12 research outputs found

    Mathematical analysis of composite structures

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    In this paper an exposition of the asymptotic method for periodic composite structures is given

    Existence theorems in the geometrically non-linear 6-parametric theory of elastic plates

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    In this paper we show the existence of global minimizers for the geometrically exact, non-linear equations of elastic plates, in the framework of the general 6-parametric shell theory. A characteristic feature of this model for shells is the appearance of two independent kinematic fields: the translation vector field and the rotation tensor field (representing in total 6 independent scalar kinematic variables). For isotropic plates, we prove the existence theorem by applying the direct methods of the calculus of variations. Then, we generalize our existence result to the case of anisotropic plates. We also present a detailed comparison with a previously established Cosserat plate model.Comment: 19 pages, 1 figur

    Mathematical analysis of composite structures

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    In this paper an exposition of the asymptotic method for periodic composite structures is given

    On complex singularities of Feynman diagrams

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    Note on the majorization of Feynman diagrams

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    Analgesic and anti-inflammatory effects of diclofenac and ketoprofen patches in two different rat models of acute inflammation

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    Objectives: Topical forms of Non-steroidal anti-inflammatory drugs (NSAIDs) used to treat pain, fever and inflammation ensure reduced occurrence of systemic adverse effects that are common with oral application. Compared to the systemic therapy, topical applications of NSAIDs require lower doses to achieve pain relief, and thus pose lower risk of major drug interactions. We aimed to evaluate analgesic and anti-inflammatory effects of diclofenac and ketoprofen patch in the rat model of acute inflammation. Methods: Wistar male rats, body weight 220–290 g were randomized into five groups with six rats. Two groups were treated with diclofenac patch at different doses, two with ketoprofen patch at different doses, while a placebo patch was administered to the control group. After patches removal and initial measurements of pain, gait, body temperature, paw temperature, color and paw volume, the models of acute inflammation were applied: yeast-induced hyperalgesia and carrageenan-induced edema. Measurements were repeated one, three and five hours after inflammation induction. Results: Acute inflammations induced by both used models did not affect the whole-body temperature. However, there were significant (p < 0.05) differences in pain, gait, paw temperature, color and volume between low and high dose diclofenac and ketoprofen groups compared to the control group in different time points, in both models. Conclusions: Our results confirm the analgesic and anti-inflammatory efficacy of diclofenac and ketoprofen patches when used in two well-established rat models of inflammation. These findings suggests that diclofenac patch would be a useful formulation in clinical practice as a novel treatment option. However, new prospective double blind randomized clinical trials are necessary to evaluate analgesic and anti-inflammatory effect of topically applied NSAIDs when used in specific pain and inflammation indications
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