2012
36
3
3
0
Isentropic calculations for normal liquid using the lowest order constrained variational method
2
2
In this paper the lowest order constrained variational (LOCV) method has been used for calculation of liquid along different isentropic paths employing the Aziz potential. Some thermodynamic properties such as energy per particle, pressure, temperature, chemical potential, velocity of sound, adiabatic index and compressibility for normal liquid have been calculated. Our results indicate that the sound velocity is always less than the velocity of light in vacuum (c) showing that all calculated equations of state obey the causality condition. Finally, our calculations show that the adiabatic index is not constant and its value depends on both density and entropy of the system.
1

225
230


G.H.
Bordbar
Department of Physics, Shiraz University, Shiraz 71454, Iran
Department of Physics, Shiraz University,
Iran
bordbar@physics.susc.ac.ir


S.
Hosseini
Department of Physics, Shiraz University, Shiraz 71454, Iran
Department of Physics, Shiraz University,
Iran
Liquid
isentropic process
velocity of sound
adiabatic index
compressibility
Two new species of Arbacioid echinoids (genus Goniopygus) from the Aptian sediments of Baghin area (Kerman, Iran)
2
2
Two new species of an Arbacioid echinoid, genus Goniopygus, are reported for the first time from Aptiansediments of Baghin area, Kerman, Iran. The main features of the species lie in apical disc and peristomediameter. In Goniopygus triangularis sp. nov., the periperoct is triangular in shape with three small, sunkentubercles, located alternatively adjacent to the periperoct, while Goniopygus annularis sp. nov. is characterized by having a circular periperoct without any sunken tubercle. Also, Goniopygus triangularis has a wider peristome than Goniopygus annularis. In both species sexual dimorphism is not conspicuous. They lived in restricted to low  moderate energy environments.
1

231
237


M. R.
Vaziri
Department of Geology, Faculty of Sciences, Shahid Bahonar University, Kerman, Iran
Department of Geology, Faculty of Sciences,
Iran
vazirimohammadreza@yahoo.com


A. L.
Arab
Department of Geology, Faculty of Sciences, Shahid Bahonar University, Kerman, Iran
Department of Geology, Faculty of Sciences,
Iran
Echinoids
Goniopygus
Cretaceous
Kerman
Iran
The induction of apoptosis and autophagy in rats bone Marrow mesenchymal stem cells following in vitro treatment with pNonylphenol
2
2
PNonylphenol (pNP) as a non ionic surfactant is used in many industries such as pesticides, cosmetics,detergents and so on. Our previous study showed that the pNP causes reduction in viability of the rats BoneMarrow Mesenchymal Stem cells (MSCs). The aim of the present study was to investigate the mechanism of the cell death due to pNP exposure. The cells, after 3rd passage were treated with 100μM pNP for a period of 36 hrs, then using TUNEL, caspase and comet assay as well as fluorescent dye like Hochest, acridine orange and monodansylcadaverin (MDC) staining the mechanism of cell death was studied. The results of this study showed that the pNP treated cells were TUNEL positive and also, activated caspase3 enzyme in their cytoplasm was visualized. Hochest staining showed chromatin condensation and nuclei breakage, at which the nuclear breakage was further confirmed by comet assay. In addition, staining the cells with acridine orange revealed that the cytoplasm of the treated cells contained numerous vesicles. Furthermore, staining of the cells with MDC showed the presence of the double layer autophagic vacuoles. In conclusion, the induced cell death due to pNP toxicity was determined to be caspase dependent apoptosis as well as autophagy.
1

239
244


M. H.
Abnosi
Biology Dept., Faculty of Sciences, Arak University, Arak, 3815688349, Markazi Provence, Iran
Biology Dept., Faculty of Sciences, Arak
Iran
mabnosi@araku.ac.ir


M.
Solemani Mehranjani
Biology Dept., Faculty of Sciences, Arak University, Arak, 3815688349, Markazi Provence, Iran
Biology Dept., Faculty of Sciences, Arak
Iran


H. R.
Momeni
Biology Dept., Faculty of Sciences, Arak University, Arak, 3815688349, Markazi Provence, Iran
Biology Dept., Faculty of Sciences, Arak
Iran


M.
Mahdiyeh Najafabadi
Biology Dept., Faculty of Sciences, Arak University, Arak, 3815688349, Markazi Provence, Iran
Biology Dept., Faculty of Sciences, Arak
Iran


M.
Barati
Biology Dept., Faculty of Sciences, Arak University, Arak, 3815688349, Markazi Provence, Iran
Biology Dept., Faculty of Sciences, Arak
Iran
barati@susc.ac.ir


E.
Shojafar
Biology Dept., Faculty of Sciences, Arak University, Arak, 3815688349, Markazi Provence, Iran
Biology Dept., Faculty of Sciences, Arak
Iran
Interactive effects of food and salinity on the reproductive and growth indices of two Brachionus rotifer strains from Iran
2
2
Two Iranian strains of Brachionus rotifers were cultured under different food and salinity regimes. The rotiferswere fed with five algal types (freshwater and marine Chlorella vulgaris, Nannochloropsis occulata, Isochrysisgalbana and Scenedesmus obliquus) at three different salinities (5, 15 and 25 g/L) and their reproductive and growth parameters were assessed. The maximum number of ovigerous females (73 ± 7 ind/mL), population density (354 ± 3 ind/mL) and specific growth rate (0.75 ± 0.01 / day) were obtained for the rotifers fed with freshwater Chlorella. In Zbl strain, minimum growth rate (0.04 ± 0.05/ day) and population density (13 ± 4 ind/mL) were for the rotifers fed with Isochrysis at 25 g/L, while in Ba strain, population growth and density were null after feeding Scenedesmus at 5 g/L. The rotifer strains were differentially affected by salinity of medium, and Zbl and Ba strains had their maximum growth rates and population densities at 5 and 25 g/L, respectively. Analysis of variance showed significant effects of food type, salinity and their combined effects on all the estimated parameters, while rotifer strain and its interaction with food type and salinity significantly affected growth rate and population density of the rotifers (P < 0.05).
1

245
250


R.
MalekzadehViayeh
Artemia and Aquatic Animals Research Institute, Urmia University,
P.O. Box 165, Dr. Beheshti Street, Urmia, Iran
Artemia and Aquatic Animals Research Institute,
Iran
malekzadeh@urmia.ac.ir
Rotifer
Brachionus
Reproduction
Growth
Salinity
food
Understanding the mechanism of stable phosphorus ylides derived from maleimide: a kinetic study
2
2
Kinetic studies were made of the reactions between triphenylphosphine 1, dialkyl acetylenedicarboxylates 2 in the presence of NHacid, such as maleimid (as a protic/nucleophilic reagent) 3. To determine the kinetic parameters of the reactions, they were monitored by UV spectrophotometery. The second order fits were automatically drawn and the values of the second order rate constant (k2) were automatically calculated using standard equations within the program. All reactions were repeated at different temperature range, the dependence of the second order rate constant (ln k2) and (ln k2/T) on reciprocal temperature was in a good agreement with Arrhenius and Eyring equations. This provided the relevant plots to calculate the activation parameters (Ea, H, S and G) of all reactions. Furthermore, useful information was obtained from studies of the effect of solvent, structure of reactants (dialkyl acetylenedicarboxylates) and also concentration of reactants on the reaction rates. The proposed mechanism was confirmed according to the obtained results and steady state approximation, and the first and third steps (k2, k3) of all reactions were recognized as rate determining and fast steps, respectively on the basis of experimental data.
1

251
258


M.
Zakarianezhad
Department of Chemistry, Payam Noor University, Tehran, I.R of Iran
Department of Chemistry, Payam Noor University,
Iran


S.M.
HabibiKhorassani
Department of Chemistry, The University of Sistan and Baluchestan, P. O. Box 98135674, Zahedan, Iran
Department of Chemistry, The University of
Iran
habibi_khorassani@yahoo.com


M. T.
Maghsoodlou
Department of Chemistry, The University of Sistan and Baluchestan, P. O. Box 98135674, Zahedan, Iran
Department of Chemistry, The University of
Iran


B.
Makiabadi
Department of Chemical Engineering, Sirjan University of Technology, Sirjan, Iran
Department of Chemical Engineering, Sirjan
Iran


H.
Ghasempour
Department of Chemistry, Bardsir Branch, Islamic Azad University, Bardsir, Iran
Department of Chemistry, Bardsir Branch,
Iran
Stable phosphorus ylides
dialkyl acetylenedicarboxylates
NHacid
Heterocyclic compounds
kinetic studies
Nonabelian lovelockborninfeld topological black holes
2
2
The asymptotically AdS solutions of the Einstein gravity with hyperbolic horizons in the presence of So(n(n1)/2 1,1) YangMills fields governed by the nonAbelian BornInfeld Lagrangian are presented. We investigate the properties of these solutions as well as their asymptotic behavior in various dimensions. The properties of these kinds of solutions are like the EinsteinYangMills solutions. But the differences seem to appear in the role of the mass, charge and bornInfeld parameter β, in the solutions. For example, in EinsteinYangMills theory the solutions with nonnegative mass cannot present an extreme black hole while that of in EinsteinYangMillsBorn Infeld theory can. Also, the singularities in higher dimensional EinsteinYangMills theory for nonnegative mass are always spacelike, while depending on choosing the parameters, we can find timelike singularities in the similar case of EinsteinYangMillsBornInfeld theory. We also extend the solutions of Einstein to the case of Gauss Bonnet and third order Lovelock gravities. It is shown that, these solutions in the limits of β0, and β , represent pure gravity and gravity coupled with YangMills fields, respectively.
1

259
266


N.
Farhangkhah
Department of Physics, Shiraz Branch, Islamic Azad University, Shiraz, Iran
Department of Physics, Shiraz Branch, Islamic
Iran
nfkh@iaushiraz.net


N.
Bostani
Key Laboratory of Particle Astrophysics, Institute of High Energy Physics,
Chinese Academy of Sciences, Beijing 100049, China
Key Laboratory of Particle Astrophysics,
China
Lovelock gravity
Einstein gravity
GaussBonnet gravity
Yang Mills field
Born Infeld theory
Capacity and a classification of Finsler spaces
2
2
Using the electrostatic capacity of a condenser, the existence of a distance function on a Finsler space is discussed. This distance function divides Finsler spaces into the two classes, denoted here by I and II. The topology generated by this distance on the Finsler spaces of class II coincides with its intrinsic topology. This work provides a natural extension of mathematical analysis tools needed for developing some prominent features of differential geometry in the large.
1

267
275


B.
Bidabad
Faculty of Mathematics and Computer Sciences, Amirkabir University of Technology
(Tehran Polytechnic), 424 Hafez Ave 15914 Tehran, Iran
Faculty of Mathematics and Computer Sciences,
Iran
bidabad@aut.ac.ir


S.
Hedayatian
Faculty of Mathematics and Computer Sciences, Shahid Chamran University of Ahvaz,
P.O. Box: 6135583151, Ahvaz, Iran
Faculty of Mathematics and Computer Sciences,
Iran
Conformal
Capacity
condenser
Finsler metrics
potential analysis
Optimal boundary control for infinite variables parabolic systems with time lags given in integral form
2
2
In this paper, the optimal boundary control problem for distributed parabolic systems, involving second orderoperator with an infinite number of variables, in which constant lags appear in the integral form both in the state equations and in the boundary condition is considered. Some specific properties of the optimal control arediscussed.
1

277
291


G. M.
Bahaa
Department of Mathematics, Faculty of Science, Taibah University, AlMadinah AlMunawarah, Saudi Arabia
Department of Mathematics, Faculty of Science,
Saudi Arabia


M. M.
Tharwat
Department of Mathematics, Faculty of Science, King Abdulaziz University, Jaddah, Saudi Arabia
Department of Mathematics, Faculty of Science,
Saudi Arabia
Optimal boundary control
parabolic systems
time delays
distributed control problems
Neumann conditions
existence and uniqueness of solutions
operator with an infinite number of variables
Exponential map and invariant form on generalized Lie groups
2
2
In this paper, by definition of exponential map of the Lie groups the concept of exponential map of generalized Lie groups is introduced. This has a powerful generalization to generalized Lie groups which takes each line through the origin to an order product of some oneparameter subgroup. We show that the exponential map is a  map. Also, we prove some important properties of the exponential map for generalized Lie groups. Under the identification, it is shown that the derivative of the exponential map is the identity map. One of the most powerful applications of these exponential maps is to define generalized adjoint representation of a top space, so we show that this representation is a  map. Finally, invariant forms are introduced on a generalized Lie group. We provemthat every left invariant form are introduced on a generalized Lie group with the finite number of identity elements is . At the end of this paper, for compact connected generalized Lie group with the finite number of identity elements and dimension , we show that every left invariant form on is right invariant form
1

293
298


M. R.
Farhangdoost
Department of Mathematics, College of Sciences, Shiraz University, P. O. Box 7145744776, Shiraz, Iran
Department of Mathematics, College of Sciences,
Iran
farhang@shirazu.ac.ir
Lie group
exponential map
differential invariant form
On generalized conformally recurrent Kaehlerian Weyl spaces
2
2
In this study, 2n dimensional (n > 2) generalized conformally recurrent Kaehlerian Weyl spaces andgeneralized conharmonicaly recurrent Kaehlerian Weyl spaces are defined. It is proved that a Kaehlerian Weylspace is generalized conformally recurrent if and only if it is generalized recurrent.Also, it is shown that aKaehlerian Weyl space will be generalized recurrent if and only if it is generalized conharmonically recurrent.
1

299
304


F.
Ozdemir
Istanbul Technical University, Faculty of Science and Letters,
Department of Mathematics,34469 MaslakIstanbul, Turkey
Istanbul Technical University, Faculty of
Turkey
fozdemir@itu.edu.tr


E. O.
Canfes
Istanbul Technical University, Faculty of Science and Letters,
Department of Mathematics,34469 MaslakIstanbul, Turkey
Istanbul Technical University, Faculty of
Turkey
Kaehlerian Weyl space
recurrent Weyl space
generalized recurrency
conformally recurrency
conharmonic recurrency
Permutation approach for adjusted Durbin rank test used in balanced incomplete block designs for tied data
2
2
Durbin's rank test is widely used for testing treatment effects in Balanced Incomplete Block Designs (BIBDs)which have wide applications in sensory analysis. This test is failed for BIBDs when ties data occur. An adjusted version of Durbin rank test for this kind of data is given to solve this problem. Chisquare approximation, which is commonly used for this test, is not adequate for small BIBDs. For this case, we investigate permutation approach for adjusted Durbin rank test. Also, in this study the tests used in BIBDs are compared by simulation study for tied data, which have not been discussed in the sensory literature.
1

305
310


E. Y.
Gokpinar
Department of Statistics, Faculty of Science, Gazi University, Teknikokullar Ankara, Turkey
Department of Statistics, Faculty of Science,
Turkey
eyigit@gazi.edu.tr


F.
Gokpinar
Department of Statistics, Faculty of Science, Gazi University, Teknikokullar Ankara, Turkey
Department of Statistics, Faculty of Science,
Turkey


H.
Bayrak
Department of Statistics, Faculty of Science, Gazi University, Teknikokullar Ankara, Turkey
Department of Statistics, Faculty of Science,
Turkey
Balanced incomplete block design
permutation approach
adjusted Durbin rank test
Moments of the present value of total dividends and related problems in the risk model with delayed claims
2
2
In this paper, a compound binomial risk model in the presence of a constant dividend barrier is studied. Two types of individual claims, main claims and byclaims, are defined, where every byclaim is induced by the main claim randomly and may be delayed for one time period with a certain probability. In the evaluation of the moments of the present value of dividends, the interest rates are assumed to follow a Markov chain with finite state space. A system of differential equations with certain boundary conditions satisfied by the nth moment of the present value of total dividend payments prior to ruin, given the initial environment state, is derived. We arrive at a general formula which allows us to evaluate the moments of the total discounted dividends recursively in terms of the lower order moments. Assuming the claim sizes are Kh distributed or the claim size distributions have finite support, we are able to solve for all necessary components in the general recursive formula and obtain some other results of interest. We present several numerical examples which illustrate the applicabilities of our main results and the effects of the byclaims on the moments of the present value of dividends.
1

311
325


Z.
Wei
Department of Science, NanChang Institute of Technology, NanChang, P. R. China
Department of Science, NanChang Institute
China


X.
Jiehua
Department of Science, NanChang Institute of Technology, NanChang, P. R. China
Department of Science, NanChang Institute
China
jhxie@nit.edu.cn
Compound binomial risk model
delayed claim
dividend barrier
discounted dividend payments
stochastic interest rate
Markov chain