![](data:image/png;base64,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)
American Journal of Innovative Research and Applied Sciences. ISSN 2429-5396 I www.american-jiras.com
| Mahar, Jasem Alhasan
1
| and | Adnan, Mohamed Ibrahim
2
|
1.
Tishreen University | Department of water engineering and irrigation | Lattakia | Syria |
2.
Tishreen University | Department of water engineering and irrigation | Lattakia | Syria |
| Received | 22 July 2018 | | Accepted | 05 August 2018 | | Published 16 August 2018| | ID Article | Mahar-ManuscriptRef.1-ajira250718 |
ABSTRACT
Background The efficiency and safe design of marine platforms depend on a complex structure of mutual influence between these
facilities and the surrounding environment and the degree of resistance to different loading patterns during the entire investment
period. Fixed jacket platforms are huge steel framed structures used for the exploration and extraction of oil and gas from the earth’s
crust. Jacket type structures are appropriate for relatively shallow water depth. Objectives: the objective of this study is to select
specific parameters for the elements of a fixed platform (jacket) and conduct an static analysis study to resist these elements for the
influence of the basic loads that are subject to it within the environment of the Syrian coast , using the software SACS. Methods: the
jacket is modeled in SACS finite element program and static analysis is conducted with fixed boundary conditions. Critical conditions
are taken into account, which include structure and equipment weight, wind load, hydrodynamic load using Morison equation.
Results: Linear static analysis is performed for the four legged jacket considering (3) loading directions. The maximum base shear
and overturning moment are calculated in normal environmental conditions and stormy. as well as the unit check values, for all
member are obtained it. Conclusions: the environmental conditions of the Syrian coast are suitable for the construction of jacket
offshore, therefore a great importance to support the Syrian national economy.
Keywords
:
Unity Check, Jacket,
Linear Static Analysis
,
SACS software
.
1. INTRODUCTION
Offshore platforms are huge steel or concrete structures used for the exploration and extraction of oil and gas from the
earth’s crust. Offshore structures are designed for installation in the open sea, lakes, gulfs, etc., many kilometers from
shorelines. these structures may be made of steel, reinforced concrete or a combination of both [7].
The total number of offshore platform in various bays, gulf and oceans of the world is increasing year by year, most of
which are of fixed jacket-type platforms located in 100 ft (32 m) to 650 ft (200 m) depth for oil and gas exploration
purposes [8]. The analysis, design and construction of offshore structures compatible with the extreme offshore
environmental conditions is a most challenging and creative task. Over the usual conditions and situations met by land-
based structures, offshore structures have the added complication of being placed in an ocean environment where
hydrodynamic interaction effects and dynamic response become major considerations in their design [6].
The jacket structure typically consists of tubular members of various diameters and wall thicknesses. the air gap between
the sea surface and the bottom of the topside structure is made high enough to prevent waves from hitting the topside
structure. At the bottom, the jacket is normally outfitted with a temporary foundation which supports the jacket until the
permanent foundation is installed. Bracing configurations consist of the vertical, horizontal and diagonal members, who
connect jacket legs forming a stiff truss system, transfer the loads acting on the platform to its foundation [4]. The
primary function of a jacket structure is to support the weight of the topside structure by transferring the weight to the
foundation. The jacket structure is subjected to different environmental loads during their lifetime. These loads are
imposed on platforms through natural phenomena such as wind, current, wave, earthquake, snow and earth movement.
Among various types of environmental loading, wave forces loading is dominated loads [9]. Offshore structures may be
analyzed using static or dynamic analysis methods. Static analysis methods are sufficient for structures, which are rigid
enough to neglect the dynamic forces associated with the motion under the time-dependent environmental loadings. On
the other hand, structures which are flexible due to their particular form are to be used in deep water must be checked
for dynamic loads [2]. The calculation of the wave loads on vertical tubular members is always of major concern to
engineers. The analysis of wave effects on offshore structures, such as wave loads and corresponding responses, are of
ANALYSIS OF OFFSHORE JACKET STRUCTURE IN THE SYRIAN
COAST BY USING COMPUTER MODELING
*Corresponding Author & Author Copyright © 2018: | Mahar, Jasem Alhasan |. All Rights Reserved. All articles published in American Journal of Innovative Research
and Applied Sciences are the property of Atlantic Center Research Sciences, and is protected by copyright laws CC-BY. See: http://creativecommons.org/licenses/by-nc/4.0/.