Electricity: measuring and testing – Particle precession resonance – Using well logging device
Reexamination Certificate
2001-06-14
2003-02-11
Lefkowitz, Edward (Department: 2862)
Electricity: measuring and testing
Particle precession resonance
Using well logging device
C324S300000
Reexamination Certificate
active
06518756
ABSTRACT:
FIELD OF THE INVENTION
The present invention generally relates to borehole logging and more particularly, to systems and methods for determining parameters of the motion of a logging tool in a borehole and compensating for this motion in the logging data.
BACKGROUND OF THE INVENTION
Knowledge of the motion parameters of a logging tool relative to a borehole is important for obtaining accurate downhole measurement signals. Thus, for example, a shift in the sensitive volume of the logging tool caused by lateral motion of the tool relative to the borehole can distort the received signal and produce inaccurate measurements. Such distortions can be especially problematic in logging-while-drilling (LWD) and measurement-while-drilling (MWD) environments, where the tool itself is subjected to severe vibration. In some cases, the measurements may have to be completely discarded, as for example when a stick-slip condition occurs (where the drill bit stops rotating momentarily because of high friction and then rapidly accelerates when the moment exerted by the drill pipe exceeds the static friction). Clearly, it would be beneficial if the tool operator had access to information about the motions of the tool, so that measurements made during strong lateral and axial motions are discarded, or not even initiated.
Additionally, in many cases, it is important to select optimal activation times for the logging measurement and, if possible, to enable correction of the received signal based on the motion parameters of the logging tool. In such applications, it is necessary to accurately determine the lateral tool velocity of the tool in real time.
In the simplest system for measuring the lateral tool velocity relative to a borehole, two mutually orthogonal accelerometers can be placed on the tool axis, such that they are sensitive to the lateral acceleration. However, such placement is generally not possible in downhole tools because of design constraints, in particular owing to the need to have an open space within the center of the tool for a mud flow channel.
As such, in prior art systems for determining the lateral velocity of a drilling tool, two pairs of accelerometers are attached to diametrically opposite sides of the tool, usually near the surface of the tool. See, for example, co-pending application Ser. No. 09/232,072, filed Jan. 15, 1999, assigned to the assignee of the present application. This application is incorporated herein by reference for all purposes. The accelerometers together provide radial acceleration components, a
r1
and a
r2
, and tangential acceleration components, a
t1
and a
t2
, of the tool. Since the accelerometers rotate with the tool, their measurements are in the reference frame of the rotating tool, i.e., the rotating frame. Given their opposite placement, the accelerometer pairs register equal but opposite accelerations due to lateral tool motion and equal radial (centrifugal) as well as angular accelerations due to tool rotation. The radial and tangential forces due to tool rotation are compensated for the opposite accelerations by subtracting the reading of one accelerometer from the reading of the diametrically opposite one (a
r2
is subtracted from a
r2
and a
t2
is subtracted from a
t1
). The remaining signal is twice the actual lateral tool acceleration in the directions of a
r1
and a
t1
, respectively, as seen in the rotating frame. The acceleration components compensated for the centrifugal and angular accelerations are therefore given by the expressions:
a
r
=(
a
r1
−a
r2
)/2, for the radial tool acceleration;
and
a
t
=(
a
t1
−a
t2
)/2, for the tangential tool acceleration.
The lateral velocity is calculated by integrating the above acceleration components. There are two main problems associated with this prior art approach. First, the signal measured by the accelerometers will also contain a gravitational component if the tool orientation is not vertical. The magnitude of the gravitational component is G sin&agr;, where &agr; is the angle of tool inclination relative to vertical and G is the gravitational acceleration constant. The frequency of the gravitational component is related to the tool rotation. Tool tilt away from vertical is sensed by the accelerometers and, thus, introduces an inaccuracy in the lateral tool acceleration readings.
Commonly, the gravitational acceleration component is removed from the signal by employing a high pass filter. The filter cut-off frequency is set to separate frequencies of the gravitational component modulated by the tool's rotation from the higher frequencies assumed to be caused by the tool's lateral motion. This technique, however, is not effective if the tool's rotational rate is high or not constant, for example, in a stick-slip situation, gravitational acceleration components are generated within the band of those related to the tool's lateral motion.
The second problem occurs because the accelerometers, which are placed on the tool, measure the tool's lateral velocity in the tool frame of reference rather than the desired borehole frame of reference.
With reference to
FIG. 1B
, while the motion parameters a
r
, and a
t
are provided in the rotating reference frame, it is desirable to determine the corresponding motion parameters of the tool in the borehole reference frame XYZ. It will be appreciated that if the tool does not rotate, then the tool-reference parameters a
r
, and a
t
are equivalent to the borehole reference parameters a
x
and a
y
, and no conversion is necessary. If, however, the tool rotates, then a
r
and a
t
are different than a
x
and a
y
, and conversion to the borehole frame of reference will be required. Similarly, it will be necessary to convert velocity components v
r
and v
t
to v
x
and v
y
, corresponding to the borehole reference frame.
Obtaining accurate lateral tool velocity is important to ensure that the accuracy of NMR porosity measurements does not degrade by more than about 5%. For example, the lateral displacement of the tool's center of gravity should be limited to about 0.1 mm relative to the borehole within a measuring time frame of 500 &mgr;seconds. In practice, it is desirable that the lateral tool velocity should not exceed 0.2 m/sec during a typical NMR reading. Tool displacements greater than about 0.25 mm may introduce a system error associated with phase shift of the NMR echo. In addition to systemic error, the signal-to-noise may also degrade.
Therefore, there is a need to provide a system and method for accurately determining the lateral tool velocity and overcoming the deficiencies associated with the prior art. By knowing the tool's velocity, the NMR signal may be corrected. Additionally, along with velocity information, an uncertainty estimator can be calculated to provide confidence levels of the measurements.
SUMMARY OF THE INVENTION
The present invention is directed to a system and method for providing lateral tool velocity measurements corrected for a gravitational acceleration component, and for lateral velocity measurements in the borehole frame of reference. The invention allows correction of either one independently.
The system of the present invention comprises two pairs of accelerometers, a pair placed on opposite radial sides of the tool's rotational axis. Each of the two pairs of accelerometers detects both radial and tangential tool acceleration components. The system further comprises: two magnetometers placed orthogonally with respect to each other to detect the tool's magnetic phase (also called magnetic tool face); means for sampling the accelerometer and magnetometer signals; and means for real time processing and calculation of the corrected lateral tool velocity.
The method of the present invention includes: concurrently obtaining the tool's instantaneous radial and tangential accelerometer data as well as the tool's instantaneous magnetic phase data; determining the tool's gravitational phase data, and using this data to provide a correcte
Goodman George D.
Morys Marian
Prammer Manfred G.
Halliburton Energy Service,s Inc.
Lefkowitz Edward
Shrivastav Brij B.
LandOfFree
Systems and methods for determining motion tool parameters... does not yet have a rating. At this time, there are no reviews or comments for this patent.
If you have personal experience with Systems and methods for determining motion tool parameters..., we encourage you to share that experience with our LandOfFree.com community. Your opinion is very important and Systems and methods for determining motion tool parameters... will most certainly appreciate the feedback.
Profile ID: LFUS-PAI-O-3163247