Advance Drilling Technology-L1

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    Advance Drilling Technology:

    Directional DrillingObjectives, Tools for deflection &orientation. Directional well profiles

    and well path deflection &corrections

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    Objectives

    Vertical Vs Deviation

    True vertical: Possible ?

    Allow Controllable deviation 1930 California under Pacific

    Ocean

    Conventional Drilling

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    objections

    Full assembly is rotated

    No steering

    Power required at the end No vision possible

    Time lag in event

    NPT high tripping required Vertical access

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    Typical application where it is

    required

    Mutli well platform drilling

    Fault drilling

    Inaccessible locations Side tracking & straightening

    Salt dome drilling

    Relief wells

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    Multi well platform drilling

    Fault drilling

    Inaccessible location

    Salt dome drilling

    Side tracking and straighteningRelief wells

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    Depth reference and geographical

    referenceDirection Plane

    Inclination Plane

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    Depth Reference

    Mean sea Level, MSL

    Rotary table elevation, RTE or DFE(Derrick Floor ..)

    20 well housing

    Depth :

    Along hole depth, AHD

    True vertical depth, TVD

    AHD>TVD always

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    Geographical Reference

    3D (TVD, LD, )

    Lateral displacement from north

    Or latitude and longitude

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    North

    Direction

    Angle

    Direction Plane X

    Inclination Angle, driftor tangentZ Axis (TrueVertical

    Depth)

    Inclinat

    ion

    Plane

    Y

    or I

    or A

    Non-Vertical

    Wellbore

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    Figure 8.2 - Plan view of a typical oil and gas structure under a lake showing howdirectional wells could be used to develop it. Best locations? Drill from lake?

    Lease Boundary

    Surface Location for Well No. 1

    Bottom Hole Location for Well 2

    SurfaceLocation for

    Well No. 2

    Houses

    Oil-Water

    Contact

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    Figure 8.3 - Typical offshore development platform

    with directional wells.

    NOTE: All the

    wells are

    directional

    Top View

    5 - 50 wells

    per platform

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    Figure 8.4 - Developing a field under a city

    using directionally drilledwells.

    Drilling Rig Inside Building

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    Fig. 8.5 - Drilling of directional wells where the

    reservoir is beneath a major surface obstruction.

    Why not

    drill from

    top ofmountain?

    Maximum

    lateraldispl.?

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    Figure 8.6 -Sidetracking

    around a fish.

    Sidetracked Hole

    Around Fish

    Fish Lost in Hole and

    Unable to RecoverCement Plug

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    Figure 8.7 -

    Using an oldwell to explore

    for new oil by

    sidetrackingout of the

    casing and

    drilling

    directionally.

    Possible

    New Oil

    Sidetracked

    Out of Casing

    Oil Producing WellReady to Abandon

    Old Oil Reservoir

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    Figure 8.8 - Major types of wellbore trajectories.

    Build and

    Hold Type

    Continuous

    Build

    Build-hold Drop and/or Hold

    (Modified S Type)

    Build-hold and Drop (S Type)

    Horizontal

    Departure

    toTarget

    Type I

    Type III

    Type II

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    Planning the well profile

    Build and hold S shaped

    Deep kick off

    Parameters defining

    Well path

    Build and hold S shaped

    Deep kick off

    Kick off point

    Build up & dropoff (1 to 30/100ft)

    Drift angle

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    Dogleg severity > 30/100ft

    R

    R

    C

    RC

    2

    360

    100

    2

    2

    =

    ==

    =Radius of built up rate

    yx

    D

    xRy

    x

    yDR

    yOTOE

    D

    Rdx

    +=

    =

    =

    =

    =

    cossin

    cos

    sin

    sin

    tan

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    Prepare a planning procedure for the build and hold trajectory using following

    Data:

    KOP (BRT) 610 m

    TVD of target (BRT) 3048 m

    Horizontal displacement of target 915 mBuild-up rate 20/30.48 m

    Solution: Point B is KOP at 610

    m

    mOB

    OB

    1876.873

    2

    48.30

    360

    2

    =

    =

    Use graphical method to draw tangent from TTo arc point E

    TEY=BOE use protractor

    Measure BX, XE, BE EY

    Report effect of error in measurement of TEY

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    Geometrical calculation technique

    ( )6103048

    1876.873915tan

    =x

    017.02438

    81.41=

    098.0=x

    ( ) ( )

    098.20

    3581.02438

    98.0cos1876.873sin

    =

    ==

    y

    y

    96.2198.2098.0=+=+=

    yx

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    Consideration when planning a

    directional well path

    Target location

    Target size and shape

    Surface locations (rig location) Subsurface obstacles (adjacent wells,

    faults)

    Additional factorsCasing and programGeological section

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    Deflection Tools

    Main Principle Bit tilt angle into the axis of the BHA

    Side force to the bit

    Major tools

    Bent sub & + ve displacement

    Non-rotating steerable drilling systems Rotary steering system

    Directional bottom hole assemblies

    Whi stocks

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    Universal Joint

    Concept of Progressive

    cavity

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    Side Force

    Icdp-online.de

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    BHA with bent sub and mud motor

    Tool face

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    Positive displacement motors

    http://www.icdp-online.de/sites/sanandreas/news/news1.html

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    Turbo drills

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    Steerable drilling system

    Allow azimuth and /or inclination

    Geo steering

    Theoretical geometric dogleg severity

    TGDS

    2

    ..100)100/(deg

    21LL

    angleTiltftreeTGDS

    +=

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    Rotary steering system

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    Non-rotating steerable stablizer

    End section of non-rotating steerable stablizer

    Down hole system

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    Whipstock: Steel wedge

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    Jet deflection

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    Catenary

    The equation (up to translation and rotation) of a

    catenary in Cartesian coordinates has the form

    Y=acosh (x/a)=a/2(ex/a+e-x/a)

    where cosh is the hyperbolic cosine function.The scaling factor acan be interpreted as the

    ratio between the horizontal component of the

    tension on the chain (a constant) and the weight

    of the chain per unit of length

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    http://upload.wikimedia.org/wikipedia/en/f/fb/SpiderCatenary.jpg
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    Well bore survey methods

    Tangential method

    Balanced tangential method

    Average angle method Radius of curvature method

    Minimum curvature method

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    Average angle

    method

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    Radius of curvature method

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