INVESTIGADORES
ROSALES Marta Beatriz
congresos y reuniones científicas
Título:
STOCHASTIC DRILL-STRING DYNAMICS VIA COSSERAT ROD MODELS
Autor/es:
HÉCTOR E. GOICOECHEA; FERNANDO S. BUEZAS; MARTA B. ROSALES; RUBENS SAMPAIO
Lugar:
Tucumán
Reunión:
Congreso; MECOM 2018 : XII Congreso Argentino de Mecánica Computacional; 2018
Resumen:
The study of drill-string dynamics is a complex matter. With lengths surpassing 1000 m,due to their slenderness, geometrical aspects of oil-wells and contact forces, drill-strings usually exhibita highly non-linear response. Operative conditions are very sensitive to changes in working parameters,namely rotary speed and hook load, among others. Moreover, many unwanted phenomena may occurwhen conditions for stable operation are not met, such as stick-slip oscillations. On top of that, thereare several intrinsic uncertainties, e.g. modelling of soil, which may lead to unwanted operation regimesthat negatively affect performance, i.e. degraded rate-of-penetration (ROP). In this work, a stochasticapproach to drill-string dynamics is presented via a Cosserat rod model. The model is implemented ina finite element environment. Nonlinearities of the drill-string problem occur due to geometrical factorssuch as finite displacements and rotations, as well as to contact and friction at the borehole wall and bit.In particular, a friction model presented by (R. Tucker and C. Wang, Meccanica, 38(1):143-159(2003))is used. The drill is set in motion via a PI-Controller driving the motor at the top drive. First, thedeterministic model is implemented using the weak formulation mathematical interface from COMSOLMultiphysics, a finite element environment. Then, uncertainties are considered within soil characteristics.The random response is analysed by examining the trajectories of the drill-string axis.Héctor E. Goicoecheaa,b, Fernando S. Buezasa,c, Marta B. Rosalesa,b and RubensSampaio