1 / 15

CHAPTER # 8

DRILLING ENGINEERING. CHAPTER # 8. Directional Drilling and Deviation Control. 7.2 Build and Hold Trajectory. Circumference = 2p r S=r q q i n radians max. inclination angle 1 radian = 180 o / p = 57.29578 o 1 o = p /180 radians q = degrees per unit length = q /L

hedwig
Download Presentation

CHAPTER # 8

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. DRILLING ENGINEERING CHAPTER # 8 Directional Drilling and Deviation Control

  2. 7.2 Build and Hold Trajectory • Circumference = 2pr • S=rq • q in radians max. inclination angle • 1 radian = 180 o/p = 57.29578 o • 1o = p/180 radians • q = degrees per unit length = q/L = inclination angle build up rate • q = 1o/100ft r = S /q • r = radius of curvature

  3. S = g q (8.1)

  4. (8.2) • q = W - T • To find angle T look at triangle OBA (8.3a) (8.3b) To find angle W consider triangle OBC (8.4)

  5. CO = g1 (8.5) • q = W - T

  6. (8.6) Length of the arc section DC (buildup section) (8.7)

  7. Length of CB (Trajectory Path) Straight at constant inclination angle can be determined from BCO Total measured depth DM for TVD of D3 is (8.8)

  8. Horizontal departure at end of build up (8.9) True Vertical depth at end of build up section (8.12)

  9. Geometry for the build section

  10. Measure depth and Horizontal departure before reaching maximum angle along any part of build up. Consider  intermediate inclination angle  XN=Horizontal Departure at C DN=Vertical depth Consider DOC (8.10) (8.11)

  11. (8.13) New measured depth for any part of the build up New measured depth at TVD of (D*< D3)(D2<D*< D3) (8.16) Horizontal Departure X* (X2<X*< X3) (8.18)

  12. For r1 < X3 (8.20)

  13. Build-hold-and-drop and hold (modified-S)

  14. Directional quadrants and compass measurements

More Related