| 
					
					
					 TIGHT OIL BASICS Most of us are familiar with tight gas reservoirs – clean,
					low porosity sandstones or siltstones that look unattractive
					on log analysis, at least by the conventional wisdom of the
					1960’s. By the end of the 1970’s, we had overcome these
					hang-ups and exploitation in tight sands developed rapidly,
					along with the fracturing technology needed to make them
					economic.
 The same
			revolution is occurring in oil exploration. Tight oil or “shale oil”
			is the current hot topic. Again, most such plays are siltstones without a lot of clay in the reservoir.
			Tight oil is considered to be an
			“unconventional” reservoir, requiring horizontal wells and massive
			hydraulic fracture jobs to perform economically. Some siltstones are
			sufficiently sandy to produce oil in vertical wells, usually after a
			decent stimulation. Conventional shale corrected complex lithology
			log analysis models are used, even in shaly silts. 
			 
			Some tight
			oil plays fall into the genuine "mature oil shale" category, so a
			kerogen correction might also be made over the nearby
			source rocks and the reservoir interval. Mature oil shales are
			distinguished from  
			immature oil shale
			by the fact that liquid hydrocarbons are present. The immature oil
			shale requires an in-situ or surface retort to obtain liquid
			hydrocarbons. Many
			siltstones are radioactive because of uranium. It pays to run a
			spectral gamma ray log to distinguish between uranium and clay
			content. The Bakken
			formation in the Williston Basin of Saskatchewan, Manitoba, and
			North Dakota is a classic silt and sandy silt. It is low resistivity
			due to high salinity formation water with high irreducible water
			saturation (caused by very fine grain size), and the lithology is a
			mix of quartz and dolomite (and sometimes calcite).  An analogous
			resource play is being evaluated in the Paris Basin of France. In
			Alberta and Montana, the Bakken equivalent, the Exshaw, and adjacent
			formations (Banff / Lodgepole and Big Valley /Three Forks) are
			“Tight Oil” prospects, as are the Duvernay, Second White Specks,
			Nordegg, and other formerly unattractive low porosity reservoirs. Each of these
			plays has its unique petrophysical problems, so one-size does not
			fit all. For example, the Second White Specks is a laminated shaly
			sand with fairly good porosity in the sand lenses. The Nordegg may
			be pyrobitumen plugged with little room for liquid hydrocarbons.
			Beware the "general" solution - even the one described below.
 “Tight Oil”
			as a descriptive term covers a wide variety of reservoir conditions.
			For example, the Nordegg in many places in Alberta is quite porous
			and would be permeable if it were not partially or completely
			plugged with pyrobitumen. The shaly parts are often described as
			bituminous shale. Mineralogy varies from near pure quartz to
			dolomite to calcite, with all shades of grey in between. Classical
			crossplots to find TOC are meaningless due to these mineral
			variations.
			
			
			Further, classic TOC log analysis methods cannot tell kerogen from
			pyrobitumen, nor from ordinary oil and gas for that matter. Ordinary
			“TOC scans” often produce silly results unless a full scale
			petrophysical analysis calibrated to lab data is also run.
 Impossibly
			low water saturation on log analysis (equivalent to very high
			resistivity) is the clue to the pyrobitumen. Core porosity and
			saturation is also a clue, since pyrobitumen is not soluble in
			normal solvents, so the core cannot be “cleaned”.
 Every tight oil play is different and each needs a different mindset
			to understand the available data. Four uniqe examples are shown
			below.
 
			
  EXAMPLES OF DIFFERENT TYPES OF TIGHT OIL PLAYS 
					
			
  
  Bakken “Tight Oil” example has no kerogen in the productive sand /
			silt section but very high kerogen content in the shales above and
			below. Zone is radioactive due to uranium carried from the source
			rocks during oil migration. Log example showing core porosity (black dots), core oil saturation (red dots).
			core water saturation (blue dots), and permeability (red dots). Note
			excellent agreement between log analysis and core data. Separation between red dots and blue
			water saturation curve indicates significant moveable oil, even
			though water saturation is relatively high (see text below for
			explanation). NOTE that the organic rich Upper and Lower Bakken
			Shales are much more resistive than the Middle Bakken Sand/Silt pay
			zone due to the high TOC content in the shale. There is no
			significant kerogen in the sand itself.
 
			
			
			 
  
  This is a genuine mature kerogen "shale oil" play from South America with lots of kerogen throughout
			the reservoir, compared to the Bakken example that has virtually
			none. The brown shading is the kerogen volume in the center track,
			oil is red, water is light blue. Left edge of the red shading is
			effective porosity from shale and kerogen corrected density neutron
			porosity model. The core porosity and water saturation match the log
			analysis values closely. TOC and clay volume from an offset well
			were used to calibrate TOC models: Issler (orange) and Passey (blue)
			on the left edge of the porosity track.
 
 
  
  
  This Duvernay example shows the TOC from ECS and Issler methods
			(left side of porosity track) and clay volume from ECS and total
			gamma ray (left side of lithology track). The dark shading in the
			porosity track is kerogen volume, red is oil, and light blue is
			water. Water saturations are very low and agree with core data, as
			does the porosity. CMR porosity is also available (blue curve in
			porosity track). Pay flags for porosity > 3% (red bar) and for TOC >
			2% (brown bar) are on left side of depth track. In this example, the
			better porosity is not at the same depths as the high TOC content.
			Where would you put the horixontal well?
 
 
  
  Example of a well in the Nordegg “tight oil” play. This well
			is “tight” because of pyrobitumen filling most of the porosity. Core porosity (black dots) is
			equivalent to effective porosity. Core oil saturation is very
			high (red dots in saturation track, indicating a high fraction of
			residual oil, except in the bottom 2 meters where some oil may be
			moveable. Core water saturation is very
			low (blue dots) as is computed water saturation.  The red shading between the core porosity dots and the
			water (white) may indicate moveable oil, but it could be a residual
			liquid phase. “Pay Flag” is black
			to indicate pyrobitumen, instead of red that would indicate mobile
			fluids..
 
 
 
					 BAKKEN GEOLOGY Oil in the Bakken in
			southeastern Saskatchewan has migrated from mature Bakken source
			rocks in North Dakota and Montana. The best reservoir is associated
			with the Upper Middle Bakken Sandstone Facies (BF4).  Average
			porosity ranges from 14% to 16% and permeabilities are 20 to 80
			millidarcies. The unconventional siltstone reservoir (BF2) averages
			9% to 12% porosity and 0.01 to 1.0 millidarcies. In the deeper North
			Dakota wells, porosity is somewhat lower but permeability may be
			higher. All facies types have been exploited in different parts of
			the Basin.
 
			These facies were deposited during the late Devonian
			and early Mississippian in what was then a tropical setting. The
			sediment is believed to have an aeolian source and was blown into
			the marine environment from the adjacent arid landmass to the east
			and reworked into the various marine facies. The organic rich Upper
			and Lower Bakken shales are the source rocks for the sand and silt
			reservoirs. The sands and silts are highly
			dolomitic, averaging about 50% dolomite. In deeper wells, calcite
			may replace some of the dolomite or infill some porosity. 
			Many of the dominant
			features of the Bakken are below the resolution of logging tools and
			are best seen in core photos and core logs, as shown below.  
			
			 Core photo of Middle Bakken burrowed siltstone
 
 
  Core photo of Middle Bakken laminated fine grained sandstone
 
 
   While
			laminated shaly sands are best known, laminated porosity is also a
			problem for log analysts. The Bakken and Montney reservoirs in
			Canada are good examples. The illustrations below give a clear
			example of how porosity logs and analysis results smooth out the
			porosity variations, which in turn smooth out the saturation and
			permeability answers. The latter is especially critical, since
			productivity estimates for laminated reservoirs can be seriously
			under-estimated because the high permeability streaks tend to be
			ignored. 
			 Core description log in a laminated Bakken sand. Upper half of
			interval is highly laminated, lower half has thicker beds. See plot
			of core data below. (Illustration courtesy Graham Davies Geological
			Consulting)
 
			 
  Expanded vertical scale log (grid lines = 1 meter) illutrating
			different resolution of logs and core data.
			Closely spaced core samples demonstrate laminated nature of Bakken
			sand, compared to the running average created by well logs. Distinct
			coarsening upward and fining upward sequences can be seen in the
			upper half of core (grid lines are 1 meter). The lower half of the
			cored interval is less laminated, so porosity and permeability
			variations are smaller. Longer running average on resistivity log
			makes water saturation even more difficult to assess and comparison
			to core is worse than for porosity and permeability 
			Logs and core are for same well as core description shown above.
 In
			Saskatchewan, the naturally low resistivity in Bakken pay zones is
			further aggravated by thin clay laminations, clay filled burrows,
			laminated porosity, and dispersed pyrite.  Even more
			confusing is the water resistivity variation on the northwest and
			northeast edges of the Basin. Here, wet wells have higher
			resistivity than oil wells further south because the water
			resistivity is 5 to 20 times higher than deeper in the Basin. This
			results from fresher water recharge from the Black Hills of North
			Dakota. An adequate production testing program is the only solution
			to this issue, as there is no log analysis model that will predict
			water resistivity in this reservoir.
 Water salinity in the deeper North Dakota wells reaches 325,000 ppm,
			making for exceedingly low water resistivity. In Saskatchewan,
			salinity is usually at 200,000 ppm or more, but can be as low as
			25,000 in the recharge area. Pore geometry in the deeper parts is
			more intergranular in texture and irreducible water saturation is
			lower than in Saskatchewan.
 Typical SW in
			Saskatchewan averages 50% grading southward to about 30% in the
			deeper North Dakota wells. Very low apparent SW in Saskatchewan
			usually means fresh water recharge, possibly with some residual oil.
			The "best-looking" wells are actually water producers, but have
			measured resistivity values 2 to 4 times higher than productive oil
			wells. Water resistivity values are sparse, so any water recovery
			should be sent to the lab and analyzed. The low
			resistivity, high radioactivity, large density neutron separation
			caused by dolomite and pyrite, and the high PE value (near 3)
			conspire to make the zone look like shale on logs. Worse, some
			literature continues to name the producing zone the Bakken Shale,
			even though we know the Middle Bakken is a radioactive dolomitic
			sand or siltstone. These conflicts in the conventional data suggest
			strongly that some special core analysis should be done, namely
			electrical properties, capillary pressure, X-Ray diffraction and
			thin section mineralogy, and anything else that can help explain the
			petrophysical response to these complex rocks. The Bakken is
			now the biggest oil play in North America, and may ultimately be the
			largest ever found, even larger than Alaska North Slope. It is
			sometimes termed an "unconventional" reservoir, due to the low
			permeability of the siltstone intervals. In North Dakota, it is also
			called a "resource" play because the oil was formed in place (from
			the Upper and Lower Bakken Shales), although in Saskatchewan the oil
			migrated from the deeper parts of the basin, and is not strictly
			speaking a resource play there. Alberta and Montana is also probably
			a resource play, but few facts have been published so it is hard to
			tell. Vertical
			wells are not overly prolific due to the low intrinsic permeability
			of the silty sand, but most horizontal wells do OK. In the deep,
			hot, over-pressured region in North Dakota, some wells are flowing
			1000 to 2000 barrels per day.  
			 Core
			analysis techniques, in particular the sampling interval, are
			important in assessing tight oil or gas. Many, like the Bakken and
			Montney plays, show a laminated porosity sequence. It is easy to
			pick only the best sands, or  otherwise obtain unrepresentative
			samples. Since permeability is an exponential function of porosity
			(as a general rule), small  porosity variations make a big
			difference in productivity estimates. The detail matters, and since
			logs average about 1 meter of rock, log analysis permeability is
			often pessimistic, even though the average porosity is correct. At
			the right is the core and sonic log data for a Bakken well, showing
			that the log cannot track the fine detail seen in the core. Many
			core analyses take far fewer samples, so the laminated nature of the
			reservoir is masked by too coarse a sample interval.           
   TIGHT OIL SHALE VOLUME CALCULATIONS The Bakken is radioactive due mainly to uranium that migrated with
			the oil. This can be identified with a spectral gamma ray log and it
			should always be run when penetrating radioactive sands. Sadly, it
			is often not requested, even though the service is cheap and costs
			no extra rig time.
 Spectral gamma ray log shows
			Uranium (U), Potassium (K), Thorium (Th), and standard gamma ray (GR).
			Red vertical line is TH0, the clean line for the Thorium curve, and
			the black vertical line is GR0, the clean line for the GR curve.
			Bakken 8 is top of sand and Bakken 1B is base of sand.   
			The Thorium curve is best for shale volume calculations. The SP is
			flat and useless, Density neutron separation is mostly due to
			dolomite so it cannot be used. The gamma ray can be used in the
			absence of the Thorium curve by assuming Uranium content is
			constant.1: VSHth = (TH - TH0) / (TH100 - TH0)
 2: VSHgr = (GR - GR0) / (GR100 - GR0)
 
			The Clavier correction to the gamma ray result is often used to
			smooth out minor variations in uranium content that make the gamma
			ray look "noisy":3: VSHclavier = 1.7 - (3.38 - (VSHgr + 0.7) ^ 2) ^ 0.5
 
 Choose VSHth in preference to VSHgr or VSHclavier when the thorium
			curve is available. This becomes Vsh for all future calculations.
 The clean lines TH0 and GR0 are
			easy to pick (red and black lines on the illustration). Shale lines
			are harder as they are often off-scale to the right or buried under
			a plethora of backup curves. In the absence of a good pick from the
			log,  use:4: TH100 = TH0 + 25
 5: GR100 = GR0 + 150
 Adjust the constants to suit your
			local knowledge.
 IMPORTANT: Remember that all log analysis models for TOC are
			calibrated to standard geochemistry lab data that often do not
			discriminate between kerogen and pyrobitumen. Either or both may be
			present. Both have variable but fortunately similar physical
			propertiees so converting log derived TOC to "kerogen" may actually
			be a conversion to pyrobitumen or a mixture of the two components.
			In the following material, you may want to substitute the words
			"Organic Matter" for "Kerogen" to be more general.
 
 
 
  KEROGEN volume Some tight oil / shale oil plays contain kerogen,
			just like shale gas plays. Little of the adsorbed gas in the kerogen
			will move so we do not calculate adsorbed gas. But the kerogen does
			affect our porosity calculation i so we must calculate and account
			for the kerogen.
 
 Kerogen volume is calculated by
				converting the TOC weight fraction derived from density vs
				resistivity or sonic vs resistivity methods, calibrated to
				geochemical lab data.
 0: Wtoc = TOC% / 100
 5: Wker = Wtoc / KTOC
 6: VOLker = Wker / DENSker
 7: VOLma = (1 - Wker) / DENSma
 8: VOLrock = VOLker + VOLma
 9: Vker = VOLker / VOLrock
 
				
				Where:KTOC = kerogen correction factor - Range = 0.68 to 0.90, default
				0.80
 Wker = mass fraction of kerogen (unitless)
 DENSker = density of kerogen (kg/m3 or g/cc)
 DENSma = density log reading (kg/m3 or g/cc)
 VOLxx = component volumes (m3 or cc)
 Vker = volume fraction of kerogen (unitless)
 
				
				DENSker is in the range of 0.95 to 1.45 g/cc (975 to 1450
				kg/m3), similar to good quality coal.  Default = 1.26 g/cc (1200 kg/m3)
 
			
					 TIGHT OIL POROSITY CALCULATIONS Even though the Bakken is a complex mixture of quartz, dolomite,
			calcite, and sometimes pyrite, with a little clay, the standard
			density neutron complex lithology crossplot model works well:
 6: PHIdc = PHID
				– (Vsh * PHIDSH) – (Vker * PHIDker)
 7: PHInc = PHIN
				– (Vsh * PHINSH) – (Vker * PHINker)
 8: PHIe
				= (PHInc + PHIdc) / 2
 
			
					 TIGHT OIL WATER SATURATION CALCULATIONS Since there is little clay, the Archie model can be used, although
			it costs nothing extra to use a shale corrected saturation equation
			such as Simandoux or Dual Water:
 9:
                IF PHIe > 0.0
 10: THEN C = (1 - Vsh) * A * (RW@FT) / (PHIe ^ M)
 11: D = C * Vsh / (2 * RSH)
 12: E = C / RESD
 13: Sws = ((D ^ 2 + E) ^ 0.5 - D) ^ (2 / N)
 14: OTHERWISE Sws = 1.0
 
			Electrical properties variations
			between facies and with depth or diagenesis are not published. This
			lab work is worth the effort, as considerable increases in oil in
			place are possible with small reductions in M and N values. 
 Tight oil and shale oil reservoirs are not "average" sandstones, so the electrical properties must be varied from
				world average values in common use (A = 1, M = N = 2.0). To get 
			log analysis Sw to match lab data, much lower values are needed. Typically, A =
				1.0 with M = N = 1.5 to 1.8. Unless lab derived properties are 
			available, vary M and N to obtain a good match to core Sw. If core 
			Sw is not available, the recommended default is M = N = 1.7.
 
 Fresh
			water recharge in the north can confuse log analysis results, so a
			production test is essential before drilling any horizontal wells.
 
  TIGHT OIL PERMEABILITY CALCULATIONS There is no strong correlation between porosity and permeability has
			been seen. The illustrations below show the scatter is large. The
			Wyllie Rose equation gives rational values and can be tuned to fit
			smoothed core data:
 15: Kmax = 100 000 * (PHIe^6) / (SWir^2)
 
			
			   Permeability versus porosity scatter
			plots for North Dakota well (left) and Saskatchewan well (right).
			The scatter suggests microfractures.
 
 
					
			 TIGHT OIL Lithology CALCULATIONS 
  How
			do we know which minerals to use in the petrophysical log analysis?
			Detailed sample descriptions are a good start. Both X-Ray diffraction data and thin section point counts can be
			used. Both methods are considered semi-quantitative and come from
			tiny samples compared to the volume measured by logs. So we don't
			get too excited about obtaining a close numerical match . Mineral and core
			analysis summary for a Bakken reservoir  
			Standard 3-mineral models using PE, density, and neutron data are
			used with appropriate parameters for the selected minerals.
			Multi-mineral solvers can be used if spectral gamma ray data is
			available. In this case, shale volume would be derived also.  
					
			 PYRITE CORRECTIONS Pyrite is a
				conductive metallic mineral that may occur in many different
				sedimentary rocks. It can reduce measured resistivity, thus
				increasing apparent water saturation. The conductive metallic
				current path is in parallel with the ionic water conductive
				path. As a result, a correction to the measured resistivity can
				be made by solving the parallel resistivity circuit.
 
			
			Although the math is simple, the parameters needed are not well
			known. The two critical elements are the volume of pyrite and the
			effective resistivity of pyrite. Pyrite volume can be found from a
			two or three mineral model,
			calibrated by thin section point counts or X-ray diffraction data. 
			The
			resistivity of pyrite varies with the frequency of the logging tool
			measurement system. Laterologs measure resistivity at less than 100
			Hz, induction logs at 20 KHz, and LWD tools at 2 MHz. Higher
			frequency tools record lower resistivity than low frequency tools
			for the same concentration of pyrite. The variation in resistivity
			is caused by the fact that pyrite is a semiconductor, not a metallic
			conductor. It is nature's original transistor, and formed the main
			sensing component in early radios. 
			Typical resistivity of pyrite
			is in the range of 0.1 to 1.0 ohm-m; 0.5 ohm-m seems to work
			reasonably well. The effect of pyrite is most noticeable when RW is
			moderately high and less noticeable when RW is very low. The
			math is easiest when conductivity is used instead of resistivity:
			16: CONDpyr = 1000 / RESpyr
 17: CONDcorr = 1000 / RESD - CONDpyr * Vpyr
 18: RESDcorr = 1000 / CONDcorr
 The corrected resistivity can be plotted versus depth, along 
			with the original log.
			Corrected water saturation will always be lower or equal to the
			original Sw.
			If CONDcorr goes negative, lower Vpyr or raise RESpyr 
 
					
			
							
			 RESERVOIR QUALITY FROM CAP PRESSURE A 
							capillary pressure (Pc) data set, along with some
							calculated parameters, is summarized in the table
							below.
 
 
				
					
						| 
						
						CAPILLARY PRESSURE SUMMARY |  
						| 
						
						
						Sample | 
						
						
						Depth | 
						
						
						Perm | 
						
						
						PHIe | 
						
						
						SWir | 
						
						
						SWir | 
						
						
						PHI*SW | 
						
						
						PHI*SW | 
						
						
						sqrt/PHIe) | 
						
						
						Pore Throat |  
						| 
						
						  | 
						
						
						m | 
						
						
						mD | 
						
						  | 
						
						
						425m | 
						
						
						100m | 
						
						
						425m | 
						
						
						100m | 
						
						  | 
						
						
						Radius um |  
						| 
						
						
						Bakken | 
						
						  | 
						
						  | 
						
						  | 
						
						  | 
						
						  | 
						
						  | 
						
						  | 
						
						  | 
						
						  |  
						| 
						
						
						1 | 
						
						
						03.5 | 
						
						
						2.40 | 
						
						
						0.118 | 
						
						
						0.12 | 
						
						
						0.19 | 
						
						
						0.014 | 
						
						
						0.022 | 
						
						
						4.51 | 
						
						
						1.358 |  
						| 
						
						
						2 | 
						
						
						04.3 | 
						
						
						0.24 | 
						
						
						0.137 | 
						
						
						0.62 | 
						
						
						0.94 | 
						
						
						0.085 | 
						
						
						0.129 | 
						
						
						1.32 | 
						
						
						0.036 |  
						| 
						
						
						3 | 
						
						
						04.5 | 
						
						
						0.32 | 
						
						
						0.139 | 
						
						
						0.39 | 
						
						
						0.64 | 
						
						
						0.054 | 
						
						
						0.089 | 
						
						
						1.52 | 
						
						
						0.100 |  
						| 
						
						
						4 | 
						
						
						05.2 | 
						
						
						0.77 | 
						
						
						0.149 | 
						
						
						0.31 | 
						
						
						0.62 | 
						
						
						0.046 | 
						
						
						0.092 | 
						
						
						2.27 | 
						
						
						0.113 |  
						| 
						
						
						Average | 
						
						
						04.4 | 
						
						
						0.93 | 
						
						
						0.136 | 
						
						
						0.36 | 
						
						
						0.60 | 
						
						
						0.050 | 
						
						
						0.083 | 
						
						
						2.41 | 
						
						
						0.402 |  
						| 
						
						  | 
						
						  | 
						
						  | 
						
						  | 
						
						  | 
						
						  | 
						
						  | 
						
						  | 
						
						  | 
						
						  |  
						| 
						
						
						Torquay | 
						
						  | 
						
						  | 
						
						  | 
						
						  | 
						
						  | 
						
						  | 
						
						  | 
						
						  | 
						
						  |  
						| 
						
						
						5 | 
						
						
						16.8 | 
						
						
						0.05 | 
						
						
						0.163 | 
						
						
						1.00 | 
						
						
						1.00 | 
						
						
						0.163 | 
						
						
						0.163 | 
						
						
						0.55 | 
						
						
						0.008 |  
						| 
						
						
						6 | 
						
						
						20.4 | 
						
						
						0.07 | 
						
						
						0.145 | 
						
						
						0.59 | 
						
						
						0.97 | 
						
						
						0.086 | 
						
						
						0.141 | 
						
						
						0.69 | 
						
						
						0.038 |  
						| 
						
						
						7 | 
						
						
						21.8 | 
						
						
						0.09 | 
						
						
						0.174 | 
						
						
						0.79 | 
						
						
						0.96 | 
						
						
						0.137 | 
						
						
						0.167 | 
						
						
						0.72 | 
						
						
						0.019 |  
						| 
						
						
						8 | 
						
						
						23.8 | 
						
						
						0.03 | 
						
						
						0.157 | 
						
						
						1.00 | 
						
						
						1.00 | 
						
						
						0.157 | 
						
						
						0.157 | 
						
						
						0.44 | 
						
						
						0.009 |  
						| 
						
						
						9 | 
						
						
						31.4 | 
						
						
						0.07 | 
						
						
						0.138 | 
						
						
						0.83 | 
						
						
						0.98 | 
						
						
						0.115 | 
						
						
						0.135 | 
						
						
						0.71 | 
						
						
						0.017 |  
						| 
						
						
						Average | 
						
						
						24.4 | 
						
						
						0.07 | 
						
						
						0.154 | 
						
						
						0.80 | 
						
						
						0.98 | 
						
						
						0.124 | 
						
						
						0.150 | 
						
						
						0.64 | 
						
						
						0.021 |  
			
			 In
			higher permeability rock, the cap pressure curve quickly reaches an
			asymptote and the minimum saturation usually represents the actual
			water saturation in an undepleted hydrocarbon reservoir above the
			transition zone. In tight rock, the asymptote is seldom reached, so
			we pick saturation values from the cap pressure curves at two
			heights (or equivalent) Pc values) to represent two extremes of
			 reservoir condition. 
			Only sample 1 in the above table behaves close to
			asymptotically, as in curve A in the schematic illustration at the
			right. All other samples behave like curves B and C (or worse). The
			real cap pressure curves for samples 1 and 2 are shown below.   
			
			   Examples of capillary pressure curves in good quality rock (sample 1
			– left) and poorer quality rock
 (sample 2 – right)
 
			The summary table shows wetting phase saturation
			selected by observation of  the cap pressure graphs at two
			different heights above free water, namely 100 meters and 425 meters
			in this example. In this case, the 100 meter data gives water
			saturations that we commonly see in petrophysical analysis of well
			logs in hydrocarbon bearing Bakken reservoirs in Saskatchewan. This
			is a pragmatic way to indicate the water saturation to be expected
			when a Bakken reservoir is at or near irreducible water saturation.
			The data for the 450 meter case is considerably lower and probably
			does not represent reservoir conditions in this region of the
			Williston Basin. 
			Two other columns in the table are
			calculated from the primary measurements. 
			The first is the product of porosity times
			saturation, PHI*SW, often called Buckle’s Number. It is considered
			to be a measure of pore geometry or grain size. Higher values are
			finer grained rocks. These values vary considerably in the Bakken,
			between low and medium values, indicating the laminated nature of
			the silt / sand reservoir. The values in the Torquay are uniformly
			high, indicating that the reservoir is poor quality in all samples. 
			The second is the square root of permeability divided
			by porosity, sqrt(Kmax/PHIe), which is another measure of reservoir
			quality, directly proportional to pore throat radius and Pc. High
			numbers represent good connectivity and low values show poor
			connectivity. Again, the Bakken shows the variations due to
			laminations, and the Torquay shows low values and unattractive
			reservoir quality.  
			
			    Examples of pore throat radius distribution
			in good quality rock (sample 1 – left) and poorer quality rock
			(sample 2 – right)
 
			By comparing cap pressure and pore throat
			distribution graphs from each sample with the quality indicator
			values in the summary table, it becomes more evident as to which
			parameters in a petrophysical analysis might be the best indicator
			of reservoir quality. Since both Buckle’s Number and the Kmax/PHIe
			parameter can be determined from logs, it has been relatively common
			to assess reservoir quality from these parameters as a proxy for
			capillary pressure and pore throat measurements. 
			 
			However, in thinly laminated reservoirs like the
			Bakken, this is not always possible since the logging tools average
			1 meter of rock. This means we cannot see the internal variations of
			rock quality evident in the core data.
 
					
			 BAKKEN EXAMPLES 
  Example 1: Bakken, SE Saskatchewan 
			
					
					 Resistivity log on low
			resistivity, radioactive Bakken sand (4 ohm-m in best sand). Note high resistivity upper
			and lower shales, which are the source rock for the oil in the sand.
			These are "real" shales with gamma ray readings between 250 and
			500
			API units. Spectral GR shows low but significant uranium content in
			sand and very high uranium
			in the shales, associated with the kerogen content. The thorium
			curve is the best clay indicator.
 
 
  Density neutron logs on low
			resistivity, radioactive, dolomitic Bakken sand. Note high apparent
			porosity (almost coal values) in upper and lower shales. Density neutron separation and PE show a 50-50 mix of
			quartz and dolomite with a few percent pyrite. XRD and sample
			descriptions confirm this
			analysis.
 
			
			 The
			sonic log is also
			useful in a 3 or 4 mineral model and for calculating porosity in
			older wells that have no density neutron logs. Matrix travel time
			needs to be calibrated to allow a match to core.
 
			
			 
  The answer plot illustrates the mineral mix and the good match to core
			porosity and permeability that was achieved. The curves in the
			correlation track are, from left to right, uranium, potassium,
			thorium, total gamma ray.
 
					 Example 2: Bakken, SE Saskatchewan With Pyrite Correction 
			
			 
  Here is a different well with the pyrite correction applied to the
			resistivity log. The before and after 
			versions of the resistivity are shown in Track 2, along with the
			pyrite fraction determined from a 
			3-mineral model using PE-density-neutron logs. The correction raises
			the resistivity about 0.5 
			ohm-m and reduces water saturation by about 10%. Making the pyrite
			more conductive would 
			raise RESD further, but as yet no one has provided any public
			capillary pressure data in this area
			to calibrate SW. The SWir from an NMR log would also help calibrate
			this problem.
 
 
 
					 Example 3: Bakken, North Dakota 
			 
  This example is from the deeper, hotter, overpressured part of the
			Williston Basin. Depths are in feet, porosity and permeability are
			lower than the Saskatchewan examples shown earlier, but the zone is
			thicker. Water resistivity is very low due to saturated salt water
			(320,000 ppm) and high temperature (200+F). Note the possibility of
			hydrocarbons below the Lower Bakken Shale.
 
					 CARDIUM, VIKING, DUNVEGAN EXAMPLES Example 4: Cardium, Alberta
 
			
			 Many “Tight Oil” plays are really “Old Oil” plays, usually gas
			expansion drive reservoirs with low recovery factors. Laminations
			(seen here on the core porosity) and high shale volume suggest that
			some of the perforated interval has not yet been produced. Whether
			these wells produce gas only or gas plus oil depends entirely on
			intrinsic permeability and oil gravity - low perm can only make gas,
			higher perm can let out some oil. Stimulation may increase oil rate..
 
 
 
			
			Example 5: Viking, Alberta 
			
			 The Viking is also a laminated, shaly, gas expansion drive
			reservoir with a low recovery factor on initial completion.
			Horizontal wells with a modern stimulation (massive hydraulic frac
			job) improve recovery factor and flow rates. Conventional
			petrophysical models work well. Tight streaks act as baffles, not
			barriers, and can only be seen in micrologs, resistivity image logs,
			or detailed core descriptions.
 
 
 
			
			Example 6: Dunvegan, Alberta   
			
			 Another tight oil example is the Dunvegan, a multi-layer sequence of
			fining upward and coarsening upward sequences with highly variable
			shale volume and porosity. Tight laminations, seen on micrologs, but
			not conventional open hole logs, reduce net pay.
 
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