complex series of tiny crustal plates jockeying their way northward.

The diastrophic processes of interest to petroleum geologists may be classified as follows:
1. subsidence - the relative depression of portions of the earth's surface with respect to adjacent areas.
2. uplift - the elevation of portions of the earth's surface with respect to adjacent areas.
3. warping - tilting of the surface such that one side of a plate rises and the other subsides.
4. folding - the buckling of strata into corrugations by lateral compression.
5. faulting - the breaking and displacement of rock masses along fractures.

These are described in more detail later in this Chapter.


31.03 Subsidence and the Creation of Geosynclines
A geosyncline is a long prism of rock laid down on a subsiding region of the earth's crust. Geosynclines are fundamental geologic units. The geosyncline is formed of sedimentary rock deposited under the sea parallel to the coastline, and continues to grow in thickness as long as subsidence continues.

The classic geosyncline is divided into two parts, namely a miogeocline, and a eugeocline which lies to the seaward side. The miogeocline is made up of sediments which form the continental shelf. The eugeocline consists of sediments on the continental rise in deeper water some distance offshore. If subsidence continues in spurts, more than one eugeocline can form, with the associated miogeocline lying on top of the previous eugeocline. A current example is the sedimentary section of the continental rise that lies seaward of the continental slope off the eastern United States.

Landward of the rise and capping the continental shelf is a wedge of sediments that becomes progressively thicker as it extends towards the shelf edge. This wedge is the miogeocline and is really a very young geosyncline, before it is fully formed. The sediments are soft and relatively un-compacted.


FIGURE 31.03: Formation of geosynclines

The source of sediments for the geosynclinal prism is from the continental craton. In the North American example, the majority of sediments from the continent are eventually dumped into the Atlantic Ocean and the Gulf of Mexico.

Geosynclinal prisms are deposited along the trailing edge of a plate. If the continental plate changes its relative direction of motion, and the trailing edge becomes a leading edge, the geosyncline is compressed and folded. This has happened in eastern North America and caused the folding of the Appalachian Mountains. Sedimentation to form a geosyncline and subsequent folding constitutes a basic geologic cycle which evolves over several hundred million years, and may be repeated several times. Currently, the opening of the North Atlantic is progressing at the rate of 3 cm per year.

The great sedimentary basin stretching from the Canadian Arctic through western Canada and the western United States to the Gulf of Mexico is another example of a geosyncline. The continental edge (miogeocline) was to the east and the seaward edge (eugeocline) was to the west. This geosyncline is being uplifted and folded by the pressure created by the collision of the North American plate with the Pacific Ocean plate.


31.04 Folds and Faults
Mountains are regions of disturbed or deformed rocks. They are differentiated into three types according to the nature of the deformation which created them:

1. dome mountains result from the upward bending of rocks into the form of a dome. The Black Hills of South Dakota are a typical example of a naturally dissected dome mountain.

2. fold mountains consist of a series of long, more or less parallel wrinkles, or folds. The mountains of West Virginia and central Pennsylvania are good examples of fold mountains in the mature stage of erosion. This type of lateral compressional folding, whether it occurs in mountain building or on a much more localized scale in the subsurface, creates structures which may contain hydrocarbons. These are anticlines, synclines, and monoclines.

3. block mountains are formed by faulting and uplifting of angular blocks of rock. Some of the blocks are pushed and tilted at various angles into block mountains. The depressed blocks between the uplifted ones are block basins.

1. Folds

Anticlines are the raised peaks of folds (the tops of the hills) and may be evident at the surface, although deeply buried anticlines may be covered by flat lying sediments. Synclines are the valleys between folds. A monocline is a long, relatively flat, sloping surface usually with a more or less flat plain at the bottom end and a flat plateau at the top end.

Formation dip is the angle relative to horizontal at which the top surface of a formation rests. The dip direction, or dip azimuth, is the direction relative to north at which the formation dips downward. Strike is the direction of a line along the surface at right angles to the dip direction.


FIGURE 31.04: Definitions of folds

A fold is made of:
1. an axial plane or an axial surface of folding
2. two flanks, or limbs
3. a zone of flexure
4. an axis where the axial plane crosses the rock layers

A fold is described according to:
1. the orientation of the axial surface with respect to vertical:
- symmetrical when the axial plane is vertical
- asymmetrical when the axial surface is oblique
- overturned when the axial surface is oblique, and one flank has been overturned; i.e., dips in the same direction as the other flank
- recumbent when the axial surface is horizontal or nearly so, one flank is overturned

2. the dip of both flanks with regard to the axial plane;
- anticline when the flanks dip downward away from the axial plane
- syncline when the flanks dip downward toward the axial plane

3. the direction of the angle of folding:
- convex when the angle of folding points upward (upfold, anticline)
- concave when the angle of folding points downward (downfold, syncline)

4. the angle of folding:
- open when the angle of folding is greater than 90 degrees
- closed when the angle of folding is less than 90 degrees

A dome is a fold where the beds dip in all directions away from the point of folding. The axial plane may be a warped surface.

2. Faults

The same type of forces that act on a major scale to build mountains act in a smaller localized way to create faults. The gravity, or normal, fault is caused by tensional forces. Removal of compression allows one block of the earth to move downward with respect to another.


FIGURE 31.05: Definitions of faults

When compressional forces are exerted, a reverse or thrust fault results. In a thrust fault, pressure forces cause the hanging wall (the rock above the fault plane) to move upward and over the top of the foot wall (the rock below the fault plane). Reverse faults are similar except that there is no motion of the upper block along the top of the lower block.

Movement of either wall in a direction parallel with the fault plane is called a rift or tear or shear fault.

In some instances a long and narrow block drops down between two or more faults, and is called a graben. Blocks that remain raised between two faults are called horsts. The faults bounding both grabens and horsts are gravity (or normal) faults.

A fault is a fracture with relative movement of the two blocks of rock on either side of the fracture. It is made of:
1. the fracture proper
2. fault plane(s) or fault zone
3. the upper block above the fault plane, called the hanging wall
4. the lower block below the fault plane, called the foot wall
5. a zone of distortion, which may occur on both or either side of the fault plane, usually called rollover, drag, or gouge

A fault can be described:
1. according to the relative movements of both blocks with respect to vertical
- normal when the upper block is downthrown (gravity fault)
- reverse when the upper block is upthrown

2. according to the relative movement of both blocks with respect to the dip of the fault plane
- strike-slip when the movement occurs laterally along the strike of the fault plane (horizontal throw)
- dip-slip when the movement occurs down the dip of the fault plane (vertical throw)
- oblique-slip when the movement occurs along both the strike and dip of the fault plane
- rotational when the movement occurs around an axis with rotation on only one block
- pivotal when both blocks rotate in opposite directions around a common axis

3. according to the magnitude of dip of the fault plane
- high angle when the fault plane dips more than 45 degrees
- low angle when the fault plane dips less than 45 degrees
- vertical when the fault plane is vertical

4. according to the time of occurrence with respect to deposition
- post-depositional when the fault occurs long after deposition
- contemporaneous when the fault grows at the same time as deposition, also called growth faults

Other descriptive terms used are:
1. separation: the distance from one bed boundary in one block to its counterpart in the other.

2. throw: the vertical component of separation; i.e., separation measured in a vertical plane normal to the fault plane. The term 45-foot fault means that 45 feet of vertical section are missing at the well bore (if a normal fault) or 45 feet of section is repeated (if a reverse fault).

3. slip: the movement along the fault, being the distance between two formerly adjacent points. Slip can be in any direction within the fault plane; same as separation if there is no horizontal component of movement.

4. extent: a fault is limited in horizontal and vertical extent by sudden disappearance against another fault, or against an unconformity, or by gradual decrease of throw along the fault plane. In rotational faults, throw decreases in the direction of the plane of rotation.

5. correlation gaps or repeats: when a well crosses a normal fault, correlation of the well logs will show a missing section. When a well crosses a reverse fault, the same formation is crossed twice, and appears as a repeat section on the log. A reversed repeat can occur when drilling through a recumbent fold.

6. drag and rollover: are fold-like deformations of the bedding planes in the vicinity of a fault and associated with the fault. Such folding is called drag when it is caused by friction of the two blocks against each other along the fault. The result is:
- concave folding on the downthrown block.
- convex folding on the upthrown block.


FIGURE 31.06: Drag on faults

In certain regions, normal faulting occurs with reverse drag, or rollover in the downthrown block. In this configuration, the bedding planes dip into the fault plane instead of away from it. Rollover is frequently associated with growth faults; i.e., faulting contemporaneous with deposition, with greater formation thickness on the downthrown side of the fault.


31.05 Petroleum Traps Formed By Structures
For a log analyst, the implications of folds and faults are more important than the creation of mere mountains. Most petroleum of economic consequence is found in a trap - a set of structural and stratigraphic conditions in which oil or gas can get in but can't subsequently get out of the rock. Many types of traps are created by folding and faulting and are called structural traps. The traps created by changes in rock type, without folding and faulting, are called stratigraphic traps. Obviously, combination structural-stratigraphic traps are possible, and all stratigraphic traps exist in a regional structural setting, which may influence the hydrocarbon content.

Rocks which form a trap do not always contain hydrocarbons, but all hydrocarbons are contained in some kind of trap. Otherwise they would flow to the surface of the earth and be dissipated into the atmosphere or the oceans. Some oil and gas does reach the surface, and are called seeps. Most early oil discoveries were located because of a seep at the surface.

The trapping mechanism is one of the most important aspects of petroleum geology. For example, if porous rock has been folded upward into a dome or anticline, oil and gas may collect at the top of such a structure. It may be kept from escaping by an overlying nonporous layer of rock. Traps can also be formed by faults, which allow a porous layer to be thrust against a nonporous layer, thereby sealing in the hydrocarbon. Examples are shown in Figure 31.07.

FIGURE 31.07: Structural traps

Traps filled with hydrocarbons can be rearranged structurally by diastrophic forces, thus un-trapping the hydrocarbons. The presence of oil staining or fluorescence on rock samples from depleted reservoirs is relatively common, indicating that trapped oil has been released by geologic forces on numerous occasions.

Stratigraphic traps are created by the nature of the depositional sequence itself and do not depend on deformation of the rocks. For example, a sandstone that may have once been an old beach usually tapers off to a wedge ending between two layers of rock that are not porous. If one edge of the wedge is high relative to the other, oil and gas could collect in the updip edge and could go no further. Ancient river valleys, sand bars, beaches, and delta fronts can be sealed by impervious rock above and below so as to create traps of many varied shapes and sizes. Some traps have both a structural and a stratigraphic component, such as reef and salt dome traps.

The fluids trapped in a reservoir are segregated by gravity. Since gas is lighter than oil, it will rise to the top of the trap. Some reservoirs do not contain sufficient gas to create a separate gas cap. Since gas can be dissolved in oil, most oil wells produce some dissolved gas. Water is heavier than conventional light oil, so the free water in the reservoir will be forced to the bottom of the trap. In heavy oil wells, it is possible to have water on top of the oil column, or even interbedded within the oil, depending on the oil gravity and the timing of the oil degradation.

The vertical relief of anticlines varies, ranging from a few feet to several thousand feet. Some of the largest oil fields of the world are anticlinal traps. The Abqaiq pool in Saudi Arabia is a large anticline, 25 miles long and 6 miles wide, This structure produced about one billion barrels of oil in 8 years. The Abqaiq anticline contrasts sharply with the small Wilcox structures of central Oklahoma that cover only 100 acres.

Asymmetrical anticlines are also formed by lateral compression. Typically these structures are elongate and often occur in trends that parallel the major uplifts of the geologic province. Many of the surface anticlines in the Rocky Mountains fall in this category. Frequently the center of the surface anticline forms a topographic low where erosion has cut through otherwise resistant beds, which have been fractured by the folding process. The resistant beds form prominent scarps or rim rock around the basin that are easily recognized. The axis of the asymmetrical anticline may shift with depth. As a consequence, the deep seated fold may not lie directly under the surface anticline.

Many of the larger anticlines of the world are faulted. The fault patterns range from simple to exceedingly complex, such as those found in the Rocky Mountains and California. Production is often confined to the upthrown block, but this does not entirely eliminate the downthrown side of the fault as a potential trap. In this type of structure, the role of faulting appears to be of minor importance in controlling accumulation on the crest of the fold. Faulted anticlines occur in nearly all geologic provinces and can usually be mapped by geophysical surveys. The Gulf of Suez fields in Egypt is a classic faulted anticline structures.

Overthrust anticlines are formed by compression and occur along the edges of major uplifts as narrow folded belts. The geology in these thrust belts is very complex, but some structures are prolific and may develop into major fields. Turner Valley in the Alberta foothills of Canada is a classic example of an overthrust fold and has produced 100 million barrels since its discovery in 1915.

Normal or gravity faults control production in many oil fields in most of the geologic provinces of the world. This type of trap occurs wherever the region has been folded or uplifted. Often the trap is formed by a combination of both folding and faulting. Fields can occur in narrow belts along a fault system for hundreds of miles. Good examples of gravity faults occur in the Niger Delta.

Fault planes formed by gravity or tension usually dip at 45-60 degrees. Invariably, wells that pass through a normal fault drill an abnormally short section of sediments. The thickness of the missing section is equal to the throw of the fault. This is a good criterion for locating the fault if there is enough well control. In the absence of sufficient data, it is easy to mistake the missing section caused by faulting for an erosional surface, which also creates missing section, as shown in Figure 31.08.


FIGURE 31.08: Missing section due to normal fault

Reverse faulting occurs in areas that have been subjected to compression. Wells that pass through these fault planes will normally repeat section, going from older beds above the fault into younger beds below the fault. Reverse or thrust faulting occurs around the flanks of mountain uplifts where horizontal compression plays a dominant role in the forming of local and regional structures.

Faulting often breaks an oil field into several separate pools or fault blocks. The faults may parallel each other, or they may intersect to form several traps. The fault patterns can be related to the regional and local geology and drilling along these trends is usually more successful than random drilling. An example is the Austin Chalk play in the southern USA, where production is greatly enhanced by fractures associated with minor faulting. An example of a field with many semi-radial faults is Hibernia, offshore east coast Canada.

Complex faults are typical of salt domes. A salt dome field may produce from 10 or 20 separate reservoirs, or even more because of the faulting and geometry of the flanking sandstone layers. A simple example is given in Figure 31.09.

FIGURE 31.09: Salt dome traps

The caprock is a reservoir in certain Gulf Coast fields. Both gravity and seismic surveys are extremely useful methods of searching for salt dome features. Geologists suspect that many of the structural features in east Texas and north Louisiana are also related to deep seated salt movement.

Salt solution plays an important role in other areas of the world, forming traps across the tops or flanks of un-dissolved salt. A striking example involves a map of the oilfields of Saskatchewan - the vast majority form a semicircle around the edge of the major salt solution basin in the Devonian, nearly 400 miles in diameter.

Impact craters, shown in Figure 31.10, also form structural traps. They are usually small and difficult to find, but several are known in Saskatchewan, North Dakota, and other areas of the USA, in formations of various ages.

FIGURE 31.10: Impact crater traps

Impact crater traps have hundreds of small faults and complex structure. Regional dip superimposed on such a trap makes the accumulation of hydrocarbons exceedingly complicated.


31.06 Analysis of Dipmeter Data For Structural Features
The traditional analysis of dipmeters makes use of patterns seen on the arrow plot, augmented by those seen on azimuth frequency plots. Non-traditional methods, using other kinds of plots, are covered in Chapter. Thirty-Two.

An overview of the thought processes were described by E. L. Bigelow in "Making More Intelligent Use of Dipmeter Information", published in The Log Analyst in five parts beginning January 1985. Figure 6.30, taken from that paper, demonstrates the complexity and interrelated nature of the data acquisition. processing, and analysis problem. A review of Mr. Bigelow's paper will provide many insights not covered in this Chapter, due to lack of space


FIGURE 31.11: Flow chart for dipmeter processing decisions (upper), interpretation (lower) for structural analysis

Structural analysis begins with a review of the arrow plot. Dips fit one of five general patterns, each defined by the color of the pencil used to mark them:

GREEN PATTERNS: nearly constant dip and direction, representing regional dip, sometimes called structural dip.

RED PATTERNS: increasing dip with depth, representing drape, down dip thickening, differential compaction, drag on faults, or folding.

BLUE PATTERNS: decreasing dip with depth, representing drag on faults or folding.

BLACK PATTERNS: abrupt change in dip and/or direction, representing unconformities, fault planes, or erosional boundaries between stratigraphic units.

CIRCLED PATTERNS or YELLOW PATTERNS: random dip angles or directions indicates bad hole conditions, contorted bedding, fractures, slumping, or brecchia, sometimes associated with fault planes.

FIGURE 31.12: Colour patterns for dipmeter interpretation

The color assignments, namely green, red, blue, black, and yellow, are purely arbitrary but have become an industry standard by common usage. Appropriately colored pencils or ink markers are used to join dip arrows to emphasize the patterns. The five patterns are illustrated schematically in Figure 31.13. The features associated with each pattern are listed on the illustrations.


FIGURE 31.13: Dipmeter pattern colour codes with stick diagrams

All but black patterns should have roughly constant dip direction, or else they are not real patterns. An exception is a pattern that passes through zero or ninety degrees, where dip direction will reverse, as shown on the bottom of Figure 31.14 (right).

To begin analysis, start at the top of the log (or somewhere above the zone of interest) and draw in the green, red, blue, black. and yellow patterns, in the order listed. Be careful not to cross a major change in dip direction with one of these patterns, unless it is an exception as described above. Remember that such a change in direction is normally a black pattern.

Join arrows which are fairly close in depth. The end of a blue pattern can be the beginning of a red pattern and vice versa. Not all the results need to be included in every pattern. You may decide some are due to noise, rough hole, or minor stratigraphic events embedded in a larger structure.

In the example in Figure 31.14, the top half of the log shows a trend of dips at 9 degrees downward to the east - a GREEN pattern. The horizontal line at "A" indicates a break in trend - a BLACK pattern. This is followed by another GREEN pattern, indicating regional dip of 5 degrees to the west south west below an unconformity at depth "A". This is followed by a RED pattern indicating drag above a fault. The fault plane is at or slightly above point "C". This is followed by the reverse drag on the down thrown block - a BLUE pattern, lying above another unconformity at point "D".


FIGURE 31.14: Example of colour coded dip patterns

Although we have described a plausible interpretation in the above description, it may not be the only interpretation. However, it is not necessary or even practical to analyze the meaning of all the patterns at this stage - more than one interpretation is possible for all patterns. For example, the event at "C" could be a stratigraphic feature or another unconformity. We need to look at the open hole logs and other well data.

For structural interpretation, you may have to ignore stratigraphic dips. This involves drawing the patterns through dissenting dips in the sandstone layers. This is called macro-colouring as opposed to micro-colouring, used in stratigraphic analysis.

For stratigraphic work, do not join points across a dissenting dip. The dissenting dips are the clues to stratigraphic changes. Join arrows of about the same dip direction. The greater the dip magnitude, the more similar the azimuths should be. Conversely, when very small dips are considered, the azimuth can vary up to 90 degrees.

Keep the scale of features in mind. Structural features may encompass hundreds or thousands of feet of data. Stratigraphic features may be superimposed on the structural patterns, and encompass only a few feet to a few hundred feet. However, drape over reefs and differential compaction may persist over several thousand feet, and these features are associated with stratigraphic traps. Red patterns associated with faults and unconformities tend to show greater variations in dip magnitude over smaller vertical intervals. Blue patterns associated with sedimentary structures are usually short (up to a few feet on the vertical scale), whereas the patterns that are a reflection of faults and unconformities generally persist over much longer intervals.


31.07 Choosing and Using Regional Dip
Regional dip, often called structural dip, is chosen in zones where dip angle and direction are consistent, with a minimum of scatter as Figure 31.14. These are GREEN patterns. Due to the roughness of the borehole, and statistical variations in the correlation measurements, even a zone with zero dip will show some scatter. In particular, dip direction may appear to fluctuate wildly when dip is near zero.

Regional dip may not be easy to find. In thick sandstones, there may be too many stratigraphic features, and in thick carbonates there may be no bedding or too many fractures. Therefore, shale sections should be preferred for the selection of structural dip. If there is not much shale, choose the minimum consistent dips in the sands.

However, shale sections do not always exhibit a regular dip. The mode of deposition as well as post-depositional slumping or fracturing may induce erratic dips. Bad or rough hole will also cause dips in shale beds to be scattered. A statistical approach may then be needed to determine structural dip, and local experience is the best guide. Here is a case for using the modified Schmidt plot or the frequency azimuth plot to help find regional dip.

It is essential to subtract the structural dip (by means of dip vector rotation), preferably by having a regional dip removed arrow plot created in the computer. Indeed, a blue pattern may become a red one and vice versa after subtraction of the general trend. The term "absolute red" and "absolute blue" are used to describe patterns which are distorted by regional dip. Examples were shown on the bottom half of Figure 31.13.

If, after drawing the patterns, you find regional dip to be greater than about 4 degrees in any zone, you should have the log re-displayed with dip removed. Obviously a different amount of dip will have to be removed from different geologic sections. Pick these values for each section from your green patterns between each major break defined by the black patterns.

FIGURE 31.15: Effect of regional dip removal on pattern shape

Figure 31.15 shows three dipmeter presentations of the same structure. Each has a different regional dip superimposed on the red pattern, which is only visible in one of the illustrations. This emphasizes the absolute necessity of working with dip removed data. You will have to re-analyze the dip removed log for red and blue patterns.

You will use these ONLY to identify the nature of the structural features and the direction to thicker pay zones. The true dip and direction of beds is still contained on the original log, and it is still used for mapping structures and looking for the next drilling location.

A dipmeter log should always be correlated with the rest of the open hole logs when the patterns are being drawn. A computed lithology log is especially helpful to prevent drawing silly patterns which cannot be supported by the obvious lithology. For instance, it would make little sense to unite in the same blue pattern two arrows belonging to different lithological units. A good well history and the formation tops should also be at hand, since most major unconformities will occur at one of these points.

Some of the modern dipmeter presentations, such as SYNDIP, GEODIP. and STRATIM will make life much easier. However, they are only available on modern logs, and even then, may not have been run (to save money), or may not be in the well file or in the public domain. These logs are aids, not answers - be sure the aid is properly processed and makes sense in light of other known data. On older wells, you will have to create your own equivalent aids by laying out and possibly analyzing the other open hole logs. The minimum requirement is a gamma ray or SP log at the same depth scale as the dipmeter arrow plot.


31.08 Deciding What The Patterns Mean
There are two basic ways to decide what red and blue patterns mean from a structural point of view. The first is to sketch a cross sectional view of the well bore with the bedding planes positioned according to the dipmeter data. These can be made by hand or with the stick diagram software described in Chapter Twenty-Seven.

The second is to use a catalog or cook book of typical patterns to compare your pattern with those already described. As mentioned earlier, regional dip removal can change a pattern, so the cook book approach is not too useful unless dip removal has been done. Also, the cook book patterns presume that dip directions shown on logs are always parallel to your cross section direction. This is not always true so it becomes necessary to rotate dips to get the "best" patterns. Both transverse and longitudinal cross sections should be visualized when analyzing dip patterns.

Before you start sketching patterns, review the basic structural features described earlier in this Chapter. Then draw a sketch of the dipmeter data. Take a piece of graph paper or blank well log paper and draw a vertical line to represent the wellbore. A log print with gamma ray, SP, and resistivity is also a good place to draw your diagram.

Select the interval you wish to analyze and mark some depth lines to orient your data. For structural analysis, a compressed scale of 1 or 2 inches to 100 feet or smaller is appropriate. Transfer the position of the black patterns to your sketch. These represent breaks in the geologic sequence, such as unconformities or tops and bottoms of sedimentary structures. Use the gamma ray curve or a computed lithology log and the well history data as guides to major erosional surfaces.

FIGURE 31.16: Stick plot of regional dip

Next, choose regional dip in each major rock unit. At this point you have to decide on the direction of cross section that your sketch will represent. Usually, for structural analysis, it is chosen to be the regional dip direction, although another sketch drawn at right angles to the first may be useful in many cases.

For example, if regional dip is to the south east, the cross section should run from north west to south east. Draw short hash marks on the well bore at an angle representing the actual dip shown on the log. Some vertical exaggeration may be appropriate. An example of this simple case is shown in Figure 31.16.

FIGURE 31.17: Stick diagram for a normal fault with drag

Next, position representative samples of the dip from the blue and red patterns onto your sketch. You are really creating your own stick plot. It may be helpful to include a sketch of the dipmeter log itself on the same piece of paper, as shown in Figure 31.17. If the red and blue patterns are contained within a sand body, they are stratigraphic dips and should not be used in a structural interpretation.

 

FIGURE 31.18: Stick diagram for an overturned anticline

Now comes the hard part. Extend the hash marks to represent the bedding planes of a structure. Basically you are only dealing with regional dip, anticlines, synclines, unconformities, and faults. To propose a fault, there should be some evidence from the well history, some scattered dips at the break between the red and blue patterns, a change in direction of dip, some missing or repeated section, or drag and rollover features. The red pattern is usually connected to the green pattern above it.

 

FIGURE 31.19: Stick diagram for overthrust fault

Reverse faults and overturned anticlines can have similar patterns - the anticline is distinguished by dips approaching 90 degrees (Figure 31.18), whereas reverse faults seldom do this (Figure 31.19).
Overthrust faults will usually show an abrupt change in dip direction near the fault plane

Normal faults, overthrust faults, channels, unconformities, and disconformities can have similar patterns - repeat section indicates the overthrust case. The lithology and dips indicating crossbedding help distinguish channels. Choose the model which suits the local geology the best. Most patterns can be interpreted without imposing a fault and the most common error in dipmeter analysis is the suggestion of too many faults.


FIGURE 31.20: Normal faults (left, reverse fault (left bottom), growth faults (right)

Growth faults, contemporaneous with deposition, usually show rollover, which is a dip pointing toward the upthrown block. Post-depositional faults usually show drag, which is a dip pointing toward the downthrown block. Hybrid faults can exhibit complex patterns. Some faults show no rollover or drag. Remember the effect of regional dip on these patterns, emphasized again in Figure 31.20, right side.

Drawing your own stick diagram and interpreting a plausible geologic section to match it takes practice, patience, and a good grasp of 3-D space. A good knowledge of geology doesn't hurt. The effect of hole deviation must also be considered. Although the dips presented on the log are true dips, with hole deviation taken into account, their position in space may not have been corrected for true vertical depth or the track of the borehole.


31.09 Classic Dipmeter Patterns On Arrow Plots - The Cook Book
There are numerous sets of classic dipmeter patterns published by the service companies. The set from Western Atlas is included here, with captions, to assist you in learning to analyze patterns, especially those for which there is more than one interpretation. They were chosen over others because they include an SP or GR curve shape and a lithologic cross section on the same drawing as the dipmeter data for each example.

Trying to analyze a dipmeter without knowing which rocks are shales and which are reservoirs is pointless. Don't ignore the evidence from the other available logs. Don't try to analyze dipmeters in isolation with a blindfold hiding the other logs; use an integrated approach incorporating all available data.

Additional cookbook patterns for stratigraphic features are included in Chapter Thirty-Three. Since some structural patterns can be confused with some stratigraphic ones, you may need to review the stratigraphic patterns before settling on the final interpretation.

The illustrations and text in this section are from "Diplog Interpretation", published by Dresser Atlas (now Baker Atlas) in 1984.


FIGURE 31.21: Regional Dip and Symmetrical Anticline

Regional dip is indicated by the dips recorded in these shale sections. The sands are cross-bedded and the limestone fractured, giving readings which cannot be interpreted as regional dip. In many instances, only one of each 15 or 20 dips reflects actual structural dip.

An anticline well drilled through the crest of an anticline or the trough of a syncline would exhibit low angle dips. these dips can be low enough to give low angle dip scatter. Wells drilled on either flank of this fold will indicate larger and more consistent dips. These dips will reflect the structural dip at the point where the well cuts the formation.


FIGURE 31.22: Asymmetrical Anticline and Recumbent Syncline

The direction of dip in this asymmetrical anticline decreases until the crestal plane of the structure is encountered then increases to nearly vertical as the well bore cuts the formations essentially parallel to the bedding planes. Other overturned anticlines will produce different Diplog patterns depending upon the amount of overturning present.

Recumbent syncline bed "A" is the youngest bed. Beds "B", "C", "D", etc., become progressively older. A recumbent anticline would be the same except that bed "A" would be the oldest bed with the others becoming progressively younger.


FIGURE 31.23: Recumbent Anticline and Normal Fault -No Drag

Recumbent anticline dip increases to 90 degrees where the borehole crosses the vertical section of the fold. Below this the dips are reduced and would usually dip in a direction approximately 90 degrees to that above the axial plane of the fold.

Normal fault with no bedding plane distortion. Fault is not apparent from Diplog and must be located by other methods. If only one well is drilled in an area, this type of fault will normally not be found. Bed "E" has been cut out where the borehole crosses. If this is the zone of interest, the well must be sidetracked or re-drilled to encounter the objective horizon.


FIGURE 31.24: Normal Fault with Drag

Normal fault with fault plane dipping same direction as formation bedding planes and exhibiting a small drag zone near the fault plane.

Normal fault with fault plane dipping opposite to the dip of the formations illustrating drag into the fault plane.


FIGURE 31.25: Normal Fault With Rollover and Reverse Fault With No Drag

Normal fault with rollover. This is a pattern typical of growth faults which frequently exhibit reverse drag or rollover. These rollover anticlines are important hydrocarbon traps along the U.S. Gulf Coast.

Reverse fault with no bedding plane deformation. Beds "D" and "E" ad parts of "C" and "F" have been repeated. Repetition of beds is good evidence that a fault is a reverse fault.


FIGURE 31.26: Reverse Faults With Drag

Reverse fault with fault plane dips in the same direction as the dip of the beds. Drag zone in both fault blocks.

Reverse fault with fault plane dips opposite the dip of the formations. Drag zone in both fault blocks. Sandstone is assumed to be free from cross-bedding in this illustration.


FIGURE 31.27: Thrust Faults

Thrust fault with marked bedding plane distortion on both sides of the fault plane. This same pattern could be generated by a recumbent or overturned fold. In some areas, both thrust faulting and overturned folds are commonly encountered. Obviously, the correct interpretation of this arrow pattern depends to a considerable extent upon knowledge of the regional and local geology.

Thrust fault with drag on bottom block and little or no deformation of the beds above the fault plane. This type of response is shown by the Lewis overthrust which has formed Chief Mountain in Glacier National Park, Montana.

You should study these patterns carefully, comparing patterns from various structures to define differences and similarities.


31.10 Case Histories of Structural Analysis
In addition to the Classic Examples, review of case histories often assists in consolidating analysis rules for structural interpretation of dipmeters. A number of case histories have been gleaned from the literature and the author's files to illustrate some real life examples. Because of the inordinate detail available on many logs, most of these examples have been hand drafted by the original authors for clarity.

Figure 31.31 Unconformity
An angular unconformity is the easiest feature to see in a dipmeter analysis. Pick regional dips in shale zones and draw in green patterns for each. The level where two different green patterns meet is an unconformity. Either dip angle, dip direction, or both will change at an unconformity. Check other log curves for lithology. If a sand separates two different green patterns, the unconformity could be at the top or the bottom of the sand. Usually the formation age will help determine which to choose.

Figure 31.31: Unconformity

Figure 31.32 Normal Fault with Rollover and Drag
This is an example of a South Louisiana fault exhibiting rollover on the downthrown side. As the fault is approached from the downthrown side, the dip starts to increase. This increase continues until a maximum dip of 25 degrees is reached. Experience has shown that this maximum dip is recorded within 10 feet of the fault plane on the downthrown side. In this example, the direction of the maximum dip is ESE. Since the direction of the maximum dip is toward the upthrown block, and is perpendicular to the strike of the fault, this fault is upthrown to the ESE and strikes NNE-SSW. A small amount of drag is noted in the upthrown block, but it is minor compared to the downthrown rollover zone.

Figure 31.33 Normal Fault with Rollover and No Drag
This is another South Louisiana example with rollover present on the downthrown side of the fault. However, in this case the fault and steeply dipping beds are dipping in the same direction. So, instead of the rollover zone dips adding to the structural dip, they actually cancel the strong northwesterly structural dips. Instead of the familiar maximum dip near the fault plane, a minimum amount of dip is now noted. As soon as the upthrown block is penetrated, structural dip is immediately recorded. This type of fault is sometimes found near piercement salt domes. If regional dip above the fault is subtracted, the apparent blue pattern (decreasing dip with depth) turns into a red pattern. Rollover causes a reversal of dip direction if upper beds are made horizontal by dip removal.

Figure 31.34 Normal Fault with No Rollover and No Drag
Some post-depositional faults may not be located by the dipmeter. No distortion is present near the fault plane, so structural dip is recorded by the dipmeter right across the fault plane. In high resolution or stratigraphic arrow plots a short zone of random dip may occur, but may be interpreted as a function of sand body deposition.

 

Figure 31.35 Normal Fault with Drag and No Rollover
Here is a normal fault from Mississippi which has drag instead of rollover on the downthrown side. The pattern of dips is the same as that found near faults with rollover, but the direction of the highest dip is toward the downthrown block. In this example, the direction of the maximum dip (41 degrees) is NE, so the fault is downthrown to the NE and strikes NW-SE.

Figure 31.35 Normal Fault with Drag and No Rollover

 

 

 

Figure 31.36 Thrust Fault with Rollover and Drag
This example shows a thrust fault. Again we see a dip pattern similar to that found around a normal fault. The maximum distortion around a thrust fault is in the overthrust block, and the direction of the highest dip is in the direction of overthrust. Since the maximum dip shown in this example is 35 degrees East, this fault is overthrust to the East and strikes N-S. Some drag is noted in the downthrown block, but it is not as strong as that recorded in the overthrust block.

Figure 31.37 Normal Fault with Rotation
Structural dip is indicated by the green pattern. Below 400, it is down to the west at about 7 degrees magnitude. Near 100, its magnitude is at about 6 degrees, the direction being more northwesterly. Between 225 and 325 is a strong red pattern of northeast dips. No dips could be computed between 325 and 400. This red pattern is probably the result of drag in the downthrown block along a northeast dipping normal fault. The fault plane strikes northwest-southeast. Some rotation of the downthrown block at the time of movement is evidenced in the more northerly trend of the structural dip around 100.

Figure 31.37: Normal Fault with Rotation

Figure 31.38 and 31.39 Normal Fault with Correlation to Unfaulted Well

In Well X, the long correlation interval (12') shows clearly the structural dip. It increases from near zero at 1,200 feet to 7 degrees at 4,600 feet,
always in a southeasterly direction. In Well Y, which is east of Well X, the long correlation interval plot also shows the structural dip clearly,
indicating 3 degrees east-southeast at 1,100 feet increasing to 16 degrees east-southeast at 4,000 feet. One conclusion that could be drawn is that structural dip in this area is southeasterly, and that a given horizon in Well Y will be structurally lower than the same zone in Well X. However, the main sand bodies in Well X occur below 3,100 feet whereas the corresponding sands in Well Y are below 2,800 feet. Therefore there must be a fault.


Figure 31.38: Normal Fault with Correlation to Unfaulted Well

Between 1,800 and 2,300 feet in Well Y, a reversal of dip direction is evident, increasing to a high angle to the northwest at 2,300 feet. This is a strong red pattern. It is followed by a blue pattern of short duration. This
characterizes a normal fault striking NE-SW, downthrown to the northwest, crossing the borehole at 2,300 feet. The presence of this fault explains the apparent inconsistency between the structural dip interpretation and the correlation between Wells X and Y. Figure 31.39 gives a map and cross section illustrating this interpretation.

Figure 31.39: Map and cross section for normal fault

 

 

 

 

Figure 31.40 Complex Overthrust Faults
This example shows data from several dipmeters through a carbonate/shale sequence, controlled by seismic mapping. The complex overthrusts seen on seismic are confirmed by correlation of lithology based on open hole log analysis, sample description, and palynology. Hash marks on the well tracks show key dips only and indicate major bedding attitude. Whipstock and offset decisions were influenced by dipmeter data as the prospect was chased westward, with much help from seismic and imaginative structural geology.

 

 

 

Figure 31.41 Correlation in Thick Sand Sequence
In thick sand shale sequences, there may be little evidence from curve shapes to aid zone to zone correlation. Regional dip superimposed on well cross sections will assist. Individual sand units may not be continuous across the section, but the correlation lines give clues to possible time stratigraphic sequences.


Figure 31.41: Correlation in Thick Sand Sequence

Figure 31.42 Angular Unconformity
Dip angle and direction data show two unconformities in Well B and only one in Well A. The major unconformity is nearly horizontal in Section A-B, but dips 3 degrees SSW on Section C-A-D. The angular unconformity controls trapping in all three wells, with a common oil-water contact in Wells A and C, and a higher one in Well D. Regional dip again helps to correlate possibly continuous sand bodies.


Figure 31.42: Angular Unconformity

Figure 31.43 Growth Fault in Thick Sand Sequence
A growth fault crosses Well A at 3040 feet, down thrown to SW and striking N 55 W. Evidence is strongest from the change in direction of dips at that depth. Correlation of numbered sands is from multi-well mapping and not solely from the data in this illustration.


Figure 31.43: Growth Fault in Thick Sand Sequence

Figure 31.44 Overturned Anticline
This illustration shows a microscanner image through what is claimed to be an overturned anticline. However, the dimensions are very small and the fold very, very tight, so it is possible that the shape is merely wedge shaped bedding tilted on edge or an angular unconformity. Since a fault plane is not visible, a fault interpretation cannot be supported. A dipmeter arrow plot of this data would look like Figure 31.18.


Figure 31.44: Overturned Anticline

31.11 In Conclusion
In this Chapter, use of the dipmeter to delineate structural events has been explained, and numerous classic as well as real examples have been cited.

Although dipmeter analysis can be ambiguous, sufficient geological constraints, local knowledge, and experience serve to improve skills and speed analysis. Modern computer processing, in particular dip removed arrow plots and stick plots, are essential ingredients. Image processing techniques, while relatively new, have proven useful because of their visual impact. However, the analysis of structure still depends on the basics: dip angle, dip direction, and a plausible model that fits the data.


31.12: Exercises for Chapter Thirty-One
Exercise 31.01: Structural Concepts
1. Describe and illustrate plate tectonics. (10 marks)

2. Describe and illustrate the formation of mountains (10 marks).

3. Describe and illustrate the formation of geosynclines. (10 marks)

4. Describe and illustrate types of folds and faults. (20 marks)

5. On the following illustrations, shade in the areas which could form
structural traps. Assume white rocks are impermeable and grey rocks are porous and permeable. (20 marks)

6. Draw a vertical well on each structure. Draw a schematic dipmeter for each. Colour green, red, blue, and black patterns for each. (30 marks)


EXERCISE 31.02: Structural Analysis (100 marks)
1. Draw stick diagrams and interpret the dipmeters in the following illustrations.

R

R

R

R

EXERCISE 31.03: Integrated Example (50 marks)
1. What are the producing zones?

2. What is the lithology in the producing interval?

3. What is regional dip?

4. What depth is the fault? What type of fault is it? What is the fault strike
and dip?

5. Are there any fractures present?

6. Is there a repeat section?

7. What is the borehole deviation?

8. Draw east - west and north - south cross section at the fault.




31.13: Bibliography for Chapter Thirty-One

Dipmeter Applications

1: Application of dipmeter surveys; Stratton,E.F., Hamilton,R.G.; American Institute of Mining Metallurgical Engineers Meeting, 21 p., 1947

2: Application of the continuous dipmeter to reef study; Schlumberger; Schlumberger News, 9 p., 1961

3: Continuous dipmeter survey can be an important exploration tool; Thompson,J.D.; The Oil and Gas Journal, 4 p., 1961

4: Diplog; Hammack,G.W.; Dresser Atlas Tech Bulletin, 15 p., 1964

5: Determining true formation thickness from the dipmeter; Norman,J.L., Thibodaux,J.B.; Pan Geo Atlas Corporation, 6 p., 1964

6: Interpretation of continuous dipmeter surveys; Schlumberger; Schlumberger Training Aid, 26 p., 1964

7: Detailed stratigraphic control through dip computations; Gilreath,J.A., Maricelli,J.J.; American Association of Petroleum Geologists Bulletin, v. 48, no. 12, p. 1902-1910, 1964

8: How to compute dips quickly from dip log correlations; Walker,T., Robertson,E.; World Oil, p. 135-140, 1964

9: Stratigraphic interpretation of continuous dipmeter survey data; Schlumberger; Interpretation Bulletin, 6 p., 1966

10: Log interpretation in Bolivia; Salisch,J.A., Brown,H.D.; Society of Professional Well Log Analysts, 20 p., 1966

11: A review of log interpretation methods used in the Niger delta; Poupon,A., Strecker,I., Gartner,J.; 53 p., 1966

12: Applications of the continuous dipmeter in Western Canada; Goetz,J.; The Journal of Canadian Petroleum Technology, 5 p., 1966

13: Dipmeter - Middle East; WEC, 13 p., 1967

14: Logging programs in northeastern South America; Brown,H.D., Salisch,H.A.; Society of Professional Well Log Analysts, 27 p., 1967

15: The continuous dipmeter as a tool for studies in directional sedimentation and directional tectonics; Rodriquez,A.R., Pirson,S.J.; Society of Professional Well Log Analysts 9th Annual Logging Symposium, 25 p., 1968

16: Stratigraphic applications of dipmeter data in midcontinent; Campbell,R.L.,Jr.; American Association of Petroleum Geologists Bulletin, v. 52, no. 9, p. 1700-1719, Sept 1968

17: Interpretation of dipmeter data in the Devonian carbonates and evaporites of the Rainbow and Zama areas; Cox,J.W.; 19th Annual Technical Meeting of Petroleum Society of Canadian Institute of Mining, Paper No. 6820, 1968

18: Depositional environments defined by dipmeter interpretation; Gilreath,J.A., Healy,J.S., Yelverton,J.N.; Transactions - Gulf Coast Association of Geological Societies, v. 19, p. 101 111, 1969

19: Geological application of well logs; Fons,L.,Jr.; Society of Professional Well Log Analysts 10th Annual Logging Symposium, 44 p., 1969

20: East Cameron block 270, a Pleistocene field; Holland,D.S., Sutley,C.E., Bertlitz,R.E., Gilreath,J.A.; 24th Annual Symposium of Gulf Coast Association of Geological Societies Symposium, 9 p., 1970

21: Dipmeter - Libya; WEC, 13 p., 1970

22: Fundamentals of Dipmeter Interpretation; Schlumberger; Schlumberger Training Aid, 145 p., 1970

23: Distributary front deposits interpreted from dipmeter patterns; Gilreath,J.A., Stephens,R.W.; Transactions - Gulf Coast Association of Geological Societies, 8 p., 1971

24: Deficiencies of computer correlated dip logs; Robertson,J.M.; Society of Professional Well Log Analysts 13th Annual Logging Symposium, 15 p., 1972

25: Structural geologic considerations in diplog interpretation; Holt,O.R.; Society of Professional Well Log Analysts 13th Annual Logging Symposium, 30 p., 1972

26: Geological aids; Schlumberger; Society of Professional Well Log Analysts
14th Annual Logging Symposium, p. 5-18, 1973

27: Dipmeter outlines petroleum entrapment on flaks of diapiric shale done; Franke,M., Hepp,V.; Society of Professional Well Log Analysts 14 Annual Logging Symposium, 20 p., 1973

28: Dipmeter interpretation in the southern and northern North Sea basin; WEC, p. 56-59, 1974

29: Vermilion block 16 field: a study of irregular gas reservoir performance related to nonuniform sand deposition; Seal,W.L., Gilreath,J.A.; Transactions - Gulf Coast Association of Geological Societies, v. 29, 1975

30: Interpretation of log responses in a deltaic environment; Gilreath,J.A., Stephens,R.W.; American Association of Petroleum Geologists Marine Geology Workshop, 31 p., 1975

31: Quick interpretation of the high resolution dipmeter; Okitsu F.; Society of Professional Well Log Analysts 17th Annual Logging Symposium, 10 p., 1976

32: Reservoir delineation by wireline techniques; Goetz,J.F., Prins,W.J.; Society of Professional Well Log Analysts: The Log Analyst, p. 12-40, 1977

33: Preplatform exploration of High Island Blocks A-560 and A-561; Lund,J.W., King,J.S., Berlitz,R., Gilreath,J.A.; The Oil and Gas Journal, p. 254-273, 1979

34: Dipmeter Workbook; Schlumberger; Workbook, 72 p., 1980

35: Schlumberger dipmeter interpretation; Schlumberger; Manual, 58 p., 1981

36: Application of dip related measurements to a complex carbonate clastic depositional environment; Bigelow,E.L.; Society of Professional Well Log Analysts: The Log Analyst, p. 9-30, 1982

37: Diplog analysis and practical geology; Dresser Atlas; Manual, 57 p., 1983

38: Applications of the SHDT stratigraphic high resolution dipmeter to the study of depositional environments; Chauvel,Y., Seeburger,D.A., Orjuela,A.C.; Society of Professional Well Log Analysts 25th Annual Logging Symposium, 23 p., 1984

39: Geological evaluation of high resolution dipmeter data; Nurmi,R.D.; Society of Professional Well Log Analysts 15th Annual Logging Symposium, 24 p., 1984

40: Comparative results of quantitative laminated sand shale analysis in Gulf Coast wells using maximum diplog microresistivity information; Quinn,T.H., Sinha,A.K.; Society of Professional Well Log Analysts 26th Annual Logging Symposium , 25 p., 1985

41: The use of dipmeter synthetic data to determine rock texture and depositional environment; Standen,E.; 10th Canadian Well Logging Society, 12 p., 1985

42: A fundamental approach to dipmeter analysis; Enderlin,M.B., Hansen,D.K.T.; 10th Canadian Well Logging Society, 14 p., 1985

43: Making more intelligent use of log derived dip information; Bigelow,E.L.; Society of Professional Well Log Analysts: The Log Analyst, p. 26-42, 1985

44: Schlumberger sedimentary environments from wireline logs; Serra,O.; Manual, 210 p., 1985

45: Geologic interpretation of alternative dipmeter analyses from a permocarboniferous glaciogene sequence in the Fitzroy Graben Canning Basin, Western Australia; Golstein,B.A.; Society of Professional Well Log A