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					 Moveable Hydrocarbon Saturation Since water saturation is the natural result of the previous calculations,
                it is often reported by the log analyst as one of "the answers".
                However, it is the amount of oil or gas, not water, that is wanted.
                This information flows from the following equations.
 Total
                hydrocarbon saturation:1: Shy = 1.00 - Sw
  Residual
                hydrocarbon saturation:2: Shr = 1.00 - Sxo
  Moveable
                hydrocarbon saturation:3: Smo = Shy - Shr
 OR 3A: Smo = Sxo - Sw
 Recovery
                Factor: 4: RF = Shr / Shy
 Where:Sxo = water saturation in invaded zone (fractional)
 Sw = water saturation in un-invaded zone (fractional)
 Shy = hydrocarbon saturation in un-invaded zone (fractional)
 Shr = residual hydrocarbon saturation in invaded zone (fractional)
 Smo = moveable hydrocarbon saturation (fractional)
 
					
					 COMMENTS: These saturations are needed in order to find hydrocarbon volume
                which could be produced from the well.
 CAUTION: There
                are many situations where Smo cannot be calculated, and many silly
                results have been presented to clients over the years. If invasion
                is very shallow, Smo may be zero when in fact the zone is an excellent
                producer. Likewise, deep invasion gives useless results. If your
                computer program insists on calculating Smo, you will have to
                fiddle with RMF to get rational results, or set RMF > 10 to
                make Sxo = 1.0 always.   
  Fluid Volume Calculations For reserves calculations, it is sometimes convenient to convert
                saturations to volume of fluid per unit volume of rock. These
                volumes are often called bulk volume and the "per unit rock
                volume" is unstated. These volumes are also needed when using
                computers for plotting log analysis results versus depth.
   Water
                volume:5: Vwatr = PHIe * Sw
  Total
                hydrocarbon volume:6: Vhydt = PHIe * Shy
  Moveable
                hydrocarbon volume:7: Vhydm = PHIe * Smo
  Residual
                hydrocarbon volume:8: Vhydr = PHIe * Shr
  Rock
                matrix volume:9: Vrock = 1.00 - PHIe - Vsh
 Where:PHIe = porosity from any method (fractional)
 Shr = residual hydrocarbon saturation in invaded zone (fractional)
 Shy = hydrocarbon saturation in un-invaded zone (fractional)
 Smo = moveable hydrocarbon saturation (fractional)
 Sw = water saturation in un-invaded zone (fractional)
 Vrock = volume of matrix (fractional)
 Vsh = volume of shale (shale content) (fractional)
 Vhydt = bulk volume hydrocarbon (fractional)
 Vhydm = bulk volume moveable (fractional)
 Vhydr = bulk volume residual (fractional)
 Vwatr = bulk volume water (fractional)
 
					
			 COMMENTS: This data is used to calculate hydrocarbons in place and recoverable
                reserves.
 When
                making depth plots of log analysis results, the usual approach
                is to plot the following curves on a scale of zero to one:
 Value to Plot                                   Result
 Vwatr                                               water volume
 Vwatr + Vhydm                                moved hydrocarbon
 Vwatr + Vhydm + Vhydr                  residual hydrocarbon
 Vwatr + Vhydm + Vhydr + Vrock     matrix rock plus porosity
 The
                remaining distance to the border of the track will be Vsh, the
                shale volume. If bound water volume is desired on the plot, it
                can be presented as part of the shale volume by plotting;Vwatr + Vhydm + Vhydr + Vrock + (Vsh * BVWSH)
 If
				the rock volume is broken into two or more constituents then these additional curves should be plotted
                and shaded appropriately. 
 
			
					
			 Moveable Hydrocarbon EXAMPLE This example shows a comparison of residual oil from core in a
			depleted zone (M1 interval) and in a bypassed zone (M3 interval).
			The Sor from core equals (1 - SW) from log analysis, so there is no
			moveable oil in the M1. The close match suggests that most of the
			saturation parameters (A, M,
			N, RW@FT) and porosity are reasonably well calibrated. Since the
			world abounds with depleted zones (most are well known to the well
			operators) this test should always be made to confirm SW parameters
			where ever core data is available.
 
			
			 Computed results for carbonate example. Note higher water saturation
			on M1 compared to M3. M3 is bypassed pay. M1 is depleted oil. Dots
			are core data. Note that residual oil on core in M1 matches
			calculated
 Sor = (1 - SW). In M3, Sor on core is less than (1 - SW) from log
			analysis, so there is moveable oil in
 M3 interval. Calibration to core permeability needs more work to get a
			decent match.
 
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