Adrenergic Control Of Renal Hemodynamics In Different Pathophysiological States With Renal Impairment : The Role Of 1-Adrenoceptor Subtypes [RC904. H995 2007 f rb].

Kajian ini menyelidik samada berlaku sebarang perubahan dalam populasi α1- adrenoseptor berfungsi dalam mengawalatur vasokonstriksi ginjal diaruh secara adrenergik di dalam model-model haiwan berpenyakit dengan kecacatan ginjal. This study investigated whether there is any alteration in the functional population of α1-adrenoceptors in mediating adrenergically induced renal vasoconstrictions in animal models of some pathological states characterized with renal impairment

E- Surveillance Vis-A-Vis Privacy Rights: An Analysis of Western and the Shari'ah Perspectives

With the proliferation of digital technologies at the hands of individual and the state, the tension between security and privacy has further escalated. The immense development of information and communication technologies nowadays has become an unavoidable means to help assuring national security by way of electronic surveillance. However, such e-surveillance must be within the domain of necessity and therefore should respect inherent privacy right of every individual and it is a recent-past outcry in the West. Interestingly, this concept of privacy rights had been embraced extensively through Prophet Muḥammad (p.b.u.h) 1405 years back in Islam. Moreover, Islam extremely values and respects individual privacy rights by way of human dignity regardless of race, sex, color and religious belief. Thus this research work is penned to formulate the importance of protecting privacy rights for every individual under the sharīʿah point of views and draw a critical analysis of it between Islamic and Western perspectives. This study will also attempt to develop a policy prescription from Islamic management perspective based on the teachings of the holy Qur’ān, the ḥadīth and contemporary Islamic literatures. Keywords: E-surveillance, Privacy Rights, Muḥtasib, Islamic law Perspective, Western law Perspective

Istraživanje dinamike ΛΛ i efektivnog međudjelovanja ΛN u hiperjezgrama male i srednje mase

We critically review the ΛΛ dynamics by examining Λ–Λ and Λ–nucleon phenomenological potentials in the study of the bound state properties of double-Λ hypernuclei 6 ΛΛHe, 10 ΛΛBe, 14 ΛΛC, 18 ΛΛO, 22 ΛΛNe, 26 ΛΛMg, 30 ΛΛSi, 34 ΛΛS, 38 ΛΛAr, 42 ΛΛCa, 92 ΛΛZr and 142 ΛΛ Ce, 210 ΛΛ Pb in the framework of (core+Λ+Λ) three-body model. An effective ΛN potential is obtained by folding the phenomenological ΛN potential into the density distribution of core nuclei. The former two cases (i.e. 6 ΛΛHe and 10 ΛΛBe) are revisited to justify the correctness of the present potential model. Assuming the same potential model, we predicted some of the structural properties of heavier double-Λ hypernuclei. The hyperspherical harmonics expansion method, which is an essentially exact method, has been employed for the three-body system. A convergence in binding energy up to 0.25% for Kmax = 20 has been achieved. In our calculation we have made no approximation in restricting the allowed l-values of the interacting pairs.Pažljivo razmatramo dinamiku ΛΛ istraživanjem fenomenoloških potencijala ΛΛ i Λ-nukleon proučavanjem vezanih stanja hiperjezgri s dvije Λ čestice 6 ΛΛHe, 10 ΛΛBe, 14 ΛΛC, 18 ΛΛO, 22 ΛΛNe, 26 ΛΛMg, 30 ΛΛSi, 34 ΛΛS, 38 ΛΛAr, 42 ΛΛCa, 92 ΛΛZr i 142 ΛΛ Ce, 210 ΛΛ Pb u okviru modela tri čestice (sredica+Λ+Λ). Djelotvoran potencijal ΛN smo dobili ugradnjom fenomenološkog potencijala ΛN u prostornu raspodjelu nukleona u sredici. Ponovili smo ranija dva računa, (tj., 6 ΛΛHe i 10 ΛΛBe) da bismo opravdali ispravnost ovog modela potencijala. Uz pretpostavku tog modela potencijala, predvidjeli smo strukturu težih hiperjezgri s dvije Λ čestice. U tim razmatranjima sustava tri tijela primijenili smo razvoj po hipersfernim harmonicima, što je u biti egzaktna metoda. Postigli smo konvergenciju točnosti 0.25% za Kmax = 20. U ovim računima nisu primijenjena približenja koja bi ograničavala dozvoljene vrijednosti l parova čestica koje međudjeluju

Istraživanje dinamike ΛΛ i efektivnog međudjelovanja ΛN u hiperjezgrama male i srednje mase

We critically review the ΛΛ dynamics by examining Λ–Λ and Λ–nucleon phenomenological potentials in the study of the bound state properties of double-Λ hypernuclei 6 ΛΛHe, 10 ΛΛBe, 14 ΛΛC, 18 ΛΛO, 22 ΛΛNe, 26 ΛΛMg, 30 ΛΛSi, 34 ΛΛS, 38 ΛΛAr, 42 ΛΛCa, 92 ΛΛZr and 142 ΛΛ Ce, 210 ΛΛ Pb in the framework of (core+Λ+Λ) three-body model. An effective ΛN potential is obtained by folding the phenomenological ΛN potential into the density distribution of core nuclei. The former two cases (i.e. 6 ΛΛHe and 10 ΛΛBe) are revisited to justify the correctness of the present potential model. Assuming the same potential model, we predicted some of the structural properties of heavier double-Λ hypernuclei. The hyperspherical harmonics expansion method, which is an essentially exact method, has been employed for the three-body system. A convergence in binding energy up to 0.25% for Kmax = 20 has been achieved. In our calculation we have made no approximation in restricting the allowed l-values of the interacting pairs.Pažljivo razmatramo dinamiku ΛΛ istraživanjem fenomenoloških potencijala ΛΛ i Λ-nukleon proučavanjem vezanih stanja hiperjezgri s dvije Λ čestice 6 ΛΛHe, 10 ΛΛBe, 14 ΛΛC, 18 ΛΛO, 22 ΛΛNe, 26 ΛΛMg, 30 ΛΛSi, 34 ΛΛS, 38 ΛΛAr, 42 ΛΛCa, 92 ΛΛZr i 142 ΛΛ Ce, 210 ΛΛ Pb u okviru modela tri čestice (sredica+Λ+Λ). Djelotvoran potencijal ΛN smo dobili ugradnjom fenomenološkog potencijala ΛN u prostornu raspodjelu nukleona u sredici. Ponovili smo ranija dva računa, (tj., 6 ΛΛHe i 10 ΛΛBe) da bismo opravdali ispravnost ovog modela potencijala. Uz pretpostavku tog modela potencijala, predvidjeli smo strukturu težih hiperjezgri s dvije Λ čestice. U tim razmatranjima sustava tri tijela primijenili smo razvoj po hipersfernim harmonicima, što je u biti egzaktna metoda. Postigli smo konvergenciju točnosti 0.25% za Kmax = 20. U ovim računima nisu primijenjena približenja koja bi ograničavala dozvoljene vrijednosti l parova čestica koje međudjeluju

Istraživanje egzotičnih hiperjezgri ΛΛ6He hipersferičnom metodom tri tijela

We critically review the ΛΛ dynamics by examining several ΛΛ and Λα phenomenological potentials in the study of the bound state properties of ΛΛ 6He, as a three-body system. The hyperspherical harmonics expansion method, which is an essentially exact method, has been employed for the three-body system. A convergence in binding energy up to 0.07% for Kmax = 20 has been achieved. In our calculation, we made no approximation in restricting the allowed l-values of the interacting pair.Pažljivo istražujemo dinamiku ΛΛ ispitivanjem nekoliko ΛΛ i Λα fenomenoloških potencijala proučavajući svojstva vezanih stanja 6 ΛΛHe kao sustava tri tijela. Primijenili smo metodu hipersferičnih harmonika, koja je u biti egzaktna metoda za sustav tri tijela. Postigli smo konvergenciju energije vezanja do 0.07% za Kmax = 20. U ovim se računima nisu primijenila približenja ograničenjem dozvoljenih vrijednosti l međudjelujućeg para tijela

Istraživanje egzotičnih hiperjezgri ΛΛ6He hipersferičnom metodom tri tijela

We critically review the ΛΛ dynamics by examining several ΛΛ and Λα phenomenological potentials in the study of the bound state properties of ΛΛ 6He, as a three-body system. The hyperspherical harmonics expansion method, which is an essentially exact method, has been employed for the three-body system. A convergence in binding energy up to 0.07% for Kmax = 20 has been achieved. In our calculation, we made no approximation in restricting the allowed l-values of the interacting pair.Pažljivo istražujemo dinamiku ΛΛ ispitivanjem nekoliko ΛΛ i Λα fenomenoloških potencijala proučavajući svojstva vezanih stanja 6 ΛΛHe kao sustava tri tijela. Primijenili smo metodu hipersferičnih harmonika, koja je u biti egzaktna metoda za sustav tri tijela. Postigli smo konvergenciju energije vezanja do 0.07% za Kmax = 20. U ovim se računima nisu primijenila približenja ograničenjem dozvoljenih vrijednosti l međudjelujućeg para tijela