Is it necessary to install a downhole safety valve in a subsea ... - NTNU
Is it necessary to install a downhole safety valve in a subsea ... - NTNU
Is it necessary to install a downhole safety valve in a subsea ... - NTNU
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<strong>Is</strong> <strong>it</strong> <strong>necessary</strong> <strong>to</strong> <strong><strong>in</strong>stall</strong> a <strong>downhole</strong> <strong>safety</strong> <strong>valve</strong> <strong>in</strong> a <strong>subsea</strong> oil/gas well?<br />
Summary and conclusions<br />
The overall objective of this diploma thesis is <strong>to</strong> develop an understand<strong>in</strong>g of the contribution<br />
a <strong>downhole</strong> <strong>safety</strong> <strong>valve</strong> (DHSV) represents <strong>to</strong> the overall risk <strong>in</strong> a <strong>subsea</strong> oil/gas well. The<br />
contribution the DHSV represents <strong>to</strong> the overall risk dur<strong>in</strong>g <strong><strong>in</strong>stall</strong>ation, production and well<br />
<strong>in</strong>tervention is considered.<br />
Norway and the Un<strong>it</strong>ed States of America have specific requirements of subsurface <strong>safety</strong><br />
devices like the DHSV. There are no specific requirements <strong>in</strong> the UK regulations for a DHSV.<br />
The Norwegian Petroleum Direc<strong>to</strong>rate (NPD) requires that there at all times shall be at least<br />
two <strong>in</strong>dependent and tested well barriers dur<strong>in</strong>g well activ<strong>it</strong>ies. Other countries have similar<br />
requirements.<br />
Acceptable level of risk <strong>in</strong> an activ<strong>it</strong>y is described by acceptance cr<strong>it</strong>eria. Comb<strong>in</strong><strong>in</strong>g<br />
acceptance cr<strong>it</strong>eria w<strong>it</strong>h the “ALARP”-pr<strong>in</strong>ciple solves acceptable risk problems. The<br />
Norwegian Oil Industry Association has developed a list of m<strong>in</strong>imum <strong>safety</strong> <strong>in</strong>tegr<strong>it</strong>y levels<br />
(SIL). The SIL requirement concern<strong>in</strong>g the shut-<strong>in</strong> of the flow <strong>in</strong> a well (W<strong>in</strong>g <strong>valve</strong>, Master<br />
<strong>valve</strong> and DHSV) is set <strong>to</strong> 3. It is therefore reasonable <strong>to</strong> require the SIL of the well w<strong>it</strong>hout a<br />
DHSV <strong>to</strong> be the same.<br />
There are two ma<strong>in</strong> risk fac<strong>to</strong>rs regard<strong>in</strong>g oil/gas production, delays <strong>in</strong> time (lost production)<br />
and the blowout risk. Lost production occurs when the well is unable <strong>to</strong> produce as expected<br />
due <strong>to</strong> different problems, and is equal <strong>to</strong> economic loss <strong>in</strong> oil production. Risk related <strong>to</strong> the<br />
<strong><strong>in</strong>stall</strong>ation and completion of a <strong>subsea</strong> oil/gas well is ma<strong>in</strong>ly related <strong>to</strong> blowout risk and time<br />
delays. Production related risk comprises economic and environmental risk. The workover<br />
risk is represented ma<strong>in</strong>ly by time delays and the blowout risk.<br />
A case example is <strong>in</strong>cluded illustrat<strong>in</strong>g the effect of a DHSV. A comparison of unavailabil<strong>it</strong>y<br />
calculations for a well w<strong>it</strong>h, and w<strong>it</strong>hout a DHSV proves the effect of a DHSV. Barrier<br />
diagrams and fault trees are constructed provid<strong>in</strong>g a basis for the calculations and illustrat<strong>in</strong>g<br />
the leakage paths.<br />
Fault trees display the <strong>in</strong>terrelationships between a potential cr<strong>it</strong>ical event <strong>in</strong> a system and the<br />
reasons for this event. The ‘TOP’ event of the fault tree analysis <strong>in</strong> this study is formulated,<br />
“Susta<strong>in</strong>able leakage <strong>to</strong> the surround<strong>in</strong>gs through e<strong>it</strong>her the x-mas tree or the wellhead dur<strong>in</strong>g<br />
normal shut-<strong>in</strong> cond<strong>it</strong>ions.”<br />
Unavailabil<strong>it</strong>y calculations are done <strong>in</strong> regard <strong>to</strong> the two exampled s<strong>it</strong>uations. The Mean<br />
Fractional Dead Time (MFDT) model is applied <strong>in</strong> the calculations. MFDT can be given two<br />
different mean<strong>in</strong>gs; the percentage of time where we are unprotected by the <strong>safety</strong> function, or<br />
the probabil<strong>it</strong>y that the <strong>safety</strong> function will fail on demand.<br />
An <strong>in</strong>troduction <strong>to</strong> well <strong>in</strong>tervention methods and equipment is given <strong>in</strong> the thesis. There are<br />
two types of well <strong>in</strong>terventions, light and heavy (also known as workover). A blowout<br />
preventer (BOP) system is a set of <strong>valve</strong>s <strong><strong>in</strong>stall</strong>ed on the wellhead <strong>to</strong> prevent the escape of<br />
pressure e<strong>it</strong>her <strong>in</strong> the annular space between the cas<strong>in</strong>g and tub<strong>in</strong>g dur<strong>in</strong>g drill<strong>in</strong>g, completion<br />
and workover operations.<br />
HAZOP (Hazard and Operabil<strong>it</strong>y analysis) is a method used <strong>to</strong> identify and assess problems<br />
that may represent risks <strong>to</strong> personnel or equipment, or prevent efficient operation. Essentially<br />
Diploma thesis, <strong>NTNU</strong> 2002 II