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5/66 PETROLEUM PRODUCTION ENGINEERING FUNDAMENTALS
1. The accuracy of Sachdeva’s choke model can be im- ikoku, c.u. Natural Gas Engineering. Tulsa, OK: Penn-
proved by using different discharge coefficients for dif- Well Books, 1980.
ferent fluid types and well types. nind, t.e.w. Principles of Oil Well Production, 2nd edition.
2. For predicting liquid rates of oil wells and gas rates New York: McGraw-Hill Book Co., 1981.
of gas condensate wells, a discharge coefficient of
C D ¼ 1:08 should be used. omana, r., houssiere, c., jr., brown, k.e., brill, j.p., and
3. A discharge coefficient C D ¼ 0:78 should be used for thompson, r.e. Multiphase flow through chokes. Pre-
predicting gas rates of oil wells. sented at the SPE 44th Annual Meeting held 28–31
4. A discharge coefficient C D ¼ 1:53 should be used for September 1969 in Denver, Colorado. SPE paper 2682.
predicting liquid rates of gas condensate wells. osman, m.e. and dokla, m.e. Has condensate flow through
chokes. Presented at 23 April 1990. SPE paper 20988.
perkins, t.k. Critical and subcritical flow of multiphase
Summary mixtures through chokes. Presented at the SPE 65th
This chapter presented and illustrated different mathemat- Annual Technical Conference and Exhibition held 23–
ical models for describing choke performance. While the 26 September 1990 in New Orleans, Louisiana. SPE
choke models for gas flow have been well established with paper 20633.
fairly good accuracy in general, the models for two-phase perry, r.h. Chemical Engineers’ Handbook, 5th edition.
flow are subject to tuning to local oil properties. It is New York: McGraw-Hill Book Co., 1973.
essential to validate two-phase flow choke models before pilehvari, a.a. Experimental study of subcritical two-
they are used on a large scale.
phase flow through wellhead chokes. Tulsa, OK: Uni-
versity of Tulsa Fluid Flow Projects Report, Septem-
ber 1980.
References
pilehvari, a.a. Experimental study of critical two-phase
achong, i.b. ‘‘Revised Bean and Performance Formula for flow through wellhead chokes. Tulsa, OK: University
Lake Maracaibo Wells,’’ Shell Internal Report, Octo- of Tulsa Fluid Flow Projects Report, June 1981.
ber 1961. poettmann, f.h. and beck, r.l. New charts developed to
al-attar, h.h. and abdul-majeed, g. Revised bean per- predict gas-liquid flow through chokes. World Oil
formance equation for east Baghdad oil wells. SPE 1963;March:95–101.
Production Eng. 1988;February:127–131. poettmann, f.h., beck, r.l., and beck, r.l. A review of
ashford, f.e. An evaluation of critical multiphase flow multiphase flow through chokes. Paper presented at
performance through wellhead chokes. J. Petroleum the ASME Winter Annual Meeting held 8–13 Novem-
Technol. 1974;26(August):843–848. ber 1992, Anaheim, California, pp. 51–62.
ashford, f.e. and pierce, p.e. Determining multiphase ros, n.c.j. An analysis of critical simultaneous gas/
pressure drop and flow capabilities in down hole liquid flow through a restriction and its application
safety valves. J. Petroleum Technol. 1975;27(Septem- to flow metering. Applied Sci. Res. 1960; Section
ber):1145–1152. A(9):374–389.
baxendell, p.b. Bean performance-lake wells. Shell saberi, m. A study on flow through wellhead chokes and
Internal Report, October 1957. choke size selection, MS thesis, University of South-
beggs, h.d. Production Optimization Using Nodal Analysis. western Louisiana, Lafayette, 1996, pp. 78–89.
Tulsa, OK: OGTC Publications, 1991. sachdeva, r., schmidt, z., brill, j.p., and blais, r.m.
bradley, h.b. Petroleum Engineering Handbook. Richard- Two-phase flow through chokes. Paper presented at
son, TX: Society of Petroleum Engineers, 1987. the SPE 61st Annual Technical Conference and Ex-
brill, j.p. and beggs, h.d. Two-Phase Flow in Pipes. Tulsa, hibition held 5–8 October 1986 in New Orleans,
OK: The University of Tulsa Press, 1978. Louisiana. SPE paper 15657.
brown, k.e. and beggs, h.d. The Technology of Artificial secen, j.a. Surface-choke measurement equation
Lift Methods. Tulsa, OK: PennWell Books, 1977. improved by field testing and analysis. Oil Gas
Crane, Co. ‘‘Flow of Fluids through Valves, Fittings, and J. 1976;30(August):65–68.
Pipe. Technical paper No. 410. Chicago, 1957. surbey, d.w., kelkar, b.g., and brill, j.p. Study of sub-
fortunati, f. Two-phase flow through wellhead chokes. critical flow through multiple orifice valves. SPE Pro-
Presented at the SPE European Spring Meeting held duction Eng. 1988;February:103–108.
16–18 May 1972 in Amsterdam, the Netherlands. SPE surbey, d.w., kelkar, b.g., and brill, j.p. Study of multi-
paper 3742. phase critical flow through wellhead chokes. SPE Pro-
gilbert, w.e. Flowing and gas-lift well performance. API duction Eng. 1989;May:142–146.
Drilling Production Practice 1954;20:126–157. tangren, r.f., dodge, c.h., and seifert, h.s. Compress-
gould, t.l. Discussion of an evaluation of critical multi- ibility effects in two-phase flow. J. Applied Physics
phase flow performance through wellhead chokes. 1947;20:637–645.
J. Petroleum Technol. 1974;26(August):849–850. wallis, g.b. One Dimensional Two-Phase Flow. New
guo, b. and ghalambor, a. Natural Gas Engineering York: McGraw-Hill Book Co., 1969.
Handbook. Houston, TX: Gulf Publishing Company,
2005.
guo, b., al-bemani, a., and ghalambor, a. Applicability Problems
of Sachdeva’s choke flow model in southwest Louisi-
5.1 A well is producing 40 8API oil at 200 stb/d and no
ana gas condensate wells. Presented at the SPE Gas gas. If the beam size is 1 in., pipe size is 2 in., tem-
technology Symposium held 30 April–2 May 2002 in perature is 100 8F, estimate pressure drop across a
Calgary, Canada. Paper SPE 75507. nozzle-type choke.