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Crisman Annual Report 2009 - Harold Vance Department of ...

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Cement Fatigue Failure and HPHT Well Integrity<br />

Objectives<br />

There have been a lot <strong>of</strong> experimental investigations<br />

on the mechanism <strong>of</strong> fatigue failure <strong>of</strong> structures<br />

like buildings and bridges but the fatigue behavior <strong>of</strong><br />

well cement is still relatively unknown to engineers.<br />

This research tries to give a better understanding<br />

<strong>of</strong> cement fatigue and failure, especially for high<br />

pressure, high temperature (HPHT) wells. Through<br />

the development <strong>of</strong> equations specific to well<br />

cement from experimental data, we will test new<br />

failure mechanism, crack initiation, and propagation<br />

and failure theories, and then predict the fatigue life<br />

<strong>of</strong> cement as related to HPHT wells.<br />

Approach<br />

Based on the experimental method carried out by<br />

other fields, such as civil engineering, we will design<br />

a specific experiment related to HPHT cementing.<br />

The experiment involves the following steps:<br />

specimen fabrication, test specimen preparation,<br />

static compression tests, fatigue tests, and data<br />

analysis. Water-cement ratio, temperature, and<br />

pressure are the three variables to be considered.<br />

According to obtained data, we will then develop the<br />

failure theory and predict the fatigue life <strong>of</strong> cement.<br />

Accomplishments<br />

Based on the background research, the research<br />

methods can be divided into two categories: lab<br />

test and finite element methods. For the field <strong>of</strong> lab<br />

testing, our representatives are K.J. Goodwin and<br />

D. Stiles. In 1992, Goodwin built a test model for<br />

determining conditions for cement sheath failure.<br />

The study clearly shows that sealants that are<br />

stiffer or possess a high Young’s modulus are more<br />

susceptible to damage when subjected to changes<br />

in pressure and temperature. In 2006, Stiles built<br />

another model for testing the long term HPHT<br />

condition on the properties <strong>of</strong> cements. For finite<br />

element method analysis, FEM models are easy to<br />

carry out. The right input data and choosing the<br />

right FEM model are the most important parts <strong>of</strong><br />

FEM analysis. Martin Bosma and Kris Ravi did the<br />

research on this. Their work showed that, in order<br />

to help reduce the risk <strong>of</strong> cement failure, the cement<br />

under downhole conditions should be compensated<br />

for hydration volume reduction and rendered less<br />

stiff and more resilient than conventional oilwell<br />

cements.<br />

The best way to study the HPHT well cement failure<br />

was to combine the lab test and FEM methods, using<br />

the lab data to improve and verify the FEM model<br />

results.<br />

Significance<br />

Using the theory <strong>of</strong> probability, the high pressure<br />

cement failure study showed that:<br />

» Both cement systems show the same failure<br />

characteristic. Without cycle load, both systems<br />

fail in tensile strength. At this time the shear<br />

failure and compressive failure probability is zero.<br />

» If the tensile failure probability is high, the system<br />

failure probability is much higher than the fatigue<br />

failure probability.<br />

» Compressive strength should not be the most<br />

important parameter when designing the<br />

cement system. Latex modified cement shows<br />

better behavior than conventional cement,<br />

though conventional cement has a much higher<br />

compressive strength.<br />

Project Information<br />

2.3.5 Reducing the Risk <strong>of</strong> Cement Failure in High Pressure,<br />

High Temperature (HPHT) Conditions, Rock Mechanics<br />

Aspects through Analytical and Finite Element Method<br />

Approaches<br />

Contacts<br />

Jerome Schubert<br />

979.862.1195<br />

jerome.schubert@pe.tamu.edu<br />

Catalin Teodoriu<br />

catalin.teodoriu@pe.tamu.edu<br />

Zhaoguang Yuan<br />

CRISMAN INSTITUTE<br />

<strong>Crisman</strong> <strong>Annual</strong> <strong>Report</strong> <strong>2009</strong><br />

49

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