! " # $% & "'( ) !!*
+,-,.,/,0,-12+,3,+
4!*
*55'5,+',+,356'6'7+7+',+2-.-
8 *
),+2-.-
9 *
Journal of Structural Geology
8 : * ,3$7+,8 : *
,2 7+7+
$ * ,2 7+7+
*# "'% $'( &'"' )' ! 07+7+1**55'5,+',+,356'6'7+7+',+2-.-' 9 % : : : '9: ; : ; ; : : : : ' : ; 6 ' <7+7+ : ='
Author statement Masoumeh Vatandoust: Original draft preparation, Visualization Methodology, Software, Writing, Reviewing and Editing, Ali Faghih: Supervision, Conceptualization, Methodology, Software, Writing, Reviewing and Editing, Caroline M. Burberry: Validation, Reviewing and Editing Ghodratollah Shafiei : Data providing, Reviewing
ϭ
Structural style and kinematic analysis of folding in the Southern Dezful
Ϯ
Embayment oilfields, SW Iran
ϯ
Masoumeh Vatandoust1, Ali Faghih*1, Caroline M. Burberry2, Ghodratollah Shafiei3
ϰ
1
ϱ 2
ϲ
Department of Earth sciences, College of Sciences, Shiraz University, Shiraz, Iran
Department of Earth and Atmospheric Sciences, University of Nebraska, Lincoln, United States 3
ϳ
National Iranian South oil Company (NISOC), Ahvaz, Iran
ϴ ϵ
Abstract
ϭϬ
Compression of a region containing multiple detachment layers produces large-scale
ϭϭ
disharmonic folding, where individual competent units separated by detachment fold
ϭϮ
independently within the succession. Here, we present a case study of the kinematic evolution of
ϭϯ
three subsurface structures (the Karanj, Paranj and Parsi oilfields) bounded by multiple
ϭϰ
detachments, located in the southern Dezful Embayment, a major petroleum province of the
ϭϱ
Zagros Fold-Thrust Belt in SW Iran. Interpretation of seismic sections and the construction of
ϭϲ
corresponding balanced cross-sections reveals different geometries along the folds and the
ϭϳ
complete decoupling of these structures from the surface geology. This is controlled by the
ϭϴ
reactivation of basement faults, and flow of the Gachsaran incompetent units (Miocene) as the
ϭϵ
upper detachment, and the Kazhdumi (Upper Cretaceous),Pabdeh-Gurpi and Dashtak Formations
ϮϬ
as the middle detachments, respectively. Detachment folding with limb rotation started in the
Ϯϭ
Middle Miocene and continued with the migration of the basal detachment horizon (equivalent
ϮϮ
Hormuz series) into the core of the anticlines.. Flow of both the basal and upper detachments
Ϯϯ
continued until no more material is available, whereupon the shortening is accommodated by
ϭ
Ϯϰ
fault development. The development of a decoupled, disharmonic folding style was controlled by
Ϯϱ
the upper detachment surface through migration from the crests of the anticlines to the synclinal
Ϯϲ
areas and by the reactivation of the basement faults. from NW to SE part of the area The total
Ϯϳ
shortening amounts are changed between 21% to 12% .
Ϯϴ Ϯϵ
Keywords: folding, kinematics, oilfields, Dezful embayment, Zagros, Iran
ϯϬ ϯϭ
1. Introduction
ϯϮ
Fault-related folding plays a crucial role in the formation of structural traps in fold-thrust belts
ϯϯ
(Mitra, 1990; Kent and Dasgupta, 2004; Brandes and Tanner, 2014) as well as in the Dezful
ϯϰ
Embayment. The Dezful Embayment is one of the structural regions of the Zagros Fold-Thrust
ϯϱ
Belt (ZFTB; Fig. 1). The ZFTB is located in the central part of the Alpine-Himalayan orogenic
ϯϲ
system and extends for about 1800 km from SE Turkey to the straits of Hormuz, SW Iran (Alavi,
ϯϳ
2007; Fig.1). The belt formed due to oblique convergence between the Afro-Arabian and
ϯϴ
Eurasian lithospheric plates started in the Late Cretaceous (Takin, 1972; Stocklin, 1974;
ϯϵ
Berberian and King 1981; Koyi, 1988; Alavi, 2007; Pireh et al., 2015) and hence, resulted in
ϰϬ
significant crustal shortening (65–78 km (16–19%) )( Mouthereau et al., 2012) , faulting and
ϰϭ
folding of the cover and basement (Berberian, 1995; Hessami et al., 2001; Blanc et al., 2003;
ϰϮ
Nilforoushan et al., 2003; McQuarrie, 2004; Sepehr and Cosgrove, 2005; Alavi, 2007;
ϰϯ
Mouthereau et al., 2007).
ϰϰ
Large fault-related folds accommodate the main hydrocarbon oilfields in the Dezful Embayment
ϰϱ
(Allen, 2010; Verges et al., 2011; Mukherjee, 2014; Najafi et al., 2018). However, within these
ϰϲ
large folds, several detachment horizons including incompetent layers of shale and evaporites Ϯ
ϰϳ
presumably control sub-surface deformation (Sherkati et al. 2006; Fig. 2) but the exact
ϰϴ
geometries of the folded layers remain indeterminate.
ϰϵ
Investigations of the structural style and kinematic evolution of faulting and folding can have far-
ϱϬ
reaching implications in oil and gas exploration and developments (Alipoor et al., 2019͖
ϱϭ
Vatandoust and Farzipour saein, 2017, 2019). In this regard, this study aims to determine the
ϱϮ
impact of different parameters (e.g. mechanical stratigraphy, basement faults, folding
ϱϯ
mechanism) on the structural and kinematic evolution of folds in the Dezful Embayment. To do
ϱϰ
so, we document the evolution and development of the three subsurface oilfields, the Karanj,
ϱϱ
Paranj and Parsi oilfields in the southern Dezful Embayment in four steps , viz.,1. seismic
ϱϲ
interpretation and construction of structural cross- sections, 2. calculation of the depth to the
ϱϳ
basal detachment which is involved in the folding, 3. analysis of the effect of the Izeh- Hendijan
ϱϴ
basement fault (IZHF) on the geometry of the anticlines, and 4. restoration and decompaction of
ϱϵ
the structural cross section in order to determining the kinematic evolution of folding by
ϲϬ
amplification mechanism.
ϲϭ ϲϮ
2.Geological setting
ϲϯ
This study was conducted in the Zagros Fold-Thrust Belt, which is located in SW Iran and
ϲϰ
formed after the closure of the Neo-Tethys Sea Miocene times (Alavi,, 2007, Pireh et al., 2015)
ϲϱ
in the Alpine- Himalayan orogenic system (Falcon, 1969; Frizon de Lamotte et al., 2011;
ϲϲ
Mouthereau et al., 2012). Ophiolite obduction and convergence began simultaneously in the Late
ϲϳ
Cretaceous (Agard et al., 2005; Saura et al., 2011) and were followed by a main folding phase in
ϲϴ
the Late Miocene forming the ZFTB (Homke et al., 2004; Emami, 2008; Fakhari et al., 2008;
ϲϵ
Khadivi et al., 2010).
ϯ
ϳϬ
The ZFTB consists of three structural and stratigraphic areas (i.e., the foredeep, the Simply
ϳϭ
Folded Zone, and the Imbricate Zone), which range from its southwest to northeast parts.
ϳϮ
(Stocklin, 1968; Falcon, 1974; Berberian, 1995; Sepehr and Cosgrove, 2004; Fig. 1). Based on
ϳϯ
the along-strike changes in the structure and position of its deformation fronts and stratigraphy,
ϳϰ
the ZFTB has been divided into the Fars and Izeh zones, Dezful Embayment, Lurestan zone and
ϳϱ
Kirkuk Embayment (Stocklin, 1968; Falcon, 1974; Motiei, 1995; Sherkati and Letouzey, 2004;
ϳϲ
Lacombe et al., 2006; Casciello et al., 2009; Mouthereau et al., 2012; Fig. 1).
ϳϳ
The Dezful Embayment (Fig. 1) is a structural depression and a Late Cenozoic depocenter that
ϳϴ
developed as a result of uplift in the Zagros Fold and Thrust Belt near the Izeh folded zone in the
ϳϵ
northeast of the Mountain Front Fault (MFF) and consistent with sudden subsidence of that area
ϴϬ
(Falcon, 1974; Berberian, 1995; Sherkati et al., 2006; Van Buchem et al., 2006; Allen and
ϴϭ
Talebian, 2011, Saura et al., 2015; Pirouz et al., 2017). The deposits of the Dezful Embayment
ϴϮ
deformed progressively in an in-sequence manner (see similar concept reviewed in Mukherjee
ϴϯ
(2015) in collisional perspective)."
ϴϰ
That is why the sedimentary deposits of this region were folded and consequently, the foredeep
ϴϱ
basin migrated to the Persian Gulf (Hessami et al., 2001; Abdollahie Fard et al., 2006; Pirouz et
ϴϲ
al., 2011). The Dezful Embayment is surrounded by the Zagros Foredeep Fault (ZFF) to the
ϴϳ
southwest, the Mountain Front Fault (MFF) to the northeast and the Izeh- Hendijan Fault (IZHF)
ϴϴ
zone to the southeast, the Balarud Fault Zone (BFZ) to the west, and the Kazerun Fault Zone
ϴϵ
(KFZ) to the east (Fig. 1) (Alavi, 1994; Berberian, 1995; Sepehr and Cosgrove, 2005; Abdollahie
ϵϬ
Fard et al., 2006, Allen and Talebian, 2011). The Dezful Embayment is one of the most
ϵϭ
productive petroleum provinces worldwide which houses more than 45 large anticlinal oil traps
ϰ
ϵϮ
(Bordenave and Hegre, 2005; Rabbani et al., 2010) such as the Karanj, Paranj and Parsi
ϵϯ
anticlines in the southern part of the Embayment which was chosen as the study area (Fig. 1).
ϵϰ
The stratigraphic column of the Dezful Embayment contains a series of competent and
ϵϱ
incompetent rock units varying in age from Upper Cretaceous to Neogene (Fig. 2). The
ϵϲ
competent units are divided into two groups as the lower competent units (the Bangestan Group
ϵϳ
(carbonate) and the Asmari Formation (carbonate)) and the upper competent units (the Aghajari
ϵϴ
Formation (sandstone) and the Bakhtiari Formation (conglomerates)). The competent units are
ϵϵ
detached by the incompetent units including the Kazhdumi and Pabdeh-Gurpi shales as
ϭϬϬ
intermediate detachments, and the Gachsaran evaporates, as upper main detachment (Fig. 2). The
ϭϬϭ
position of such intermediate incompetent layers is an important factor controlling both structural
ϭϬϮ
style and fold wavelength (Sherkati et al., 2005; Ruh et al., 2014). The competent strata are
ϭϬϯ
influenced by a series of anticlines and synclines associated with thrusts and reverse faults with
ϭϬϰ
NW-SE strikes within the Dezful Embayment (Fig. 3) (Sherkati and Letouzey, 2004; Allen and
ϭϬϱ
Talebian, 2011).
ϭϬϲ ϭϬϳ
3. Data and methods
ϭϬϴ
3.1. Seismic interpretation
ϭϬϵ
In order to better understand and visualize the structural analysis and kinematic evolution of the
ϭϭϬ
Karanj, Paranj and Parsi anticlines, several depth converted seismic sections (AA', BB', CC' and
ϭϭϭ
DD') oriented NE-SW (Fig. 3) and (EE’ FF’, GG’) oriented NW-SE were interpreted in Petrel
ϭϭϮ
(2013) software using well and check shots data came from National Iranian South Oil Company
ϭϭϯ
data bank. The maximum depth of the seismic data is ~6500m.
ϭϭϰ
3.2. Estimating the depth to basal detachment ϱ
ϭϭϱ
Most of our information about the subsurface structures comes from the interpretation of the
ϭϭϲ
seismic reflection (e.g., Misra and Mukherjee, 2018). Although in most situations, the near-
ϭϭϳ
surface geometry of the structures can easily be interpreted by using the seismic-reflection data,
ϭϭϴ
the interpretation of the roots of these structures (e.g. depth of basal detachments) is almost
ϭϭϵ
impossible due to the deep influence of various factors including inhomogeneities of rocks in
ϭϮϬ
different directions (e.g., Mukherjee, 2017) repetition of stratigraphic layers affected by thrusting
ϭϮϭ
and structural and lithological boundaries with steep dip that causes subsurface complicacy
ϭϮϮ
(Carboni et al., 2019).
ϭϮϯ
Since determining the depth to detachment is one of the requirements for constructing, balancing
ϭϮϰ
and restoring cross sections across fold and thrust belts or extensional terranes (Bulnes and
ϭϮϱ
Poblet, 1999) several methods have been developed to determine the depth to detachments in
ϭϮϲ
seismic cross sections (Chamberlin, 1910; Epard and Groshong, 1993; Groshong, 1994, 2015;
ϭϮϳ
Groshong et al., 2012; Schlische et al., 2014).
ϭϮϴ
In this study to estimate the detachment depth beneath the studied anticlines, the ADS method
ϭϮϵ
and the best-fit detachment depth graph technique have been used. The first method consists of
ϭϯϬ
plotting the excess area of each unit above multiple regional levels vs the depth of these levels
ϭϯϭ
(Chamberlin, 1910; Epard and Groshong, 1993; Groshong and Epard, 1994; Groshong, 2015;
ϭϯϮ
Wang et al., 2017, Carboni et al., 2019), and the best-fit detachment depth graph technique
ϭϯϯ
consists of estimating the detachment depth for several folded horizons using the Chamberlin
ϭϯϰ
(1910) and Bulnes and Poblet (1999) methods. Using these methods the detachment depths
ϭϯϱ
(excess area divided by shortening) for different horizons and cumulative stratigraphic
ϭϯϲ
thicknesses are calculated and then the results are plotted. Eventually, the intersection between
ϲ
ϭϯϳ
the best-fit line through the plotted points and the y-axis shows the position of the detachment
ϭϯϴ
surface within the stratigraphic section.
ϭϯϵ
3.3. Restoration and decompaction
ϭϰϬ
Several balanced and restored cross sections (AA', BB', CC' and DD') were constructed after the
ϭϰϭ
interpretation of the seismic sections (Fig. 4) In general, the methods and procedures to be used
ϭϰϮ
in a restoration will mostly be chosen by its objectives. In the case of structural analysis and
ϭϰϯ
shortening amount determination, the kink method and flexural-slip folding mechanism
ϭϰϰ
algorithm were applied in constructing the cross sections in the unfolding modules of the Move
ϭϰϱ
2D (2016) software. To determine the kinematic evolution of the structures utilizing the
ϭϰϲ
amplification mechanism, successive cross-section restorations to the top of various stratigraphic
ϭϰϳ
layers have been performed using the 2D decompaction algorithms executed in the Move 2D
ϭϰϴ
(2016) software (Midland Valley). During restoration using this algorithm, the structures were
ϭϰϵ
put back to the undeformed state through removing the effects of faulting, folding and volume
ϭϱϬ
loss resulting from compaction and erosion with a kinematic algorithm assuming a flexural-slip
ϭϱϭ
folding mechanism. Assumption of the flexural-slip folding mechanism is based on the previous
ϭϱϮ
reports in the study area (Sherkati and Letouzey, 2004; Carruba et al., 2006; Khodabakhshnejad
ϭϱϯ
et al., 2015). In this study, sequential restorations were carried out on seismic section AA’,
ϭϱϰ
starting by removing effects of the most recent tectonic and sedimentary events. In this example,
ϭϱϱ
this is an ~2104 m (Vatandoust et al., 2020) erosion of the Aghajari and Bakhtiari Formations
ϭϱϲ
from 2Ma (Vatandoust et al., 2020) and requires reconstruction of eroded stratigraphy. As part of
ϭϱϳ
the cross-section preparation, the eroded parts of the Aghajari and Bakhtiari Formations have
ϭϱϴ
been reconstructed using the Horizons from Template tool in the Move 2D (2016) software. One
ϭϱϵ
of the assumptions of the decompaction method is that the initial porosity of the sediments is
ϳ
ϭϲϬ
reduced by increasing burial depth (Schmoker and Halley, 1982; Mukherjee, 2018a, b; Dasgupta
ϭϲϭ
and Mukherjee, 2019).
ϭϲϮ
In this method, the exponential porosity/depth Athy's relation Ø=Øೊ exp-cy has been used, where
ϭϲϯ
Ø, Øೊ and c are the porosity at depth y, porosity at the surface and an empirically derived
ϭϲϰ
lithologically dependent coefficient, respectively (Sclater and Christie, 1980; Mukherjee, 2018c).
ϭϲϱ
According to Berra and Carminati (2010) the standard amount of Øೊ and c of various lithologies
ϭϲϲ
have been taken from the literature (Table 1).
ϭϲϳ ϭϲϴ
4. Results
ϭϲϵ
4.1 Structural features of the studied anticline
ϭϳϬ
4.1.1 Structural cross sections
ϭϳϭ
In this section, the fold structures and their geometrical characteristics are described based on
ϭϳϮ
the interpretation of the 2D seismic images (Figs. 5 and 6). The horizons identified and
ϭϳϯ
interpreted in the seismic sections across the studied anticlines range from the top of the Khami
ϭϳϰ
Group and the Kazhdumi Formation to Recent sediments (Figs. 5 and 6).
ϭϳϱ
The Karanj anticline according to the cross sections with interlimb angle (ࠧ) = 69ͼ ሺƍሻǡ ͺͷͼ
ϭϳϲ
ሺƍሻǡͺͼሺCCƍሻǡ96ͼ (DDƍ) is classified as an open anticline (Fleuty, 1964) and according to the
ϭϳϳ
classification of folded layers by Ramsay (1967), is a class 1B fold (Fig.7). The key formation
ϭϳϴ
for determining the fold order was Asmari Formation.
ϭϳϵ
The Paranj anticline has different axial surfaces and king fold shape in the section AAƍ and its
ϭϴϬ
shape turned gradually to the rouanded shape towards the SE part.
ϭϴϭ
The Parsi anticline with ࠧ = 78ͼሺƍሻǡ ͺͼሺƍሻǡ 81.5ͼሺCCƍሻ 80ͼሺƍሻ is classified as an
ϭϴϮ
open anticline based on the degree of interlimb angle(Fleuty, 1964). Based on the Ramsay
ϭϴϯ
classification (Ramsay, 1967), the Parsi anticline is also classified as a class 1B fold. Crestal ϴ
ϭϴϰ
extensional fractures occur as main structural features in the Parsi anticline in the cross section
ϭϴϱ
BB’ in the SE part of the anticline and continue from the top Asmari Formation to the top Gurpi
ϭϴϲ
Formation (Fig. 5b).
ϭϴϳ
In the cross section AAƍ (Fig. 8) the presence of wide anticlines and tight synclines in the upper
ϭϴϴ
units and wide synclines and tight anticlines in the lower units of the competent units located
ϭϴϵ
between two main detachment surfaces (Gachsaran and Dashtak formations) above and below
ϭϵϬ
suggest concentric detachment folding according to Dahlstrom (1969) and Sherkati (2005). Also,
ϭϵϭ
the operation of a minor detachment level above the Ilam- Sarvak Formations originating from
ϭϵϮ
Pabdeh-Gurpi Formations have caused the formation of rabbit ear structures (Sherkati, 2004,
ϭϵϯ
2006) in the left limb of the Paranj anticline in this section (Fig. 8). The variable thickness (~ 0-4
ϭϵϰ
km) Gachsaran Formation separates the Karanj, Paranj and Parsi anticlines below from a
ϭϵϱ
syncline in the overlying Mishan and Aghajari formations.
ϭϵϲ
The best-fit function for the data plotted on the detachment depth against cumulative
ϭϵϳ
stratigraphic thickness graph intersects the cumulative thickness axis at the depth of 10 km (Fig.
ϭϵϴ
9a). According to the work of Sherkati et al. (2005, 2006) on Dezful Embayment this depth
ϭϵϵ
corresponds to the depth of the Paleozoic sequences. Furthermore, the best-fit function for the
ϮϬϬ
data plotted on the excess area against depth graph for the horizons intersects the depth axis
ϮϬϭ
(detachment depth) between 11-12 km depth corresponding to the base of Lower Paleozoic
ϮϬϮ
sequence (Top of the Hormoz equivalent as a basal detachment in the study area) (Fig 9b). Since
ϮϬϯ
the maximum depth to which seismic profiles are shown in the study area is ~ 6 km, we were not
ϮϬϰ
able to display the basal detachment on the profiles and cross sections.
ϮϬϱ
According to the Jamison graphs (Jamison 1987) (Fig. 10), the forelimb of folds became
ϮϬϲ
thickened (~10%) and anticlines become tighter from the NW to the SE. The total shortening
ϵ
ϮϬϳ
amounts from NW to SE part of the area (from AAƍ to DDƍ) are changed between 21% in section
ϮϬϴ
AAƍ and 15% in sections BBƍ, CCƍ and 12% in section DDƍ which was accommodated by the
ϮϬϵ
thrusts. The shortening changes may be due to the changes of slip amount at the fault surface.
ϮϭϬ
The amount of slip decreases from the core of fault which is generally common at the thrust
Ϯϭϭ
faults (Maerten et al., 2002; Mueller, 2017).
ϮϭϮ Ϯϭϯ
4.1.2 Along-strike variation in the studied oilfields
Ϯϭϰ
According to the interpretation of the 2D seismic sections and balanced cross sections of the
Ϯϭϱ
Karanj, Paranj and Parsi oilfields within the Dezful Embayment, SW Iran, the geometry of the
Ϯϭϲ
anticlines varies from NW to SE of the study area, that is, along strike of the anticlines. From
Ϯϭϳ
NW to SE, the Karanj anticline appears as a popup structure in the NW to the central part of the
Ϯϭϴ
study area. In the SE part, the Karanj anticline does not display the same backthrust and popup
Ϯϭϵ
geometry.
ϮϮϬ
According to the Jamison graphs (Jamison 1987) (Fig. 7), the forelimb of folds became
ϮϮϭ
thickened (~10%) and anticlines become tighter from the NW to the SE. A 3D structural model
ϮϮϮ
constructed from the balanced cross-sections provides better insights on the structural style of the
ϮϮϯ
anticlines (Fig. 11a). The anticlines become tighter with interlimb angle (ࠧ) varies ~100°-70°
ϮϮϰ
from the NW to the SE (Fig. 10). The axis of the anticlines has a curved shape in particular
ϮϮϱ
along the Karanj anticline, and the highest amount of deformation has occurred in the central part
ϮϮϲ
of the structure which causes the structural culmination in this region (Fig. 11a). This may be
ϮϮϳ
due to the different amount of displecment along fault surface, which may also explain the
ϮϮϴ
structural culmination in this region (Fig. 11a). The Paranj anticline has a different attitude of the
ϮϮϵ
axial plane (such as dip and number of axial planes) from NW to the central part. In the NW part,
ϮϯϬ
four axial planes can be recognized. This part shows box fold shape on seismic section (Fig. 11a) ϭϬ
Ϯϯϭ
and the existence of two thrust faults with opposite vergence between the Karanj/Paranj and
ϮϯϮ
Paranj/Parsi anticlines may have subsided the Paranj anticline (Fig. 5). Furthermore, two oblique
Ϯϯϯ
reverse faults are extended in the Paranj anticline from central to the SE part of the area (Fig.
Ϯϯϰ
11a) and in SE part they created new structural closure near to the Karanj anticline (Fig. 11a).
Ϯϯϱ Ϯϯϲ
4.1.3. Basement-involved shortening
Ϯϯϳ
There are many tear fault systems in the central part of the ZFTB, which have often been seen as
Ϯϯϴ
inherited basement-level faults (e.g., Falcon, 1969; Barzegar, 1994; Berberian, 1995; Talbot and
Ϯϯϵ
Alavi, 1996; Hessami et al., 2001a; Bahroudi and Talbot, 2003; Authemayou et al., 2005;
ϮϰϬ
Mouthereau et al., 2006, 2007; Alavi, 2007). The High Zagros Fault (HZF), the Mountain Front
Ϯϰϭ
Fault (MFF) and the Zagros Foredeep Fault (ZFF) are in the first group of basement faults (Fig.
ϮϰϮ
1). The N-S trending basement faults and the Izeh-Hendijan Fault (IZHF), the Kharg-Mish Fault
Ϯϰϯ
(KMF), and the Kazerun Fault(KZF) formed in the latest Proterozoic and early Cambrian in the
Ϯϰϰ
Arabian basement (Beydoun, 1991) and the Triassic and Late Cretaceous, respectively.
Ϯϰϱ
So far, the existence and orientation of the IZHF has been investigated in the neighboring
Ϯϰϲ
anticlines of the study area (e.g. Falcon, 1969; Sherkati and Letouzey, 2004; Ahmadhadi et al.,
Ϯϰϳ
2008; Vatandoust and Farzipoure Saein, 2017) (Fig. 1).
Ϯϰϴ
Based on the specific shape of the Karanj anticline in the seismic profile (see Fig 3 for location)
Ϯϰϵ
the partial coupling of the sedimentary cover (competent strata) and the basement (Fig. 12a) in
ϮϱϬ
the Karanj anticline indicate the position of the IZHF basement fault. This is compared with the
Ϯϱϭ
Jackson and Hudec (2017) model, which has defined the coupling between basement and cover
ϮϱϮ
as a mechanical connectivity between basement faulting under and overburden faulting above the
Ϯϱϯ
detachment. Fully coupled faults have a strong penetration throughout the salt layer and
ϭϭ
Ϯϱϰ
topography mimics basement relief (Fig. 12b). The most usual outline is partial coupling,
Ϯϱϱ
wherein the basement fault does not penetrate the salt and is overlain by a monocline draped over
Ϯϱϲ
the master basement fault (Fig. 12c). Decoupling ensues because the salt flows to fill in the relief
Ϯϱϳ
generated by basement faulting (Fig. 12d) and is promoted by small basement-fault offset, slow
Ϯϱϴ
faulting, and thick or low-viscosity evaporites. Therefore, it can be concluded that the monocline
Ϯϱϵ
in the Karanj anticline can mark the position of the IZHF and the increasing deformation from
ϮϲϬ
central to the SE part of the studied anticlines (figs.10 and 11) could be affected by the existence
Ϯϲϭ
and reactivation of this basement fault (Fig. 1).
ϮϲϮ Ϯϲϯ
4.2 Kinematic evolution of the study area
Ϯϲϰ
4.2.1. Amplification mechanism
Ϯϲϱ
In order to analyze the kinematic evolution of the anticlines a cross-section (Fig. 5a) from the
Ϯϲϲ
studied anticlines was restored by parallel kink method because dip of layers in folds changes at
Ϯϲϳ
small distance as previously done in the Dezful Embayment by Sarkarinejad et al. (2017).
Ϯϲϴ
Restoration done to determine the timing of fold development and to measure the required
Ϯϲϵ
parameters for the amplification mechanism analysis (Butler and Lickorish, 1997; Poblet et al.,
ϮϳϬ
2004, Valero et al., 2015). Restoration has been applied by the “flattening on horizon” method
Ϯϳϭ
using Move (2013) software (Petex). Figure 13 shows the results of the decompaction of the
ϮϳϮ
seismic section AAƍ. The folding of the Asmari and older formations and flow of the Gachsaran
Ϯϳϯ
incompetent units, as a result of folding, were started at the time of deposition of the Gachsaran
Ϯϳϰ
Formation in middle Miocene time. To analyze the amplification mechanisms responsible for the
Ϯϳϱ
development of the Karanj, Paranj and Parsi anticlines, an indirect technique has been employed
Ϯϳϲ
(Butler and Lickorish, 1997; Poblet et al., 2004, Valero et al., 2015). Following Poblet and
ϭϮ
Ϯϳϳ
McClay (1996), four different geometric and kinematic models may be used to evaluate the
Ϯϳϴ
kinematics of individual folds with a detachment mechanism in which a homogeneous competent
Ϯϳϵ
unit detached over a ductile unit. In Model 1 (Mitchell and Woodward, 1988) the dip of the fold
ϮϴϬ
limb is kept constant and limb lengthening results in fold amplification. In Model 2 (De Sitter,
Ϯϴϭ
1956) limb length is constant and limb rotation is the main mechanism for anticline growth. The
ϮϴϮ
basis of Model 3 (Dahlstrom, 1990) is the law of conservation of area for both the competent and
Ϯϴϯ
the ductile unit, and both mechanisms of limb rotation and limb lengthening are responsible for
Ϯϴϰ
shortening. Model 4 (Blay et al., 1977) indicates that both limb rotation and limb lengthening
Ϯϴϱ
accommodate fold amplification, but the point of intersection of the axial surface is fixed such
Ϯϴϲ
that it occurs on the detachment surface (Fig. 14a).
Ϯϴϳ
In this technique, at first the shortening, forelimb dip, axial plane dip and interlimb angle of the
Ϯϴϴ
anticlines in the present-day deformed section (Fig. 13) and in each of the stepwise restored
Ϯϴϵ
sections are measured. The results are plotted versus shortening, and the best-fit functions of the
ϮϵϬ
plotted data constructed (Fig. 14b).
Ϯϵϭ
Comparing the shape of the best-fit functions with functions for the same parameters obtained
ϮϵϮ
from forward models of simple folds resulting from horizontal compression of Poblet and
Ϯϵϯ
McClay (1996), demonstrate that the kinematic evolution of the Karanj, Paranj and Parsi
Ϯϵϰ
anticlines are in accordance with Model 2 (De Sitter, 1990) (Fig. 14a). This model is
Ϯϵϱ
characterized by fold limbs with variable dip and constant length and the mechanism of fold
Ϯϵϲ
growth is purely limb rotation (Fig. 14a).
Ϯϵϳ Ϯϵϴ
4.2.2. Geometry of syn-tectonic sediments
ϭϯ
Ϯϵϵ
In the field of fault-related folding, kink-band migration (active-hinge folding) and progressive
ϯϬϬ
limb rotation (fixed-hinge folding) are two important mechanisms of folding (Shaw et al., 2005).
ϯϬϭ
The geometry of syn-tectonic sediments are affected by these two folding mechanisms. During
ϯϬϮ
folding by kink-band migration, material moves across the axial surfaces and therefore the width
ϯϬϯ
of the limbs increase, but the dip is kept constant (Suppe et al., 1992). This can be clearly
ϯϬϰ
observed in the case of fault-bend folding (Fig. 15a). The axial surfaces in the pre-growth strata
ϯϬϱ
(Asmari, Pabdeh, Gurpi and Ilam-Sarvak formations) are parallel.
ϯϬϲ
Migration of material through the axial surfaces progressively extend the rock volume. At the
ϯϬϳ
end of the folding process in the fault-bend fold type, deformation is distributed along the fold
ϯϬϴ
limb (Salvini and Storti, 2004). Once the syn-tectonic sedimentation exceeds the uplift of the
ϯϬϵ
growing anticline, a narrowing kink band with converging axial surfaces develop (Suppe et al.
ϯϭϬ
1992; Shaw et al., 2005). During folding via the limb rotation mechanism, the limb dip
ϯϭϭ
progressively increases (Fig. 15a; Poblet and McClay, 1996; Shaw et al., 2005). In this case, the
ϯϭϮ
rock volume within the axial surfaces is not varied during folding. In the case of limb rotation,
ϯϭϯ
the fold has a narrow, strongly deformed area around the axial surface. The deformation
ϯϭϰ
decreases from the axial surface area towards the limbs (Salvini and Storti, 2004). This type of
ϯϭϱ
folding mechanism is an important for the development of
ϯϭϲ
McClay1996). In the case of Karanj and Parsi anticlines the thickening and fanning pattern of the
ϯϭϳ
members 5- 7 of the Gachsaran Formation (Abdolahie Fard et al., 2011)can be observed towards
ϯϭϴ
the crest of the anticline (Fig. 15b). The fanning pattern of growth strata reveals the start of
ϯϭϵ
folding simultaneous with deposition of Gachsaran Formation and a progressive limb rotation
ϯϮϬ
mechanism of folding (Shaw et al., 2005) (Fig. 15a), as described by the amplification
ϯϮϭ
mechanism method (Figs 13, 14). With continuing folding members 1-4, the major incompetent
ϭϰ
detachment folds (Poblet and
ϯϮϮ
units within the Gachsaran Formation began to migrate simultaneously with the deposition
ϯϮϯ
(Fig.15b).
ϯϮϰ ϯϮϱ
5. Discussions
ϯϮϲ
Detachment folds are formed due to shortening of rock assemblages above a detachment surface,
ϯϮϳ
a low-angle fault, which may be (sub) parallel to a sedimentary horizon. (Poblet et al., 1997;
ϯϮϴ
Rowan, 1997; Peacock et al., 2000; Scharer et al., 2014). This type of folding is developed in
ϯϮϵ
competent rocks cored by enough mobile material to fill the developing structure (Homza and
ϯϯϬ
Wallace, 1995; Stewart, 1996). In the absence of incompetent and mobile material to fill the
ϯϯϭ
amplifying fold, the folding process stops and the shortening may be compensated by faulting
ϯϯϮ
(Stewart, 1996).
ϯϯϯ
The results of this work revealed that the subsurface Karanj, Paranj and Parsi anticlines, located
ϯϯϰ
very close to the Mountain Front Fault formed on the equivalent Hormoz series as a basal
ϯϯϱ
detachment and Dashtak or Pabdeh-Gurpi formations as intermediate detachments. These
ϯϯϲ
detachments have been previously introduced in other parts of the Dezful Embayment (Sherkati
ϯϯϳ
et al., 2005; Jahani et al., 2009). The presence of two main detachment levels (Gachsaran and
ϯϯϴ
equivalent Hormuz series) above and below the competent units caused the concentric folding
ϯϯϵ
according to Dahlstrom (1969).
ϯϰϬ
5.1. Kinematic evolution
ϯϰϭ
The presence of growth strata in the upper Gachsaran Formation can be observed towards the
ϯϰϮ
anticline that indicates the start of folding simultaneously with the deposition of the Gachsaran
ϯϰϯ
Formation in Middle Miocene time synchronous with the Zagros orogeny as previously
ϯϰϰ
mentioned by Sherkati and Letouzey (2005) in the other parts of the Dezful Embayment. This
ϭϱ
ϯϰϱ
time has already proven using magnetostratigraphic, sedimentology and low-temperature
ϯϰϲ
thermochronometry of Miocene detrial sediments ~ 19.7- 14.8 Ma (Khadivi, 2010).
ϯϰϳ
In the earlier stages of the folding process, the migration of the incompetent formations toward
ϯϰϴ
the core of anticlines produced detachment fold. The folding was followed by a change in
ϯϰϵ
structural style due to progressive deformation and increasing shortening. Limb rotation and/or
ϯϱϬ
hing migration took place during folding (Poblet and McClay, 1996). In the case of the Karanj
ϯϱϭ
and Parsi anticlines the pattern of Gachsaran Formation evolution reflects the progressive limb
ϯϱϮ
rotation resulting from the origin of these symmetric anticlines (Fig. 15).
ϯϱϯ
In all cases, the underlying detachment horizons flow into the core of the fold until no more
ϯϱϰ
material is available (Sherkati and Letouzey, 2004; Sherkati et al., 2005) whereupon the
ϯϱϱ
shortening is accommodated by fault development. The upper detachment gradually thickens
ϯϱϲ
above the shortening competent layers and flows into the synclines that are first formed between
ϯϱϳ
the symmetric anticlines. As shortening is then accommodated by faulting, and the synclines are
ϯϱϴ
overridden by the faulted anticline limbs, the overlying detachment horizon thickens and the
ϯϱϵ
layers above, the Mishan and the Aghajari Formation, may then in turn be folded as the Zagros
ϯϲϬ
Orogeny progresses and the upward ductile flow of members 1-4 of the Gachsaran Formation
ϯϲϭ
with continued shortening. These processes leads to the propagation of a thrust fault in the upper
ϯϲϮ
competent strata and finally leads to outcropping of the Gachsaran Formation on the Earth
ϯϲϯ
surface (figs.13 and 16). This suggests that folding of compentent layers between detachments in
ϯϲϰ
a prolonged orogenic event may be a pulsed or long-lived event that propagates up through the
ϯϲϱ
sedimentary succession as older layers fold, forcing deformation in overlying, mobile, younger
ϯϲϲ
layers.
ϭϲ
ϯϲϳ
Faulting of fold limbs and the development of faulted detachment folds usually occurs due to
ϯϲϴ
high strains on the fold limbs during limb rotation (Mitra, 2002b)͘So, as it occurred in the Karanj
ϯϲϵ
Anticline, if the two limbs are symmetrical and undergo approximately the same amount of
ϯϳϬ
shortening, the propagation of faults through steep limb segments occurs simultaneously on both
ϯϳϭ
limbs of the anticline. This results into a symmetrical pop-up structure bounded by two faults
ϯϳϮ
dipping toward each other (Fig. 17a). According to the model of detachment folding presented
ϯϳϯ
by Mitra (2002), finally, one of these two faults connects with the basal detachment and controls
ϯϳϰ
future asymmetric growth of the structure, whereas the other fault terminates against the main
ϯϳϱ
fault (Fig. 17a).
ϯϳϲ
This stage can be observed on the cross- sections, which pass through the central part of the
ϯϳϳ
anticlines (cross section CCƍ) (Fig. 17b). As shown in Figure 8, the pop up structure in the Karanj
ϯϳϴ
anticline continues from NW to the central part of the anticline and the mechanism of folding
ϯϳϵ
changes to a fault propagation geometry both in the Karanj and Parsi anticlines by developing
ϯϴϬ
thrusts in the steeper forelimb from the NW to the central part. A significant character of this
ϯϴϭ
cross section is the generation and development of a double thrust in the forelimb and a potential
ϯϴϮ
trishear zone in the Parsi anticline (high dip of the bedding reduces the quality of seismic
ϯϴϯ
images) (Fig. 17b). Thrusts formed in the middle detachment and grew upward during
ϯϴϰ
progressive folding from a faulted detachment fold (Mitra 2002, 2003). The Parsi anticline
ϯϴϱ
shows a trishear fault-propagation fold model (Fig. 17b). In this model slip on the fault is
ϯϴϲ
dissipated within a triangular deformation zone (Fig. 17c) (Erslev, 1991; Erslev and Mayborn,
ϯϴϳ
1997). The deformation is concentrated within a narrow area immediately above the fault and
ϯϴϴ
spreads to a wider zone in higher stratigraphic units. The deformation zone also can widen with
ϯϴϵ
progressive deformation, with the intensity of deformation decreasing away from the fault on
ϭϳ
ϯϵϬ
either side (Erslev, 1991; Erslev and Mayborn, 1997; Hardy and Ford, 1997; Almendinger,
ϯϵϭ
1998). The trishear model provides a simple mechanism for distributing shear from the tip of a
ϯϵϮ
fault to a widening zone. The distribution of deformation along the Paranj anticline is different
ϯϵϯ
from the other two anticlines. Due to the operation of the thrust faults on both side as well as
ϯϵϰ
more overburden thickness, the Paranj anticline has subsided and lies deeper than other two
ϯϵϱ
anticlines.
ϯϵϲ ϯϵϳ
6. Conclusions
ϯϵϴ
The structural analysis and kinematic evolution of this study demonstrated that, consistent with
ϯϵϵ
previous studies, the structural style and kinematic evolution of a sequence including a viscous
ϰϬϬ
layer in addition to the shortening could be controlled by different parameters. These parameters
ϰϬϭ
are including the flow of the viscous layer above and below the folded strata, presence and
ϰϬϮ
reactivation of the basement faults. For example structural analysis of the subsurface anticlines
ϰϬϯ
of the Karanj, Paranj and Parsi oilfields in the Dezful Embayment, SW Zagros, Iran reveals that
ϰϬϰ
different mechanisms of folding from detachment to fault propagation folding were acting in the
ϰϬϱ
progressive development of these anticlines. Based on our kinematic analysis, these anticlines
ϰϬϲ
formed as detachment folds on equivalent Hormuz series as a basal detachment horizon in the
ϰϬϳ
earlier stages of deformation. The results of amplification mechanism analysis in addition to the
ϰϬϴ
growth strata in the Karanj and Parsi anticlines reveal that the onset of folding was in the Middle
ϰϬϵ
Miocene time and the main active process in the evolution of folding was limb rotation. The
ϰϭϬ
present day geometry of the anticlines in the study area largly influenced by the flow and
ϰϭϭ
migration of the upper detachment horizon (Gachsaran Formation) during the folding, which in
ϰϭϮ
itself resulted in disharmony between the upper and lower incompetent units. This suggests that
ϰϭϯ
folding of compentent layers between detachments in a prolonged orogenic event may be a ϭϴ
ϰϭϰ
pulsed or long-lived event that propagates (toward SW) up through the sedimentary succession
ϰϭϱ
as older layers fold, forcing deformation in overlying, mobile, younger layers and decoupling the
ϰϭϲ
subsurface deformation from structures visible at the surface.
ϰϭϳ ϰϭϴ
Acknowledgements
ϰϭϵ
The research is supported by the Shiraz University Research Council (SURC) grant, which is
ϰϮϬ
gratefully acknowledged. The authors thank the Exploration Directorate of the National Iranian
ϰϮϭ
South Oil Company (NISOC) for providing the data. Constructive comments by Soumyajit
ϰϮϮ
Mukherjee and two anonymous reviewers improved the scientific content of the manuscript.
ϰϮϯ ϰϮϰ ϰϮϱ
References
ϰϮϲ
- Abdollahie Fard, I., Braathen, A., Mokhtari, M., Alavi, SA., 2006. Interaction of the Zagros
ϰϮϳ
Fold-Thrust Belt and the Arabian-type, deep-seated folds in the Abadan Plain and the Dezful
ϰϮϴ
Embayment, SW Iran. Pet Geosci 12, 347–362.
ϰϮϵ
- Agard, P., Omrani, J., Jolivet, J.,Mouthereau, F. 2005. Convergence history across Zagros
ϰϯϬ
(Iran): constraints from collisional and earlier deformation. Int J Earth Sci 94, 401–19.
ϰϯϭ
- Ahmadhadi, F., Daniel, J. M., Azzizadeh, M., Lacombe, O., 2008. Evidence for pre-folding
ϰϯϮ
vein development in the Oligo–Miocene Asmari Formation in the Central Zagros Fold Belt, Iran.
ϰϯϯ
Tectonics, 27, 1-22.
ϰϯϰ
- Alavi, M. 1994. Tectonics of the Zagros orogenic belt of Iran: new data and interpretations.
ϰϯϱ
Tectonophysics 229, 211–38.
ϰϯϲ
- Alavi, M., 2007. Structures of the Zagros fold-thrust belt in Iran. Am. J. Sci. 307, 1064-1095.
ϰϯϳ
-Alipoor, R., Alavi, S.A., Fard, I.A., Ghassemi, M.R., Mohseni, H., Mokhtari, M., Golalzadeh,
ϰϯϴ
A., 2019. Structural analysis of the Aghajari and Pazanan anticlines, Dezful Embayment, SW
ϰϯϵ
Iran. Journal of Petroleum Science and Engineering 176, 27–42.
ϭϵ
ϰϰϬ
- Allen, M., 2010. The nature of the Dezful Embayment and the Balarud Line in the Iranian
ϰϰϭ
Zagros, EGU General Assembly, 12 (Abstract).
ϰϰϮ
- Allen, M.B., Talebian, M., 2011. 'Structural variation along the Zagros and the nature of the
ϰϰϯ
Dezful Embayment. Geol Mag, 148, 911-924.
ϰϰϰ
- Alizadeh, B., Sarafdokht, H., Rajabi, M., Opera, A., Janbaz, M., 2012. Organic Geochemistry
ϰϰϱ
and petrography of Kazhdumi (Albian-Cenomanian) and Pabdeh (paleogene) potential source
ϰϰϲ
rock in Southern part of the Dezful Embayment, Iran. Org Geochem, 49, 36-46.
ϰϰϳ
- Almendinger, R., 1998. Inverse and forward numerical modeling of trishear fault propagation
ϰϰϴ
folds: Tectonics, 17, 640–656.
ϰϰϵ
- Authemayou, C., Bellier, O., Chardon, D., Malekzade, Z., Abassi, M., 2005. Role of the
ϰϱϬ
Kazerun fault system in active deformation of the Zagros fold-and-thrust belt (Iran). Cr GeoSci
ϰϱϭ
337, 539–45.
ϰϱϮ
- Awdal, A. H., Braathen, A., Wennberg, O.P., Sherwani, G.H., 2013. Characteristics of fracture
ϰϱϯ
networks in the Shiranish formation of the Bina Bawi Anticline; comparison with the Taq Taq
ϰϱϰ
field, Zagros, Kurdistan, NE Iraq. Petroleum Geoscience, 19, 139-155.
ϰϱϱ
- Bahroudi, A., Talbot, C. J., 2003. The configuration of the basement beneath the Zagros Basin.
ϰϱϲ
J. Petroleum Geol. 26, 257–82.
ϰϱϳ
- Barzegar, F. 1994. Basement Fault Mapping of Zagros Folded Belt (SW Iran) Based on Space-
ϰϱϴ
Born Remotely Sensed Data. Proceeding of the 10th Thematic Conference on Geologic Remote
ϰϱϵ
Sensing: Exploration, Environment and Engineering, San Antonio, 9-12 May 1994, 455-466.
ϰϲϬ
- Berberian, M., King, G., 1981. Towards a paleogeography and tectonic evolution of Iran. Can J
ϰϲϭ
Earth Sci. 18, 210– 265.
ϰϲϮ
- Berberian, M., 1995. Master “blind” thrust faults hidden under the Zaoros folds: active
ϰϲϯ
basement tectonics and surface morphotectonics. Tectonophysics, 241, 193–224.
ϰϲϰ
- Berra, F., Carminati.,E., 2010. Subsidence history from backstripping analysis of the Permo-
ϰϲϱ
Mesozoic succession of the Central Southern Alps (Northern Italy), Basin Res., 22, 952–975.
ϰϲϲ
-Beydoun, Z. R., 1991. Middle East hydrocarbon reserves enhancement, 1975-1990. J.
ϰϲϳ
Petroleum Geol. 14 (I), II-IV.
ϰϲϴ
- Blanc, E-P., Allen, M. B., Inger, S., Hassani, H., 2003. Structural styles in the Zagros simple
ϰϲϵ
folded zone, Iran. J Geol Soc. Lond. 160, 401– 412.
ϮϬ
ϰϳϬ
- Blay, P., Cosgrove, J. W., Summers, J. M., 1977. An experimental investigation of the
ϰϳϭ
development of structures in multilayers under the influence of gravity. J. Geol. Soc. Lond. 133,
ϰϳϮ
329-342.
ϰϳϯ
-Bordenave, M.L., Hegre, J. A., 2005. The influence of tectonics on the entrapment of oil in the
ϰϳϰ
Dezful Embayment, Zagros fold belt, Iran: J. Petroleum Geol. 28, 339-368.
ϰϳϱ
- Brandes, C., Tanner, D.C., 2014. Fault-related folding: A review of kinematic models and their
ϰϳϲ
application: Earth-Sci. Rev, 138, 352-370.
ϰϳϳ
- Bulnes, M., Poblet, J, 1999. Estimating the detachment depth in cross sections involving
ϰϳϴ
detachment folds, Geol Mag, 136, 395-412.
ϰϳϵ
-Butler, R., Lickorish, W.H., 1997. Using high-resolution stratigraphy to date fold and thrust
ϰϴϬ
activity: examples from the Neogene of south-central Sicily. J. Geol. Soc. 154, 633-643.
ϰϴϭ
- Buxtorf, A., 1916, Prognosen und befunde beim Hauenstembasisund Grenchenberg tunnel und
ϰϴϮ
die Bedeutung der letzeren fur die geologie des Juragebirges: Verhandlungen der
ϰϴϯ
Naturforschenden Gesellschaft in Basel, 27, 184–205.
ϰϴϰ
- Carboni,F., Back,S., .Barchi, M.R., 2019. Application of the ads method to predict a “hidden”
ϰϴϱ
basal detachment: nw borneo fold-and-thrust belt, J Struct Geol. 118, 210-223.
ϰϴϲ ϰϴϳ ϰϴϴ ϰϴϵ
- Carruba, S., ;Perotti.C.R., Buonaguro, S., Calabrò, R., Carpi, R., Naini, M., 2006. Structural pattern of the Zagros fold-and-thrust belt in the Dezful Embayment (SW Iran). In book: Styles of Continental Contraction, v414, Geological Society of America, ISBN: 9780813724140, doi:https://doi.org/10.1130/SPE414, Author(s) Stefano Mazzoli;Robert W.H. Butler.
ϰϵϬ
- Casciello, E., Vergés, J., Saura, E., Casini, G., Fernández, N., Blanc, E. J.-P., Homke, S. and
ϰϵϭ
Hunt, D. 2009. Fold patterns and multilayer rheology of the Lurestan Province, Zagros Simply
ϰϵϮ
Folded Belt (Iran). J Geol Soc. Lond. 166, 947–59.
ϰϵϯ
- Chamberlin, R.T., 1910. The Appalachian folds of central Pennsylvania. The Journal of
ϰϵϰ
Geology, 228-251.
ϰϵϱ
- Culshaw, M. G. 2005. From concept towards reality: developing the attributed 3D geological
ϰϵϲ
model of the shallow subsurface. Q J Eng Geol Hydroge, 38, 231-284.
ϰϵϳ
- Dahlstrom, C.D.A., 1969. Balanced cross sections. Can. J. Earth Sci. 6, 743-757.
ϰϵϴ
- Dahlstrom, C. D. A., 1990. Geometric constraints derived from the law of conservation of
ϰϵϵ
volume and applied to evolutionarymodels of detachment folding: AAPG Bulletin, 74, 336–344.
ϱϬϬ ϱϬϭ
- Dasgupta, T, Mukherjee, S., 2019. Sediment Compaction and Applications in Petroleum Geoscience. Springer. ISBN 978-3-030-13442-6. Ϯϭ
ϱϬϮ
- De Sitter, L.V., 1956. Structural Geology. Mcgraw and Hill, New York, p. 521.
ϱϬϯ
- Eichelberger, N.W., Nunns, A.G., Groshong Jr, R.H., Hughes, A.N., 2017. Direct estimation of
ϱϬϰ
fault trajectory from structural relief. AAPG Bulletin 101, 635-653.
ϱϬϱ
-Emami, H., Vergés, J., Nalpas, T., Gillespie, P., Sharp, I., Karpuz, R., Blanc, E. J.-P. Goodarzi,
ϱϬϲ
M. G. H., 2010. Structure of the Mountain Front Flexure along the Anaran anticline in the Pusht-
ϱϬϳ
e Kuh Arc (NW Zagros, Iran): insights from sand box models. J. Geol. Soc. Lon. 330, 155-178.
ϱϬϴ
- Epard, J. L., Groshong, R.H., Jr., 1993. Excess area and depth to detachment. AAPG bulletin
ϱϬϵ
77, 1291-1302.
ϱϭϬ
- Erslev, E. A., 1991, Trishear fault propagation folding: Geology, 19, 617–620.
ϱϭϭ
- Erslev, E. A., and K. R. Mayborn, 1997, Multiple geometries and modes of fault-propagation
ϱϭϮ
folding in the Canadian thrust belt: J Struct Geol. 19, 321–335.
ϱϭϯ
- Fakhari, M. D., Axen, G. J., Horton, B. K., Hassanzadeh, J., Amini, A. 2008. Revised age of
ϱϭϰ
proximal deposits in the Zagros foreland basin and implications for Cenozoic evolution of the
ϱϭϱ
High Zagros. Tectonophysics 451, 170– 85.
ϱϭϲ ϱϭϳ ϱϭϴ ϱϭϵ
- Falcon, N.L.,1969. Problems of the Relationship between Surface Structure and Deep Displacements Illustrated by the Zagros Range. Geological Society Special Publication, London, 3, 9-22. - Falcon, N. L., 1974. Southern Iran: Zagros Mountains, In: A.M. Spencer (ed.), Mesozoic-
ϱϮϬ
Cenozoic orogenic belts, data for orogenic studies. Geol. Soc. Lond. Spec. Publ., 4, 199–211.
ϱϮϭ ϱϮϮ
- Fleuty, M. J., 1964, The description of folds. London: Proceedings of the Geologists’ Association 75: 461–492.
ϱϮϯ
- Frizon de Lamotte, D., Raulin, C., Mouchot, N., Wrobel, D.J., Christian, B., Ringenbach, J.C.,
ϱϮϰ
2011. The southernmost margin of the Tethys realm during the Mesozoic and Cenozoic: Initial
ϱϮϱ
geometry
ϱϮϲ
doi.org/10.1029/2010TC002691.
ϱϮϳ
- Ghanadian, M., Faghih, A., Abdollahie Fard, I., Kusky, T., Maleki, M., 2017. On the role of
ϱϮϴ
incompetent strata in the structural evolution of the Zagros fold-thrust belt, Dezful Embayment,
ϱϮϵ
Iran. Mar Petrol Geol 81, 320–333.
ϱϯϬ
- Gholipour, AM., 1998. Patterns and structural positions of productive fractures in the Asmari
ϱϯϭ
reservoirs, Southwest 424 Fractures in the Asmari Formation, Aghajari Anticline, SW Iran
ϱϯϮ
Saein.indd 424 14/09/2017 16:23:55 Iran. Journal of Canadian Petroleum Technology, 37, 44–
ϱϯϯ
50.
and
timing
of
the
inversion
ϮϮ
processes.
Tectonics
30,
TC3002,
ϱϯϰ
- Groshong, R.H., Jr., 1994. Area balance, depth to detachment, and strain in extension.
ϱϯϱ
Tectonics 13, 1488-1497.
ϱϯϲ
- Groshong, R.H., Jr., 2015. Quality control and risk assessment of seismic profiles using area-
ϱϯϳ
depth-strain analysis. Interpretation 3, SAA1-SAA15.
ϱϯϴ
- Groshong, R.H., Jr., Bond, C., Gibbs, A., Ratliff, R., Wiltschko, D.V., 2012a. Preface:
ϱϯϵ
Structural balancing at the start of the 21st century: 100 years since Chamberlin. J Struct Geol.
ϱϰϬ
41, 1-5.
ϱϰϭ
- Groshong, R.H., Jr., Withjack, M.O., Schlische, R.W., Hidayah, T.N., 2012b. Bed length does
ϱϰϮ
not remain constant during deformation: Recognition and why it matters. J Struct Geol. 41, 86-
ϱϰϯ
97.
ϱϰϰ
- Gonzalez-Mieres, R., Suppe, J., 2006. Relief and shortening in detachment folds. J Struct Geol.
ϱϰϱ
28, 1785-1807.
ϱϰϲ
- Hardy, S., and Ford, M., 1997. Numerical modeling of trishear faultpropagation folding and
ϱϰϳ
associated growth strata: Tectonics, 16, 841–854.
ϱϰϴ
- Hessami, K., Koyi, H., Talbot, C., 2001a. The significance of strike-slip faulting in the
ϱϰϵ
basement of the Zagros fold and thrust belt. J. Petroleum Geol. 24, 5–28.
ϱϱϬ
- Homke, S., Vergés, J., Garcés, M., Emami, H., Karpuz, R., 2004. Magnetostratigraphy of
ϱϱϭ
Miocene–Pliocene Zagros foreland deposits in the front of the Push-e Kush Arc (Lurestan
ϱϱϮ
Province, Iran). EPSL. 225, 397–410.
ϱϱϯ
- Homza, T.X., Wallace, W.K., 1995. Geometric and kinematic models for detachment folds
ϱϱϰ
with fixed and variable detachment depths. J. Struct. Geol., 17, 575–588.
ϱϱϱ
- Jackson, M. P. A., Hudec, M. R., 2017. Salt tectonics: principles and practice, cambridge,
ϱϱϲ
XQLWHGNLQJGRPQHZ\RUNQ\XVDFDPEULGJHXQLYHUVLW\SUHVVSS
ϱϱϳ
-Jahani, S., Callot, JP., Letouzey, J., Frizon de Lamotte, D., 2009. The eastern termination of the
ϱϱϴ
F-FATB, Iran: structures, evolution, and relationships between salt plugs, folding, and faulting.
ϱϱϵ
Tectonics 28,1–22.
ϱϲϬ
- Jamison, WR., 1987. Geometric analysis of fold development in overthrust terranes. J Struct
ϱϲϭ
Geol 9, 207–219.
ϱϲϮ
- Kazemi, K., 2009. Seismic imaging of thrust fault structures in Zagros Iranian oil fields, from
ϱϲϯ
subsurface and well data, 71st EAGE Conference and Exhibition, Amsterdam, The
ϱϲϰ
Netherlands.43. Ϯϯ
ϱϲϱ
- Kent, WN, Dasgupta, U., 2004. Structural evolution in response to fold and thrust belt tectonics
ϱϲϲ
in northern Assam. A key to hydrocarbon exploration in the Jaipur anticline area. J Mar Pet Geol
ϱϲϳ
21, 785–803.
ϱϲϴ
- Khadivi, S., Mouthereau, F., Larrasoaña, J. C., Vergés, J., Lacombe, O., Khademi, E., Beamud,
ϱϲϵ
E., Melintedobrinescu, M., Suc, J. P., 2010. Magnetochronology of synorogenic Miocene
ϱϳϬ
foreland sediments in the Fars arc of the Zagros Folded Belt (SE Iran). Basin Research 22, 918–
ϱϳϭ
32.
ϱϳϮ ϱϳϯ ϱϳϰ
- Khodabakhshnejad, A., Arian, M., Pourkemani, M., 2015. Folding Mechanism in the Asmari Anticline, Zagros, Iran. Open Journal of Geology, 5, 197-208. - Koyi, H., 1988. Experimental modeling of role of gravity and lateral shortening in Zagros
ϱϳϱ
mountain belt. AAPG Bulletin. 72, 1381–1394.
ϱϳϲ
- Lacombe, O., Mouthereau, F., Kargar, S., Meyer, B., 2006. Late Cenozoic and modern stress
ϱϳϳ
fields in the western Fars (Iran): implications for the tectonic and kinematic evolution of central
ϱϳϴ
Zagros. Tectonics 25, TC1003, doi:10.1029/2005TC001831.
ϱϳϵ
- Maerten, L., Gillespie, P., Pollard, D.D., 2002. Effects of local stress perturbation on secondary
ϱϴϬ
fault development, Journal of Structural Geology, 24, 145-153.
ϱϴϭ
-Mcquarrie, N., 2004. Crustal scale geometry of the Zagros fold–thrust belt, Iran. J Struct Geol.
ϱϴϮ
26, 519–535.
ϱϴϯ
- Mitchell, M. M., Woodward, N. B., 1988. Kink detachment fold in the southwest Montana fold
ϱϴϰ
and thrust belt. Geology 16, 162-165.
ϱϴϱ
- Misra AA, Mukherjee S.2018. Atlas of Structural Geological Interpretation from Seismic
ϱϴϲ
Images. Wiley Blackwell. ISBN: 978-1-119-15832-5.
ϱϴϳ
- Mitra, S., 1990. Fault-propagation folds: geometry, kinematic evolution, and hydrocarbon traps.
ϱϴϴ
Am Assoc Pet Geol Bull 74, 921–945.
ϱϴϵ
-Mitra, S., 2002. Structural models of faulted detachment folds. Am Assoc Pet Geol Bull 86,
ϱϵϬ
1673–1694.
ϱϵϭ
- Mitra, S., 2003. A unifed kinematic model for the evolution of detachment folds. J Struct Geol
ϱϵϮ
25,1659–1673.
ϱϵϯ
- Mouthereau, F., Lacombe, O., Meyer, B., 2006. The Zagros folded belt (Fars, Iran): constraints
ϱϵϰ
from topography and critical wedge modelling. Geophys J Int. 165, 336–56.
ϱϵϱ
- Mouthereau F., Lacombe O., Tensi J., Bellahsen N., Kargar S., Amrouch K. 2007. Mechanical
ϱϵϲ
Constraints on the Development of the Zagros Folded Belt (Fars). In: Lacombe O., Roure F., Ϯϰ
ϱϵϳ
Lavé J., Vergés J. (eds) Thrust Belts and Foreland Basins. Frontiers in Earth Sciences. Springer,
ϱϵϴ
Berlin, Heidelberg.
ϱϵϵ
- Mouthereau, F., Lacombe, O., Vergés, J., 2012. Building the Zagros collisional orogen:
ϲϬϬ
Timing, strain distribution and the dynamics of Arabia/Eurasia plate convergence, Tectonophys.,
ϲϬϭ
532–535, 27–60.
ϲϬϮ ϲϬϯ ϲϬϰ
- Motiei, H., 1995. Petroleum Geology of Zagros. Geological Survey of Iran Publications (In Farsi). - Mukherjee, S ., 2014. Review of fanking structures in meso- and microscales. Geol Mag 151,
ϲϬϱ
957–974.
ϲϬϲ
- Mukherjee, S., 2015. A review on out-of-sequence deformation in the Himalaya. In: Mukherjee
ϲϬϳ
S, Carosi R, van der Beek P, Mukherjee BK, Robinson D (Eds) Tectonics of the Himalaya.
ϲϬϴ
Geological Society, London. Special Publications 412, 67-109.
ϲϬϵ
- Mukherjee, S., 2017. Airy’s isostatic model: a proposal for a realistic case. Arabian Journal of
ϲϭϬ
Geosciences 10: 268.
ϲϭϭ
- Mukherjee, S., 2018a. Moment of inertia for rock blocks subject to bookshelf faulting with
ϲϭϮ
geologically plausible density distributions. Journal of Earth System Science 127:80.
ϲϭϯ
- Mukherjee S. 2018b. Locating center of gravity in geological contexts. International Journal of
ϲϭϰ
Earth Sciences 107, 1935-1939.
ϲϭϱ
- Mukherjee, S., 2018c. Locating center of pressure in 2D geological situations. The Journal of
ϲϭϲ
Indian Geophysical Union22, 49-51.
ϲϭϳ
-Najafi, M., Vergés, J., Etemad-Saeed, N., Karimnejad, H.R., 2018. Folding, thrusting and
ϲϭϴ
diapirism: Competing mechanisms for shaping the structure of the north Dezful Embayment,
ϲϭϵ
Zagros, Iran. Basin Research 30, 1200–1229.
ϲϮϬ
- Nilforoushan, F., 2003. GPS network monitors the arabiaeurasia collision deformation in Iran. J
ϲϮϭ
Geodesy. 77, 411–422.
ϲϮϮ
- Peacock, D.C.P., Knipe, R.J., Sanderson, D.J., 2000a. Glossary of normal faults. J Struct Geol.
ϲϮϯ
22, 291–305.
ϲϮϰ
- Pireh, A., Alavi, S.A., Ghassemi. M.R., Shaban, A., 2015. Analysis of natural fractures and
ϲϮϱ
effect of deformation intensity on fracture density in Garau Formation for shale gas development
ϲϮϲ
within two anticlines of Zagros fold and thrust belt, Iran. Journal of Petroleum Science and
ϲϮϳ
Engineering 125, 162–180.
Ϯϱ
ϲϮϴ
- Pirouz, M., Avouac, J.P., Gualandi, A., Hassanzadeh, J., Sternai, P., 2017. Flexural bending of
ϲϮϵ
the Zagros foreland basin. Geophys. J. Int. 210, 1659–1680.
ϲϯϬ
- Poblet, J., Hardy, S., 1995. Reverse modelling of detachment folds; application to the Pico del
ϲϯϭ
Aguila anticline in the South Central Pyrenees (Spain). J. Struct. Geol. 17, 1707-1724.
ϲϯϮ
- Poblet, J., Mcclay, KR., 1996. Geometry and kinematic of single layer detachment folds. Am
ϲϯϯ
Assoc Pet Geol Bull 80, 1085–1109.
ϲϯϰ
- Poblet, J., mcclay, K., Storti, F., Munoz, J.A., 1997. Geometries of syntectonic sedi- ~ ments
ϲϯϱ
associated with single-layer detachment fold. J. Struct. Geol. 19 (3-4), 369- 381.
ϲϯϲ
- Poblet, J., Bulnes, M., mcclay, K., Hardy, S., 2004. Plots of crestal structural relief and fold
ϲϯϳ
area versus shortening: a graphical technique to unravel the kinematics of thrust-related folds. In:
ϲϯϴ
mcclay, K. (ed.), Thrust Tectonics and Hydrocarbon Systems, vol. 82. Am Assoc Pet Geol Bull.
ϲϯϵ
372-399.
ϲϰϬ
- Rabbani, A.R., Bagheri Tirtashi, R., 2010. Hydrocarbon Source Rock Evaluation of the Super
ϲϰϭ
Giant Ahwaz Oil Field, SW Iran. AJBAS, 4, 673-686.
ϲϰϮ
- Ramsay, J.G., 1967. Folding and fracturing of rocks: mcgraw-Hill, New York, 568 p.
ϲϰϯ
- Rowan, M. G., Weimer, P., Flemings, P. B., 1997. Three-dimensional geometry and evolution
ϲϰϰ
of a composite. Multi-level salt system. Western Eugene Island, offshore Louisiana.
ϲϰϱ
Trunsucrions of the Gulf Coast Asociation of Geological Societis, 44, 64 l-648.
ϲϰϲ
- Ruh, J.B., Hirt, A.M., Burg, J.P., Mohammadi, A., 2014. Forward propagation of the Zagros
ϲϰϳ
Simply Folded Belt constrained from magnetostratigraphy of growth strata. Tectonics 33, 1534–
ϲϰϴ
1551.
ϲϰϵ
- Saura, E., Vergés, J., Homke, S., Blanc, E. J.-P., Serrakiel, J., Bernaola, G., Casciello, E.,
ϲϱϬ
Fernández, N., Romaire, I., Casini, G., Embry, J.-C., Sharp, I. R. and Hunt, D. W. 2011. Basin
ϲϱϭ
architecture and growth folding of the NW Zagros early foreland basin during the Late
ϲϱϮ
Cretaceous and early Tertiary. J Geol Soc, London, 168, 235–50.
ϲϱϯ
- Sarkarinejad, Kh., Keshavarz, S., Faghih, A., Samani, B., 2017. Kinematic analysis of rock
ϲϱϰ
flow and deformation temperature of the Sirjan thrust sheet, Zagros Orogen, Iran. Geological
ϲϱϱ
Magazine, 154, 147-165.
ϲϱϲ
-Salvini, F., Storti, F., 2004. Active- hinge-folding-related deformation and its role in
ϲϱϳ
hydrocarbon exploration and development. Insights from HCA modeling. Thrust Tectonics and
ϲϱϴ
Hydrocarbon Systems. AAPG Mem, 82, 453-472. Ϯϲ
ϲϱϵ
- Scharer, K.M., Salisbury, J.B., Arrowmith, J.R., Rockwell, T.K., 2014a. Southern San Andreas
ϲϲϬ
fault evaluation field activity: approaches to measuring small geomorphic offsets— challenges
ϲϲϭ
and recommendations for active fault studies. Seismol. Res. Lett. 85 (1), 68–76.
ϲϲϮ
- Scharer, K., Weldon II, R., Streig, A., Fumal, T., 2014b. Paleoearthquakes at Frazier Mountain,
ϲϲϯ
California delimit extent and frequency of past San Andreas fault ruptures along 1857 trace.
ϲϲϰ
Geophys. Res. Lett. 41,527-534.
ϲϲϱ
- Schlische, R.W., Groshong, R.H., Withjack, M.O., Hidayah, T.N., 2014. Quantifying the
ϲϲϲ
geometry, displacements, and subresolution deformation in thrust-ramp anticlines with growth
ϲϲϳ
and erosion: From models to seismic-reflection profile. J Struct Geol. 69, 304-319.
ϲϲϴ
- Schmoker, J.W., Halley, R.B., 1982. Carbonate Porosity Versus Depth: A Predictable Relation
ϲϲϵ
for South Florida, AAPG Bulletin, 66(12), 2561-2570.
ϲϳϬ
- Sclater, J. G., and P. A. F. Christie, 1980, Continental stretching: An explanation of the Post-
ϲϳϭ
Mid-Cretaceous subsidence of the central North Sea Basin: J Geophys Res: Solid Earth. 85,
ϲϳϮ
3711–3739.
ϲϳϯ
- Sepehr, M., Cosgrove, JW., 2004. Structural framework of the Zagros fold-thrust belt, Iran.
ϲϳϰ
Mar Pet Geol 21, 829–843.
ϲϳϱ
- Sepehr, M. And Cosgrove, J., 2005. Role of the Kazerun Fault Zone in the formation and
ϲϳϲ
deformation of the Zagros Fold–Thrust Belt, Iran. Tectonics, 24, 13.
ϲϳϳ
- Shaw, J. H., Connors, C. D., Suppe, J., 2005. Seismic interpretation of contractional fault-
ϲϳϴ
related folds: AAPG Studies in Geology 53, 156.
ϲϳϵ
- Sherkati, S., Letouzey, J., 2004. Variation of structural style and basin evolution in the central
ϲϴϬ
Zagros (Izeh zone and Dezful Embayment), Iran. J Mar Pet Geol. 21, 535–554.
ϲϴϭ
- Sherkati, S., Molinaro, M., Frizon de Lamotte, D., Letouzey, J., 2005. Detachment folding in
ϲϴϮ
the Central and Eastern Zagros fold-belt (Iran): salt mobility, multiple detachments and late
ϲϴϯ
basement control. J Struct Geol. 27, 1680–1696.
ϲϴϰ
- Sherkati, S., Letouzey, J., Frizon de Lamotte, D., 2006. The Central Zagros fold-thrust belt
ϲϴϱ
(Iran): new insights from seismic data, feld observation and sandbox modeling. Tectonics,
ϲϴϲ
25:TC4007. Doi:10.102 9/2004TC001766.
ϲϴϳ - Khadivi, Sh. Tectonic evolution and growth of the Zagros Mountain Belt (Fars, Iran): ϲϴϴ
constraints from magnetostratigraphy, sedimentology and low- temperature thermochronometry.
ϲϴϵ
Earth Sciences. Université Pierre et Marie Curie - Paris VI, 2010. English. Ϯϳ
ϲϵϬ
- Stewart, I., 1996. Coastal uplift on active normal faults: The Eliki Fault, Greece, Geophys. Res.
ϲϵϭ
Lett., 23, 1853–1856.
ϲϵϮ
- Stocklin, J., 1968. Structural history and tectonics of Iran: a review. AAPG Bulletin, 52, 1229–
ϲϵϯ
1258.
ϲϵϰ
- Stocklin, J., 1974. Possible ancient continental margins in Iran. In: The geology of continental
ϲϵϱ
margins. Springer, Berlin. 873–887.
ϲϵϲ
- Suppe, J., Chou, G. T., Hook. S. C., 1992. Rates of folding and faulting determined from
ϲϵϳ
growth strata. In: Thrust Tectonics (edited by mcclay, K. R.). Chapman and Hall, London, 105-
ϲϵϴ
122.
ϲϵϵ
- Takin, M., 1972. Iranian geology and continental drift in the Middle East. Nature, 235,147–
ϳϬϬ
150.
ϳϬϭ
- Talbot, C. J., Alavi, M., 1996. The past of a future syntaxis across the Zagros. In Salt Tectonics
ϳϬϮ
(eds G. I. Alsop, D. J. Blundell & I. Davison), pp. 89–109. Geological Society of London,
ϳϬϯ
Special Publication no. 100.
ϳϬϰ
- Twiss, RJ., Moores, EM., 1992. Structural geology. W. H. Freeman and Company, New York
ϳϬϱ
- Valero, L., Soleimany, B., Bulnes, M., Poblet, J., 2015. Evolution of the Nourooz anticline
ϳϬϲ
(NW Persian Gulf) deciphered using growth strata: Structural inferences to constrain
ϳϬϳ
hydrocarbon exploration in Persian offshore anticlines, Mar Pet Geol. 66, 873- 889.
ϳϬϴ
- Van Buchem, F., Baghbani, D., Bullot, L., Caron, M., Gaumet, F., Hosseini, A., Immenhauser,
ϳϬϵ
A., Keyvani, F., Schroeder, R., Vedrenne, V., Vincent, B., 2006. Aptian organic rich intrashelf
ϳϭϬ
basin creation in the Dezful Embayment - Kazhdumi and Dariyan Formations, Southwest Iran.
ϳϭϭ
AAPG Annual Convention, Houston.
ϳϭϮ
- Vatandoust M., Farzipour saein A., 2017. Prediction of open fractures in the asmari formation
ϳϭϯ
using geometrical analysis: aghajari anticline, dezful embayment, sw iran, J. Petroleum Geol.
ϳϭϰ
,40, (4), 413-426.
ϳϭϱ - Vatandoust M., Farzipour saein A., 2019. Fracture analysis of hydrocarbon reservoirs by static ϳϭϲ
and dynamic well data, case study: the aghajari oil field (the zagros fold-thrust belt), in:
ϳϭϳ
farzipoursaein, editor. Tectonics and structural framework of the zagros fold and thrust belt
ϳϭϴ
(imprint: Elsevier). In english. 2019. V, 3, 1st edition , 9780128150481.
ϳϭϵ
- Vatandoust, M., Faghih, A., Asadi, S., Azimzadeh, A.M., Heidarifard, M.H., 2020. Study of
ϳϮϬ
hydrocarbon generation and 1D-2D modeling of hydrocarbon migration at the Karanj and Parsi Ϯϴ
ϳϮϭ
oilfields,
ϳϮϮ
https://doi.org/10.1016/j.marpetgeo.2019.104095.
ϳϮϯ
- Vergés, J., Goodarzi, M. H., Emami, H., Karpuz, R., Efstatiou, J. and Gillespie, P. 2011.
ϳϮϰ
Multiple detachment folding in Pusht-e Kuh Arc, Zagros. Role of mechanical stratigraphy. In
ϳϮϱ
Thrust Fault Related Folding (eds K. Mcclay, J. Shaw & J. Suppe), pp.1–26. American
ϳϮϲ
Association of Petroleum Geologists Memoir 94.
ϳϮϳ
- Wang, W., Yin, H., Jia, D., Li, C., 2017. A sub-salt structural model of the Kelasu structure in
ϳϮϴ
the Kuqa foreland basin, northwest China. Mar Pet Geol. 88, 115-126.
ϳϮϵ ϳϯϬ ϳϯϭ
Figure caption:
ϳϯϮ
Fig. 1. Structural map of the ZFTB showing location of the Karanj, Paranj and Parsi oilfields in
ϳϯϯ
the southern Dezful Embayment (Modified after NISOC).
ϳϯϰ
Fig. 2. Lithostratigraphic column illustrating the alignment of competent and detachment units of
ϳϯϱ
the sedimentary progression of the ZFTB in the southern Dezful Embayment . (Modified after
ϳϯϲ
Abdollahie Fard et al., 2006).
ϳϯϳ
Fig.3. The Geological map of the study area at a scale of 1: 100,000 showing the locations of the
ϳϯϴ
studied anticlines.
ϳϯϵ
Fig.4. Flow chart of seismic interpretation work flow using Petrel 2013 software.
ϳϰϬ
Fig.5. a) AA މinterpreted seismic profile and balanced and restored cross-section from the NW
ϳϰϭ
part of the studied anticlines in the Dezful Embayment.b) BB މinterpreted seismic profile and
ϳϰϮ
balanced and restored cross-section from the central part of the studied anticlines in the Dezful
ϳϰϯ
Embayment.
ϳϰϰ
Fig.6. a) CC މinterpreted seismic profile and balanced and restored cross-section from the central
ϳϰϱ
part of the studied anticlines in the Dezful Embayment. b) DD މinterpreted seismic profile and
Southern
Dezful
Embayment,
Ϯϵ
SW
Iran,
Mar
Pet
Geol.
Doi:
ϳϰϲ
balanced and restored cross-section from the SE part of the studied anticlines in the Dezful
ϳϰϳ
Embayment.
ϳϰϴ
Fig.7. Fold classification diagram (Ramsay,1967) based on t’Į/Į. Were t’Į is equal to
ϳϰϵ
perpendicular thickness between two isogon of the folded layer and Į is the local dip of the layer.
ϳϱϬ
shapes with yellow, red and blue colour belongs to the fold parameter measurements in the cross
ϳϱϭ
AA’, BB’ and CC’ respectively.
ϳϱϮ
Fig.8. a) concentric detachment folding style of competent strata between two detachment
ϳϱϯ
surface and corresponding structures by Dahlstrom (1969) and Sherkati (2005). b) document for
ϳϱϰ
concentric detachment folding in the studied area (rabbit ear fold in the Paranj and disharmonic
ϳϱϱ
folding in the Parsi anticlines).
ϳϱϲ
Fig.9. a) The graph of the best-fit detachment depth for the Karanj, Paranj and Parsi anticlines
ϳϱϳ
and b) Excess area against depth graph (methods of Epard and Groshong, 1993, Groshong and
ϳϱϴ
Epard, 1994; Bulnes and Poblet, 1999; Groshong, 2015; Wang et al., 2017, Carboni et al., 2019).
ϳϱϵ
Fig.10. Geometric analysis of the folds (Jamison 1987). Location of anticlines is marked.
ϳϲϬ
Fig.11. a) the 3D structural model constructed using 7 cross sections (illustrated on the figure. 1)
ϳϲϭ
illustrating the thrusting of the Parsi anticline on the Paranj anticline and the change in folding
ϳϲϮ
mechanisms from NW to SE part. b) The underground contour map of the top Asmari Formation
ϳϲϯ
in the Karanj, Paranj and Parsi anticline.
ϳϲϰ
Fig.12. Different type of the contractional coupling between basement and overburden. a) hardly
ϳϲϱ
coupled faults are hard connected across the salt layer.b) Decoupling take places due to the salt
ϳϲϲ
flow in the relief developed by basement faulting.c) partial coupling which is overlain by a
ϳϲϳ
monocline draped over the master basement fault (modified after Jackson and Hudec, 2017), d)
ϯϬ
ϳϲϴ
interpreted seismic section along the axis of the Karanj anticline showing the structural
ϳϲϵ
culmination and partial coupling over the IZHF.
ϳϳϬ
Fig.13. Sequential restoration of the studied anticlines on the cross section illustrated in Fig. 5
ϳϳϭ
(see section line A- Aƍ in Fig. 1 for location).
ϳϳϮ
Fig. 14. a) forelimb dip, axial plane dip and interlimb angle plots against shortening for the study
ϳϳϯ
anticlines, using the parameters measured in the deformed and restored sections of cross section
ϳϳϰ
AAƍ, constructed using limb-rotation fold amplification mechanisms (model 2). b) illustration of
ϳϳϱ
the kinematics evolution of detachment fold in depandance on two parameters including : limb
ϳϳϲ
dip and limb length. Models 1 and 2 evolves with the limb migration (changeble limb lenght and
ϳϳϳ
constant limb dip) and limb rotation (constant limb length and changeble limb dip) respectively,
ϳϳϴ
while, the model 3 and 4 evolves both limb migration and limb rotation (variable limb rotation
ϳϳϵ
and variable limb dip) (Poblet and McClay, 1996).
ϳϴϬ
Fig.15. Seiscmic profile BBƍ. Top of Asmari Fm shown with the green line and top of Gachsaran
ϳϴϭ
Fm, shown as the yellow line was flattened to the pre-folding situation to better visualize the
ϳϴϮ
growth strata in the Gachsaran Formation with the lithology column of the Gachsaran formation.
ϳϴϯ
Fig. 16. The outcrop of the Gachsaran formation in the surface through a thrust fault originating
ϳϴϰ
from the subsurface Parsi anticline.
ϳϴϱ
Fig. 17. a) Schematic represent faulting of a symmetric detachment fold. The result of continued
ϳϴϲ
limb rotation and compression is the formation of faults in the forelimb and backlimb of the fold.
ϳϴϳ
Eventually these faults reconnect with the detachment and a pop-up may occur (Mitra, 2002). b)
ϳϴϴ
Cross section CCƍ and its related seismic profile illustrating the pop up structure on Karanj
ϳϴϵ
anticline and the trishear on the forelimb of Parsi anticline. (As: Asmari Fm, Pd: Pabdeh Fm, Gu:
ϯϭ
ϳϵϬ
Gurpi Fm, IL-Sv: Ilam-Sarvak Fm, Kz: Kazhdumi Fm) c) Evolution of a fault- propagation fold
ϳϵϭ
by the trishear mechanism (Mitra, 2002, modified after Erslev and Mayborn, 1997).
ϳϵϮ
Table1: The standard amount of Øೊ and c of various lithology according to Berra and Carminati
ϳϵϯ
(2010).
ϳϵϰ ϳϵϱ ϳϵϲ
ϯϮ
Table 1 Compaction Coefficient (c)
Porosity at the surface (ij0)
0
0.3
Berra and Carminati , 2010
Sandstones
0.2
0.49
Sclater and Christie, 1980
Pelites(i.e. siltstones and shalestones)
0.51
0.63
Sclater and Christie, 1980
Micritic limestones (chalk)
0.71
0.7
Sclater and Christie, 1980
Limestones
0.518
0.513
Schmoker and Hally, 1982
Calcarenites (grainstones)
0.25
0.445
Goldhammer, 1997
Dolomites
0.216
0.303
Schmoker and Halley, 1982
Gypsum
0.51
0.63
Berra and Carminati, 2010
Lithology
Conglomerates
References
• • • •
The Karanj, Paranj and Parsi oilfields are bounded by multiple décollements. The geometry of these oilfields is controlled by the reactivation of basement faults. The flow of the Gachsaran Formation influenced the geometry of the oilfields. Fault-related folding plays a crucial role in the formation of structural traps.
ĞĐůĂƌĂƚŝŽŶŽĨŝŶƚĞƌĞƐƚƐ ܈dŚĞĂƵƚŚŽƌƐĚĞĐůĂƌĞƚŚĂƚƚŚĞLJŚĂǀĞŶŽŬŶŽǁŶĐŽŵƉĞƚŝŶŐĨŝŶĂŶĐŝĂůŝŶƚĞƌĞƐƚƐŽƌƉĞƌƐŽŶĂůƌĞůĂƚŝŽŶƐŚŝƉƐ ƚŚĂƚĐŽƵůĚŚĂǀĞĂƉƉĞĂƌĞĚƚŽŝŶĨůƵĞŶĐĞƚŚĞǁŽƌŬƌĞƉŽƌƚĞĚŝŶƚŚŝƐƉĂƉĞƌ͘ տdŚĞĂƵƚŚŽƌƐĚĞĐůĂƌĞƚŚĞĨŽůůŽǁŝŶŐĨŝŶĂŶĐŝĂůŝŶƚĞƌĞƐƚƐͬƉĞƌƐŽŶĂůƌĞůĂƚŝŽŶƐŚŝƉƐǁŚŝĐŚŵĂLJďĞĐŽŶƐŝĚĞƌĞĚ ĂƐƉŽƚĞŶƚŝĂůĐŽŵƉĞƚŝŶŐŝŶƚĞƌĞƐƚƐ͗