Resisting patriarchy through literature: The feminist writings of Nawal El Saadawi and Hanan Al-Shaykh

With renewed Western interest in the Middle East and Middle Eastern women since September 11th 2001 the discourse surrounding Arab women\u27s oppression, and their supposed inability to resist that oppression on their own is becoming prevalent in the West. Through an examination of the novels of Nawal El Saadawi and Hanan Al-Shaykh, this paper seeks to reveal Arab women\u27s writing as an avenue for resistance to male domination. I examine the issues of cultural translation and readership as well as the narrative strategies these authors utilize in their novels. I examine the body as sensual site of reclamation for Arab women. The paper also discusses the authors\u27 criticisms of religious oppressions faced by women in both East and West, and how these oppressions can be linked

Logit analysis of the effect of relocation on job-quit probablity

SIGLEAvailable from British Library Document Supply Centre- DSC:D32044/80 / BLDSC - British Library Document Supply CentreGBUnited Kingdo

HYPOCHOLESTEROLEMIC EFFECT OF SAPONIN EXTRACTS IN EXPERIMENTAL ANIMALS

Hypercholesterolemia was induced by feeding of rats on a high cholesterol diet (HCD) that contains cholesterol (1%), bile salts (0.25%) and coconut butter (15%) to evaluate the protective effect of steroidal saponins extracted from fenugreek and asparagus, and triterpenoidal saponins extracted from soapwort and licorice. The rats were divided into 6 groups, and the first one was fed on a basal diet and served as a negative control group. The second group of rats received HCD without any plant extract and served as a positive control group. The other four groups of rats were fed on HCD plus the plant extracts separately at a dose of 250 mg/kg/day during the experiment period (6 weeks). The protective effect of various saponin extracts were monitored through assays of total cholesterol (TC) and triglycerides (TG) in blood, liver tissues and feces of the rats as well as other blood analyses and histological examinations of liver tissues. The data indicated a significant (P<0.05) increase in the levels of TC, TG, low density lipoprotein (LDL), very low density lipoprotein (VLDL), creatine phosphokinase (CPK), lactate dehydrogenase (LDH), alanine aminotransferase (ALT), aspartate aminotransferase (AST), alkaline phosphatase (ALP), gamma glutamyltransferase (GGT) and glucose, and a significant (P<0.05) decrease in the level of high density lipoprotein (HDL) in addition to insignificant (P<0.05) differences in the levels of total bilirubin (TB), total protein (TP), urea, creatinine and uric acid in serum of hypercholesterolemic rats (the positive control) compared to the negative control. The protective effect of various saponin extracts were established by lowering the levels of TC and TG, and obtaining the other biochemical parameters near to their  normal values in serum of rats fed on these plant extracts. The data also indicate that TC and TG decreased significantly (P<0.05) in liver tissues of the rats treated with various saponin extracts compared to the positive control. Conversely, the levels of TC and TG increased significantly (P<0.05) in feces of the rats treated with various saponin extracts compared to the negative and positive controls. Histological examinations showed lower content of fats in liver tissues of the rats treated with various saponin extracts compared to the positive control. Both of steroidal and triterpenoidal saponins exhibited approximately the same efficiency in their protective effects against hypercholesterolemia. The hypocholesterolemic effect of saponin extracts may be due to the inhibition of cholesterol absorption in the intestine which led to increase of cholesterol excretion in the feces

CURATIVE EFFECTS OF GUM ARABIC AND BOSWELLIA SPECIES ON ACUTE RENAL FAILURE IN EXPERIMENTAL RATS

Acute renal failure (ARF) was induced by glycerol or paracetamol in experimental rats to evaluate the curative effects of gum Arabic and Boswellia sp. through different blood biochemical assays and hematological analyses. Results revealed presence of significant (P<0.05) increases in the levels of urea, creatinine, potassium (K+), sodium (Na+), chloride (Cl-) and blood acidity (H+), and significant (P<0.05) decreases in the levels of calcium (Ca+2) and bicarbonate (HCO3-) in the rats treated only with glycerol or paracetamol in the positive control groups compared to the negative control group. These results indicated that glycerol or paracetamol caused ARF in these groups of rats whereas the blood analyses illustrated ARF symptoms such as increasing of urea and creatinine, hyperkalemia, hypocalcemia, hypoglycemia, blood acidosis and anemia occurring in the positive control groups.  The blood analyses also illustrated recovery of these symptoms in the treated rats with gum Arabic and Boswellia sp. in drinking water (10% w/v) for 30 days. This indicated the curative effects of gum Arabic and Boswellia sp. against ARF induced by glycerol or paracetamol as evidenced by restoring the kidney function tests such as urea, creatinine, blood electrolytes and other parameters like serum glucose, proteins and hematological indices to their normal values during the experiment period. The therapeutic effects of both plants against ARF may be due to their antioxidant and/or anti-inflammatory activity

Measure and evaluate the hydrothermal flow of a Newtonian fluid in homogeneous permeable media equipped with a fin: A numerical approach

This study envisions the hydrothermal characteristics of a viscous fluid in a homogenously permeable hexagonal enclosure. Permeability aspects in the flow domain are described by employing the Brinkman-extended Darcy law. A corrugated hexagonal enclosure along with the placement of a star-shaped fin is taken into account. Heated rectangular blocks at horizontal extremities are installed, and sliding sides of the enclosure are considered to be cold to provide convective potential to the flow. In addition, adjoining portions of the heated rectangular blocks are supposed to be adiabatic. The dimensionless governing equations of the resultant problem are derived initially and then solved numerically by implementing the Galerkin finite element approach, and COMSOL is obliged. For this purpose, first, domain discretization is demonstrated in view of 2D elements by performing hybridized meshing. Then, the system of non-linear equations is resolved by a non-linear solver (PARADISO). The grid convergence test is performed to confirm the credibility of the carried out simulations by calculating the average Nusselt number at different refinement levels. A change in associated distributions against the involved physical parameters (Darcy number (Da), Rayleigh number (Ra), and Prandtl number (Pr)) for a wide range is revealed through graphs and tables. Quantities like kinetic energy and heat flux (local and average) are also evaluated through concerned parameters. The results clearly demonstrate that the Darcy number tends to reduce the heat transfer rate. In particular, it is depicted that by increasing the Rayleigh number (Ra), strengthening in the temperature potential arises in the system, thereby magnifying the heat transfer rate. Moreover, it is disclosed that by reducing the Darcy number, kinetic energy shows a decreasing trend

A novel mathematical model for the effects of wall properties on pumping flow of a biofluid in a symmetrical three-dimensional curved duct

Most pumping actions entail a physical volume change of the duct, which is frequently achieved by having a compliant wall or membrane. To the best of our knowledge, the current study is the first report on a mathematical model developed to analyze the peristaltic transport of a Newtonian fluid in a curved duct with rectangular face and compliant walls. Such geometries are most commonly used in clinical and biological equipment, where the walls of the duct need to be flexible. Flexible ducts are more useful than rigid ones because they do not require any extra modifications or accessories. Here, we have used the conditions of lubrication theory to construct an accurate model, and a common perturbation technique was incorporated to handle the Navier-Stokes equations with emphasis on various aspect ratios and curvatures. A system of curvilinear coordinates operating according to the principles of the cylindrical system was employed to represent the mathematical problem. No-slip boundary limitations were considered at the walls along with the extra constraint of compliant walls showing damping force and stiffness. Comprehensive graphical representations were made to illustrate the effects of all emerging factors of the study in both two- and three-dimensional formats. We found that large curvatures and flexure rigidity decreased the fluid velocity uniformly, but the aspect ratio and amplitude parameters could promote fluid velocity. Validation of the results was performed through the generation of a residual error curve. The current readings were taken again with a straight duct to make a comparison with the existing literature

Analysis of rotating-symmetric frame and MHD for peristaltic multiphase flow: An exact solution

The rotational mechanism forms the basis of various cosmic and geophysical transports. In medical science, rotational blood flows have been related to healthy cardiac function. This study consists of a mathematical model representing magnetohydrodynamic effects on the two-phase pumping flow of a Ree–Eyring–Powell stress model in a rotating frame. The model is controlled by switching the system into a wave frame of reference for better analysis of the wave phenomenon. Moreover, a lubrication theory is applied to the resulting set of relations in order to get a more comprehensive form of the reduced mathematical model. In the end, an exact solution is found to discuss the substantial contents of the study. The data on velocity and stream function are presented diagrammatically to examine the theoretical behavior of various quantities under the variation of considerable physical factors. It is concluded from the graphs that axial and secondary velocities are decreasing against rotation, magnetic field, and fluid’s factor, but the same rise in the case of wall stiffness and particle concentration. In both industrial and biomedical applications, this type of flow measurement gives tomographic information on the multiphase flow process, which entails acquiring signal changes at the edges of objects like fluid pipes or blood vessels to determine how the objects are distributed within. This work is extendable by considering nanoparticles of various types to enhance the thermal conductivity of the flow

Mixed convective heat transfer in a power-law fluid in a square enclosure: Higher order finite element solutions

Incorporation of momentum gradients produced due to inertial motion of the lid along with the presence of temperature differences in the configuration make the physical problem more significant. The joint variation of momentum and thermal diffusion in diversified natural liquids is recognized as mixed convection. Valuable attention has been received by such a phenomenon in different areas of science and technology such as in wind current–based solar receivers, electronic instruments, control of emergency shutdown in reactors, thermal exchangers, oceanic currents, control of atmospheric pollution, and so on. So, the main focus is to contemplate hydrothermal characteristics of a power-law fluid contained in a square cavity with the movement of the upper lid and being thermally adiabatic. The other extremities are considered to be at rest, and the base wall is prescribed with uniform/non-uniform temperature distributions. The governing formulation of the problem is handled by executing a finite element approach. Hybrid meshing is performed for domain discretization, and weak variational formulation is utilized for formulation discretization. Second-degree polynomials are employed as the interpolation function, providing information about velocity and temperature distributions at boundary and intermediate nodes. The system of finalized non-linear equations is resolved by using the Paradiso software. The results for velocity and temperature distributions are attained comparatively for uniformly and non-uniformly heated profiles. The kinetic energy and average Nusselt number are also computed against flow concerning variables. From the attained graphical and tabular data, it is deduced that by increasing the Reynolds number, inertial forces dominate over buoyancy forces and the effect of lid movement is prominent on flow characteristics. It is also inferred that for the shear thickening case and for all values of the Reynolds number, the average Nusselt number shows a constant behavior