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Copyright: American Scientific Publishers
RESEARCH ARTICLE
Copyright © 2012 American Scientific Publishers
All rights reserved
Printed in the United States of America
Journal of
Computational and Theoretical Nanoscience
Vol. 9, 1175–1179, 2012
Numerical Simulation of Lined Steel
Pipe Hydro-Forming Process
Zeng Dezhi
1
, Lin Yuanhua
1 ∗
, Yang Bin
2
, Zhu Dajiang
1
, Zhu Hongjun
3
, and Shi Taihe
1
1
State Key Laboratory of Oil and Gas Reservoir Geology and Exploitation, Southwest Petroleum University,
Chengdu, 610500, China
2
Chongqing University of Science and Technology, Chongqing, 401331, China
3
CNPC Key Laboratory for Tubular Goods, Southwest Petroleum University, Chengdu, 610500, China
At present, the corrosion of oil tubular goods is becoming more and more serious in the exploitation
of oil and gas wells, so it is very significant to study new anti-corrosion measures of lined steel
pipe. A finite element analysis (FEA) numerical model concerning mechanical problem of lined steel
pipe hydro-forming is established in this paper. Based on numerical simulation of lined steel pipe
hydro-forming process, the correlation of forming force and bonding force between inner and outer
pipes after forming of lined steel pipe is studied. Furthermore, physical experiment of lined steel
pipe hydro-forming is conducted, and deformation laws of inner and outer pipes in the process
of lined steel pipe hydro-forming are analyzed by resistance-strain test data. Test results show
that forming force calculated by numerical simulation is close to the experimental data, so FEA
model established in this paper is reasonable and can provide theoretical reference for the industrial
manufacturing of lined steel pipe.
Keywords: Corrosion, Lined Steel Pipe, Hydro-Forming, Numerical Simulation.
1. INTRODUCTION
In the exploitation of oil and gas fields, oil tubular goods
(tube and surface transportation line) is the only path-
way for oil and gas production. In the production process,
petroleum and natural gas that contain corrosive materials
such as H
2
S, CO
2
, Cl
-
contacting with inner surface of
oil tubular goods directly, leading to chemical and elec-
trochemical corrosion. Particularly in the high production
rate or high sour gas fields, corrosion of ordinary carbon
steel is more serious, and facing severe safety problems
in production.
1–3
So many oil companies are concerned
about the anti-corrosion measures. Lined steel pipe is a
new product in oil tubular goods anti-corrosion area, the
outer pipe of lined steel pipe is ordinary carbon steel and
mainly bearing mechanical load, and the inner pipe of
lined steel pipe is a kind of anticorrosion alloy which is
selected from the corrosive environment of gas fields.
4–6
Lined steel pipe can be divided into mechanical combined
pipe and metallurgic combined pipe.
7 8
Cost of metallurgic
combined pipe is 50% of anticorrosion alloy, and mechan-
ical combined pipe is 30%. Finite element analysis and
experiments are conducted for the mechanical combined
pipe hydro-forming in this paper to provide theoretical
∗
Author to whom correspondence should be addressed.
reference for the industrial application of lined steel pipe
hydro-forming.
2. FINITE ELEMENT MECHANICAL MODEL
The inner and outer pipes of lined steel pipe are assumed
as ideal round pipes in this paper. According to the
mechanical process of lined steel pipe hydro-forming,
the geometric characteristics and distribution of loading
pressure are axially symmetric. So the problem can be
simplified as an axially symmetric plain stress problem.
2.1. Finite Element Grid Model
Finite element geometric model is established on the basis
of geometry of lined steel pipe used in the hydro-forming
experiment. Outer diameter of outer pipe is 70 mm, inner
diameter of outer pipe is 63.02 mm, outer diameter of
inner pipe is 63 mm, wall thickness of inner pipe is
0.76 mm. The finite element model of combined pipe is
shown in Figure 1.
2.2. Material Model
The inner pipe is stainless steel and the outer pipe is
carbon steel. Basic mechanical parameters of inner and
J. Comput. Theor. Nanosci. 2012, Vol. 9, No. 9 1546-1955/2012/9/1175/005 doi:10.1166/jctn.2012.2166 1175