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Home > Stability of Betamethasone Esters in Some Topical Dosage Forms and its Impact on Their Biological Potential

Stability of Betamethasone Esters in Some Topical Dosage Forms and its Impact on Their Biological Potential

Thesis Info

Access Option

External Link

Author

Khattak, Saif-Ur-Rehman

Program

PhD

Institute

Hamdard University

City

Karachi

Province

Sindh

Country

Pakistan

Thesis Completing Year

2010

Thesis Completion Status

Completed

Subject

Applied Sciences

Language

English

Link

http://prr.hec.gov.pk/jspui/handle/123456789/1463

Added

2021-02-17 19:49:13

Modified

2024-03-24 20:25:49

ARI ID

1676727231362

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The present work involves an investigation of the thermal and photochemical degradation of betamethasone esters i.e. betamethasone valerate and betamethasone dipropionate under various conditions and the evaluation of the photoxicity of these compounds. The thermal degradation (40oC) of betamethasone-17-valerate leads to the formation of betamethasone-21-valerate and betamethasone alcohol whereas betamethasone dipropionate gives rise to betamethasone-17-propionate, betamethasone-21-propionate and betamethasone alcohol at pH 2.5-7.5, betamethasone-21-propionate being an intermediate in this reaction. The betamethasone esters on photodegradation, using a UV radiation source (300-400nm), yield two major unknown products in aqueous and organic solvents. The detection of the photodegradation products of betamethasone valerate and betamethasone dipropionate has been carried out by HPLC and the tR values of the unknown products have been reported. The USP HPLC method, after proper validation, has been used for the assay of betamethasone esters and their thermal and photodegradation products. The analytical data have been used to evaluate the kinetics of thermal and photochemical reactions. In both reactions the betamethasone esters have been found to follow the first-order kinetics under the conditions employed. The apparent first-order rate constants for the thermal degradation of betamethasone valerate and betamethasone dipropionate in various media lie in the range of 0.339-9.07x10-3 hr-1 and 0.239-1.87x10-3 hr-1, respectively. The values of these rate constants for the photodegradation of betamethasone valerate and betamethasone dipropionate are in the range of 1.617-11.303x10-3 min-1 and 1.101- 7.657x10-3 min-1, respectively. The buffer and ionic strength effects on the rate of thermal and photodegradation have also been studied. It has been found that phosphate buffer inhibits the rate of degradation of both esters at pH 7.5. This could be due to deactivation of the thermal and photo-excited species involved in the reaction .An increase in the ionic strength of the phosphate buffer also leads to a decrease in the rate of reaction. Attempts on photostabilization of betamethasone esters in cream and gel formulations using compounds causing spectral overlay (vanillin and butyl hydroxytoluene) and light scattering agent (titanium dioxide) show promising results. However, the use of titanium dioxide was most effective in the photostabilization of the esters, causing 39.62-42.56 % and 33.84-35.70 % greater protection in cream and gel formulations compared to the control formulations of betamethasone valerate and betamethasone dipropionate, respectively. An important aspect of this work has been the evaluation of in vitro phototoxicity of betamethasone esters. This involved the application of the tests including photohemolysis, lipid photoperoxidation and protein photodamage. The results indicate that betamethasone esters and their photodegradation products are toxic to mouse red blood cells under UV irradiation. Photodegradation products of the esters are toxic in the dark also, therefore, appropriate precautions may be taken in their clinical applications to avoid any adverse effects.
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نہیں پچھیا حال بیماراں دا

نہیں پچھیا حال بیماراں دا
لگ پتا گیا غم خواراں دا

ایتھے کون بہادر آگئے نیں
ہویا کھڈّا منہ تلواراں دا

مینوں ہار کدے نہیں آسکدی
ہے صدقہ پنجاں تے باراں دا

میری گل نکی جئی سن جانا
جد موڈ ہووے سرکاراں دا

مینوں آس اللہ دی رحمت تے
جیہڑا والی کل سنساراں دا

ہووے لکھ کروڑ سلام نبیؐ
جیہڑا وارث اوگنہاراں دا

جیہڑا حسب نسب وچ ارفع ہے
ہے ارفع شاہ اسواراں دا

اوہدی قبر نوں اگاں لگیاں نیں
انجام ایہو غداراں دا

جے یار دا حلیہ پچھنا ایں
جا ویکھ لے رنگ اناراں دا

روندا چھڈ کے مینوں ٹر گئے نیں
بھرواسہ کی اعتباراں دا

پئی اڈ دی دھوڑ میخانے وچ
رنگ اڈیا رند مے خواراں دا

مستدلات شرعیہ کی روشنی میں بیعت کا ناقدانہ جائزہ

Literally Bai't means solemn assurance to do something and absolute submission to one's commands. All the believers have declared to follow the commands of Allah Al-Mighty  and act upon the guideline of His Holy Prophet (P.B.U.H). In the early days of Islam, every person intending to embrace Islam use to take an oath of obedience and loyalty to the orders given by the Prophet (P.B.U.H). The person gave his hand in the hands of the Prophet (P.B.U.H). Afterwards, this sort of oath was introduced in many kinds; one of them is "Bai't Islah or Bai't Al Tuba".  The Bai't is in accordance with the spirit  of Islamic teachings. The scholars of Islam in majority have accepted its authenticity as discussed in the article under reference.

Approximation of Planar Curves for Computer Aided Designs

Computer Aided Design (CAD) is used for the manufacture and analysis of designs in industry. The transcendental planar curves such as spirals and conics are inconsistent with the Computer Aided Design system. In CAD planar curves, which provide free-form mathematical description of shapes, are approximated to parametric curves and used as the basic building block. The planar curves such as circle, parabola, ellipse, hyperbola are employed in the research work presented here for shape expression, designing of mechanical accessories (tube benders, cutters, wrenches, clamp systems, inspection gauges), designing of railway and highway routes, construction of roller coaster and outline of the fonts in Computer Aided Design system. The cubic C-Bézier curve, cubic H-Bézier curve and parametric rational cubic curve are practiced to approximate these planar curves. These curves are in control point form and satisfy the properties of famous ordinary Bézier and spline curves. We establish that these curves, which are generalization of cubic Fergusons curves, cubic Bézier curves and cubic uniform B-spline curves are more efficient and closer to the control polygon than the ordinary Bézier and spline curves. The proposed approximation schemes are designed to control the geometric features of planar curves with the geometric constraints. The control points of the cubic C-Bézier curve, cubic H-Bézier curve and parametric rational cubic curve are evaluated by geometric approximation constraints. We use a number of optimization techniques to control the error of the proposed schemes and to provide a unique approximating curve for a given planar curve. The schemes in practice at present approximate planar curves in terms of control points and weights of rational quadratic Bézier curve. The main contribution of this thesis is that the proposed geometric approximation schemes are based on end tangents and curvatures of planar curves. Therefore, these approximation schemes do not need the rational quadratic Bézier representation of planar curves. Numerical experiments suggest that the presented approximation schemes of this thesis are simple, effective and feasible. The absolute errors for developed approximation schemes are less than the prevailing schemes. The smaller absolute error confirms the applicability and efficiency of the proposed methods.