This disclosure relates generally to the field of construction of wellbores through subsurface formations. More particularly the disclosure relates to methods for automatically evaluating mechanical and hydraulic conditions within a wellbore during drilling operations so as to reduce chances of a drilling tool assembly and/or drill string become stuck in a wellbore or inducing damage to any part of the drill string.
Drilling wellbores through subsurface formations includes suspending a “string” of drill pipe (“drill string”) from a drilling unit or similar lifting apparatus and operating a set of drilling tools and rotating a drill bit generally disposed at the bottom end of the drill string. The drill bit may be rotated by rotating the entire drill string from the surface and/or by operating a motor disposed in the set of drilling tool. The motor may be, for example, operated by the flow of drilling fluid (“mud”) through an interior passage in the drill string. The mud leaves the drill string through the bit and returns to the surface through an annular space between the drilled wellbore wall and the exterior of the drill string. The returning mud cools and lubricates the drill bit, lifts drill cuttings to the surface and provides hydrostatic pressure to mechanically stabilize the wellbore and prevent fluid under pressure disposed in certain permeable formations exposed to the wellbore from entering the wellbore. The mud may also include materials to create an impermeable barrier (“filter cake”) on exposed formations having a lower fluid pressure than the hydrostatic pressure of the mud in the annular space so that mud will not flow into such formations in any substantial amount.
It is known in the art to determine the condition of the wellbore with regard to removal of drill cuttings (“hole cleaning”) by torque and drag plots. There are modeling programs known in the art that may be used to calculate an expected torque to be applied to the drill string and an amount of axial force consumed by friction between the wellbore wall and the drill string in view of drill string configuration and properties of the mud. The expected torque and drag may be compared to the measured torque and drag to determine if the cuttings are being completely removed, it being presumed that increases in either torque and/or drag values are indicative of incomplete hole cleaning. As a matter of ordinary practice this is done infrequently and is done more often in well planning and not during actual wellbore drilling operations. If torque and drag plots are used for operational analysis, they are typically performed manually.
The same type of analysis is known in the art to be performed for stand-pipe pressure (the pressure of the mud at the point at which it enters the drill string) and ECD (equivalent circulating density), that is, expected values modeled prior to or during drilling operations are compared to measured values. All of the analysis systems known in the art review individual symptoms of incomplete hole cleaning in isolation and do not provide the wellbore operator with an integrated analysis of all factors related to hole cleaning that may be indicative of increased risk of the drill string becoming stuck in the wellbore.
There are also programs known in the art that measure certain parameters and calculate a risk of differential sticking (i.e., the drill string becoming stuck by wiping through the filter cake in a formation with substantially lower fluid pressure than the hydrostatic pressure in the wellbore). Such programs are manually operated and may be difficult for the drilling unit operator to observe increased stuck pipe risk until it is too late.
A method for monitoring condition of a wellbore includes initializing a value of at least one parameter having a relationship to likelihood of a drill string becoming stuck in a wellbore (the HCF). During drilling operations, at least one drilling parameter having a determinable relationship to the HCF is measured. In a computer, the value of the HCF is recalculated based on the at least one measured parameter. The initial value of the HCF and the recalculated values of the HCF are displayed to a user.
Other aspects and advantages will be apparent from the description and claims that follow.
A drill string 112 is suspended within the wellbore 111 and has a bottom hole assembly (BHA) 151 which includes a drill bit 155 at its lower (distal) end. The surface portion of the drilling and measurement system includes a platform and derrick assembly 153 positioned over the wellbore 111. The platform and derrick assembly 153 may include a rotary table 116, kelly 117, hook 118 and rotary swivel 119 to suspend, axially move and rotate the drill string 112. In a drilling operation, the drill string 112 may be rotated by the rotary table 116 (energized by means not shown), which engages the kelly 117 at the upper end of the drill string 112. Rotational speed of the rotary table 116 and corresponding rotational speed of the drill string 112 may be measured un a rotational speed sensor 116A, which may be in signal communication with a computer in a surface logging, recording and control system 152 (explained further below). The drill string 112 may be suspended fin the wellbore 111 from a hook 118, attached to a traveling block (also not shown), through the kelly 117 and a rotary swivel 119 which permits rotation of the drill string 112 relative to the hook 118 when the rotary table 116 is operates. As is well known, a top drive system (not shown) may be used in other embodiments instead of the rotary table 116, kelly 117 and swivel rotary 119.
Drilling fluid (“mud”) 126 may be stored in a tank or pit 127 disposed at the well site. A pump 129 moves the drilling fluid 126 to from the tank or pit 127 under pressure to the interior of the drill string 112 via a port in the swivel 119, which causes the drilling fluid 126 to flow downwardly through the drill string 112, as indicated by the directional arrow 156. The drilling fluid 126 travels through the interior of the drill string 112 and exits the drill string 112 via ports in the drill bit 155, and then circulates upwardly through the annulus region between the outside of the drill string 112 and the wall of the borehole, as indicated by the directional arrows 163. In this known manner, the drilling fluid lubricates the drill bit 155 and carries formation cuttings created by the drill bit 155 up to the surface as the drilling fluid 126 is returned to the pit 127 for cleaning and recirculation. Pressure of the drilling fluid as it leaves the pump 129 may be measured by a pressure sensor 158 in pressure communication with the discharge side of the pump 129 (at any position along the connection between the pump 129 discharge and the upper end of the drill string 112). The pressure sensor 158 may be in signal communication with a computer forming part of the surface logging, recording and control system 152, to be explained further below.
The drill string 112 typically includes a BHA 151 proximate its distal end. In the present example embodiment, the BHA 151 is shown as having a measurement while drilling (MWD) module 130 and one or more logging while drilling (LWD) modules 120 (with reference number 120A depicting a second LWD module 120). As used herein, the term “module” as applied to MWD and LWD devices is understood to mean either a single instrument or a suite of multiple instrument contained in a single modular device. In some embodiments, the BHA 151 may include a rotary steerable directional drilling system (RSS) and hydraulically operated drilling motor of types well known in the art, collectively shown at 150 and the drill bit 155 at the distal end.
The LWD modules 120 may be housed in one or more drill collars and may include one or more types of well logging instruments. The LWD modules 120 may include capabilities for measuring, processing, and storing information, as well as for communicating with the surface equipment. By way of example, the LWD module 120 may include, without limitation one of a nuclear magnetic resonance (NMR) well logging tool, a nuclear well logging tool, a resistivity well logging tool, an acoustic well logging tool, or a dielectric well logging tool, and so forth, and may include capabilities for measuring, processing, and storing information, and for communicating with surface equipment, e.g., the surface logging, recording and control unit 152.
The MWD module 130 may also be housed in a drill collar, and may contain one or more devices for measuring characteristics of the drill string 112 and drill bit 155. In the present embodiment, the MWD module 130 may include one or more of the following types of measuring devices: a weight-on-bit (axial load) sensor, a torque sensor, a vibration sensor, a shock sensor, a stick/slip sensor, a direction measuring device, and an inclination and geomagnetic or geodetic direction sensor set (the latter sometimes being referred to collectively as a “D&I package”). The MWD module 130 may further include an apparatus (not shown) for generating electrical power for the downhole system. For example, electrical power generated by the MWD module 130 may be used to supply power to the MWD module 130 and the LWD module(s) 120. In some embodiments, the foregoing apparatus (not shown) may include a turbine-operated generator or alternator powered by the flow of the drilling fluid 126. It is understood, however, that other electrical power and/or battery systems may be used to supply power to the MWD and/or LWD modules.
In the present example embodiment, the drilling and measurement system may include a torque sensor 159 proximate the surface. The torque sensor 159 may be implemented, for example in a sub 160 disposed proximate the top of the drill string 112, and may communicate wirelessly to a computer (see
The operation of the MWD and LWD instruments of
Having explained a drilling and measurement system capable of drilling a wellbore through subsurface formations and making measurements of various parameters related to operating the drilling components of the drilling and measurement system, an example method will now be explained for monitoring condition of the wellbore as it may relate to conditions likely to result in increased risk of a drill string becoming stuck in the wellbore. A method according to the present disclosure, which may be referred to as a hole condition monitor” (“HCM”), uses a dynamically updated wellbore condition model to provide substantially instantaneous display of wellbore (“hole”) condition information and provides automatic guidance to the system user. Such guidance may take the form of a computer generated display observable by the system user for corrective action to be undertaken by the wellbore operator and/or the drilling and measurement system operator to reduce the risk of the drill string (112 in
A component of the HCM is the Hole Condition Factor (HCF). The HCF is a parameter that may be derived from other parameters (explained further below) related to wellbore (“hole”) condition evaluation such as drag (axial friction between the wellbore wall and the drill string), torque applied to the drill string to effect rotation thereof, equivalent circulating density (ECD, i.e., equivalent density of the drilling fluid when moving through the drill string and wellbore) and equivalent static density (ESD) of the drilling fluid, drilling fluid standpipe pressure (SPP, i.e., pressure at the discharge side of the pump 129 in
HCF may be defined as a function of the foregoing parameters:
Hole Condition Factor=f(Drag & Torque, ECD & ESD, SPP, HCI, Filter Cake Quality, Vibration Parameter)
Hole Condition Manager (HCM) records in a computer or computer system (see
HCM may analyze a combination of parameters such as: Filter Cake Quality, initial peak torque on startup of rotation of the drill string (112 in
Combination of information from various HCF parameters may be used in the computer or computer system (
As previously explained, a principal parameter in determining wellbore condition is the HCF. An equation to calculate the HCF may take any form, for example a linear combination, with a coefficient for each of a same number of parameters. The physical property represented by each of the parameters, e.g., A through F in the following example equation will be further explained below. A sample form of such an equation is presented below:
Hole Condition Factor=cA·A+cB·B+cC·C+cD·D+cE·E+cF·F
The coefficients in the above equation may be initialized and recalculated in the computer or computer system (
Even if one of the input parameters is missing, the sum of the coefficients may still be set to unity. By setting the sum of the coefficients to unity the HCF calculation may still be useful within the truncated number of input parameters. For example and without limitation:
cA+cB+cC+cD+cE+cF=1
cA
cA
Each parameter A-F in an example embodiment of the HCF calculation is explained below in more detail.
Drag and Torque Calculation
The Drag and Torque calculation may use a dynamic torque and drag model which is calculated in real-time. Drag and torque models of various kinds are known in the art. The drag and torque model takes into account the wellbore inclination and wellbore curvature, the drill string configuration and the properties of the drilling fluid (“mud”). The HCM program may cause the computer (
Parameter “A” may be defined as the ratio of the measured friction factor to the model-calculated friction factor:
ECD and ESD Calculation
The HCM program may calculate in the computer system (in the absence of a bottom hole pressure [PWD] sensor, e.g., in the MWD module) or measures the ECD & ESD. The calculation may take into account the wellbore inclination and the wellbore curvature. The calculation may use a wellbore collapse pressure or formation pore fluid pressure as a lower boundary and a minimum exposed formation fracture pressure as an upper boundary for both parameters. Parameter “B” may be defined by the equation below wherein FP represents the fracture pressure (the upper safe boundary) and CP represents the collapse pressure (the lower safe boundary). CP may be substituted by PP (formation pore fluid pressure) as explained above in the calculation of B.
SPP
An expected SPP may be calculated by HCM program in the computer system (
Hole Cleaning Index (HCI)
The HCM program may calculate the HCI, which is an indicator of effectiveness of drill cuttings transport to the surface by analyzing the drilling parameters and calculating a continuous index for the hole cleaning. The drilling parameters may be, for example and without limitation, rate of penetration, inclination of the wellbore, drilling fluid flow rate. An assessment of the hole cleaning (i.e., cuttings transport) may be made using analytical models and any historical data. HCI may connect the information using a computer implemented learning algorithm. The information can be from the offset and/or other previously drilled wellbores. The parameters that proved successful hole cleaning considering the drilling mud properties may be correlated to the parameters in the currently drilling wellbore. The HCI may also include experimental data that obtained from m hole cleaning for vertical, inclined and horizontal wellbores. The following expression may be used to define parameter D:
D=100·HCI
Filter Cake Quality
Filter cake quality as used by the HCM program may be either a subjective assessment of the filter cake's quality or a model/procedure developed to score the filter cake quality. Filter cake quality may be based on the mud engineer's (person responsible for maintaining correct drilling mud composition and density) subjective assessment of the filter cake formed on permeable formations exposed to the wellbore. The subjective assessment may be facilitated by use of mud test equipment and procedures as described below. Filter cake quality may be, for example, normalized to be in a range of 0 to 100. Zero may represent the lowest quality and the value of 100 may be used for the best quality. As known in the art, mud may contain materials such as bentonite clay, which forms an impermeable filter cake on the wellbore wall in permeable formations where the fluid pressure therein is lower than the hydrostatic or hydrodynamic pressure in the wellbore. The quality assessment may be performed, e.g., by the mud engineer using surface test instrumentation, for example, according to procedures set forth by the American Petroleum Institute, Washington, D.C. (API), for example API-RP (recommended practice) No. 29. Tests performed according to the foregoing recommended procedure may include parameters such as: filtrate (liquid phase) loss volume, cake thickness, and physical properties of the filter cake. The foregoing may be used to define parameter E according to the following expression
E=100−F
Vibration Parameter
The HCM program may calculate the vibration parameter F in the computer or computer system from measurements of torque (τ) applied to the drill string (112 in
F=Vibration Parameter
A range for F may be 0-100.
Other parameters related to the condition of a wellbore may be included in the equation in combination with the parameters described previously. As an example, wellbore path tortuosity can be included. Tortuosity may be defined as deviation from a straight well path. In the case where only directional survey information is available, HCF can be used to analyze and quantify the tortuosity using the directional survey information. HCF may calculate a number corresponding to the severity of the deviation along the well path and thereby quantify the tortuosity. The overall tortuosity can be quantified by the deviation amount, direction and length.
HCF may construct an apparent well path using the directional survey information (using well path calculation procedures known in the art) and curve fitting substantially in real-time. For example, as directional survey measurements are made, a curve may be fit on the survey points and deviation of a point from the fit curve can be calculated. Deviation from the well path is an indication of tortuosity and it can be quantified by analyzing the survey points, such as the spatial position of the survey points, tangent variation along the curve or the curvature variance per unit length, etc. Different survey data fitting techniques may be used. For example, the fitting may be, without limitation, linear, polynomial, etc., and multiple curves may be fit as well. The curve fit may be applied for a section of the wellbore or to to the entire wellbore and the curve fit may be static or moving. Overall tortuosity of the wellbore may be quantified using, for example, deviation average between the fit and the directional survey points, area under the directional survey data points, etc. Tortuosity may be calculated considering the survey data density interval. High density interval surveys, such as a directional survey measured about every 9 feet (3 meters), or directional surveys taken every time a joint or segment of pipe is added to the drill string (
If the length between two directional survey points is within a predetermined range that possibly can cause an increase to the drag or torque, then a length-dependent value may be calculated for that wellbore section. If a torque and drag analysis is available, the side forces of the tubular that are in contact with the wellbore wall may be calculated and may be combined with the length analysis to better quantify the existence of possible problems that occur due to tortuosity. An eccentricity function may be used in conjunction with the foregoing method to estimate the locations of contacts between the wellbore wall along the well path and the drill string.
Regulatory agency required directional surveys are typically measured at every joint or at one-half or at one full length of stand (i.e., a selected number, typically three, interconnected joints of drill pipe and/or drilling tools). Such survey interval may be insufficient to identify the micro tortuosity and/or spiraling of the wellbore, both of which may substantially contribute to the overall tortuosity of a wellbore. Continuous inclination and continuous azimuth measurements that may be using a drilling tool deployed directional surveying device (e.g., as explained with reference to
HCF can make computations with various grades of data availability. If only surface measurements are available, HCF may be calculated using a simple logic and trend analysis. As an example, HCF calculations may be used to analyze worsening trends where HCF is based only on surface measurements such as hookload, standpipe pressure, surface torque, etc. HCF uses the rig states and filter pick up (lifting the drill string), slack off and rotating off bottom hookload measurements from the total hookload measurement. A moving linear trend detection may used to determine whether there is a trend change indicative of a worsening wellbore condition. For example, if there is a trend change in the pick up measurements during tripping out and if the trend change indicates an increase in hookload (which is indicative of worsening conditions), then HCF may generate and display an alert to the user.
The relationship between the hookload and the wellbore measured depth may not be linear, especially if the wellbore is not vertical and straight. The torque and drag will be vary where directional drilling is initiated, i.e., at a “kick-off” from a vertical wellbore trajectory. The computer system may calculate rotating off bottom values during drilling and these may be analyzed using the HCF for a trend change. While tripping out, if there is a trend change indicative of a worsening condition and if the trend change depth is proximate to the trend change of the rotating off bottom curve, then this will indicate a well path curvature change, hence no alarm will be generated. Otherwise the user display may have a warning indication shown thereon. The foregoing procedure may extend to slack off during tripping in.
Discrete values of the above measurements may be segmented into trends along a selected length of the wellbore, for example, using the algorithm described in the Aldred et al. publication cited above. The values of the foregoing parameters may then be forecast by the computer or computer system for a selected time interval or depth distance ahead of the current time or depth position in the wellbore using trends identified using the same algorithm.
A detailed explanation of the structure of HCM program is shown in
An example user display plot of the HCF is shown in
Regardless of its respective coefficient, if any one or more of the parameters used to calculate HCF meets the following conditions, the HCF will increase. If the HCF increases beyond a preselected boundary limit, e.g., limit 33 in
Using the forecast values of HCF as shown in
At 48, the HCF may be calculated in the computer system using an initial set of coefficients. The coefficients may initialize as estimates in newly drilled areas and may auto-tune during the drilling process. In areas with sufficient offset wellbore data, the coefficients may be initialized using data from offset wells. The coefficients may also be initialized either using initial estimates or using the history built in into the HCM from all the wells drilled using the system. The auto-tuning of the coefficients may be performed by, for example assuming the HCM is a relatively high value such as 60 due to elevated filter cake quality value. The HCM scans the drag and torque coefficient's static initial torque and overpull values/trends and calculates that differential sticking has a low probability. This way, the coefficient of filter cake quality may be reduced and hence HCM is reduced, such as to a value of 40. The auto-tune may determine relationships or correlations between coefficients of parameters A, B, C, D, E and F, and may use these determined relationships to calculate changes to the coefficients as drilling operations proceed.
At 50, an HCF plot such as shown in
All of the foregoing at 46, 48, 50, 52 and 54 may be entered into a logic decision, shown at 55. Outputs of the logic decision 55 may include, at 56, if any of the parameters' real-time values or forecast values at a preselected number of segments or stands ahead of the current drill bit position (using trends to estimate) is above a first selected threshold, a low importance alert with specific instructions/recommendations to the specific incidence may be displayed to the user. An example of such alert is explained above with reference to
At 58, if any of the parameters real-time or forecast value (using trends to estimate) is above a second selected threshold, a high importance alert with specific instructions/recommendations may be displayed to the user. Examples of such alerts are explained above with reference to
A processor may include a microprocessor, microcontroller, processor module or subsystem, programmable integrated circuit, programmable gate array, or another control or computing device.
The storage media 106 may be implemented as one or more computer-readable or machine-readable storage media. Note that while in the example embodiment of
It should be appreciated that computing system 100 is only one example of a computing system, and that computing system 100 may have more or fewer components than shown, may combine additional components not depicted in the example embodiment of
Further, the steps in the processing methods described above may be implemented by running one or more functional modules in information processing apparatus such as general purpose processors or application specific chips, such as ASICs, FPGAs, PLDs, or other appropriate devices. These modules, combinations of these modules, and/or their combination with general hardware are all included within the scope of the present disclosure.
Methods in accordance with the present disclosure may assist wellbore operators and drilling unit operators in reducing the possibility of costly, time consuming drilling faults such as the drill string becoming stuck in the wellbore. By providing predicted values of parameters having a relationship to probability of the drill string becoming stuck in the wellbore, the user may take corrective action before conditions in the wellbore approach those likely to result in the drill string becoming stuck in the wellbore.
While the invention has been described with respect to a limited number of embodiments, those skilled in the art, having benefit of this disclosure, will appreciate that other embodiments can be devised which do not depart from the scope of the invention as disclosed herein. Accordingly, the scope of the invention should be limited only by the attached claims.
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20150134257 A1 | May 2015 | US |
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61903419 | Nov 2013 | US |