STP1292

    Multiaxial Plasticity and Fatigue Life Prediction in Coiled Tubing

    Published: Jan 1996


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    Abstract

    Coiled tubing is being used increasingly in the oil well drilling and servicing industry. Continuous steel tubing of structural dimensions (up to 89 mm or 3.5 in. in diameter) is wound onto a large-diameter reel for repeated deployment into and out of a well bore. The bending strain range associated with each wrap-unwrap cycle can exceed 3% with lives well below 100 cycles. During constant internal pressure fatigue testing, tubing has been observed to grow in diameter by as much as 30%.

    This paper describes an analytical model to predict the fatigue behavior of coiled tubing subjected to variable pressure service conditions. The approach utilizes standard low-cycle fatigue data but requires additional experimental results from constant pressure fatigue testing. The algorithm is based on estimates of biaxial ratcheting from an incremental plasticity model using a hybrid associated flow rule, a modified kinematic hardening rule with multiple von Mises yield surfaces, and a specialized limit surface concept. An empirical damage parameter was formulated based on constant pressure fatigue data using mean and fluctuating von Mises equivalent strain components occurring throughout the life of a section of tubing. This parameter is used with the Palmgren-Miner definition of cumulative damage to track damage that is accumulating nonlinearly under constant or variable pressure histories. Modifications to standard incremental plasticity components and implementation assumptions used to apply the model are presented and discussed. The predictive capability of the model is demonstrated relative to data generated under constant and variable pressure histories.

    Keywords:

    cyclic plasticity, biaxial ratcheting, circumferential growth, variable amplitude, low-cycle fatigue, multiaxial fatigue, coiled tubing, fatigue life prediction


    Author Information:

    Tipton, SM
    Associate professor, The University of Tulsa, Tulsa, OK


    Paper ID: STP16143S

    Committee/Subcommittee: E08.05

    DOI: 10.1520/STP16143S


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