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  • About
  • The Global ETD Search service is a free service for researchers to find electronic theses and dissertations. This service is provided by the Networked Digital Library of Theses and Dissertations.
    Our metadata is collected from universities around the world. If you manage a university/consortium/country archive and want to be added, details can be found on the NDLTD website.
1

Studies on the biology of Plagiorchis elegans (Rudolphi, 1802), (Trematoda: Digenea) in its mammalian and molluscan hosts

Gorman, Andrea M. January 1980 (has links)
The taxonomy of the genus Plagiorchis Luhe, 1899 is reviewed with particular reference to the species P.elegans (Rud. 1802) and a list of Plagiorchia species previously recorded in Britain is given. The life cycle was initially established using Lymnaea stagnalis, Chironomus sp.larvae and LACA mice; morphology, intraspecific variation and host specificity at all levels of the life cycle have been examined and described. Besides L.stagnalis, L.palustris is susceptible to infection with P.elegans while L.peregra is refractory. Infections cause extensive damage to the digestive gland of L.stagnalis although they do not curtail its life span. Immature and mature specimens of L.stagnalis were infected; the former were castrated and the latter continued to reproduce. A single mother sporocyst of P.elegans produces approximately 650 daughter sporocyats from which develop several hundred thousand xiphidiocercariae. Upon release cercariae are negatively phototropic and negatively geotropic, with-light-and temperature affecting the rate of cercarial emmission. Cercariae encyst-in aquatic arthropods (Chironomus sp.,Asellus aquaticus and Gammarus pulex) and precociously in the snail host. Adult P.elegans range in size from 1.04 to 3.89mm by 0.34 to 0.96mm. Both mammals (mice, rats, gerbils and hamsters) and birds(chicks, ducklings and pigeons) are susceptible to infection. Egg counts were performed to follow the course of the infection in mice and rats. Primary infections of LACA mice are of short duration as a result of a host immune response. By means of surgical transplantation, the life span of P.elegans was increased from the expected 21 days to 63 days. Specimens recovered when the life cycle was completed using various combinations of intermediate and final hosts and those recovered from first and second challenge infections of LACA mice are compared statistically using canonical variate analysis. The only reliable anatomical criteria for distinguishing species of Plagiorchis are: 1. the relative sizes of the suckers and pharynx. 2. the presence or absence of a seminal receptacle, vas deferens and common genital atrium. 3. to a limited extent egg size and host specificity. According to these criteria many previously described species are considered to be synonymous with P.elegans and its geographical range is extensive.
2

Étude de modèles de transmission de la Schistosomiase : analyse mathématique, reconstruction des variables d'état et estimation des paramètres / Study of schistosomiasis transmission models : mathematical analysis, states reconstruction and parameters estimation

Tendeng, Ndéye Léna 23 May 2013 (has links)
L'objectif de cette thèse est l'analyse mathématique et l'estimation des paramètres de modèles de métapopulation de la bilharziose. A partir du modèle de base de Macdonald, nous expliquons en détail comment ces modèles sont construits. Nous faisons leur analyse mathématique complète à partir du nombre de reproduction du calcul du nombre de reproduction de base R0. Nous montrons que si R0 est inférieur ou égal à 1 alors l'équilibre sans maladie est globalement asymptotiquement stable. Dans le cas où R0 est strictement plus grand que 1 nous montrons l'existence et l'unicité de l'équilibre endémique et prouvons ensuite que ce dernier est globalement asymptotiquement stable. La plupart des variables et paramètres de modèles mathématiques étant inconnus, nous proposons, dans notre travail, des méthodes de calibration par les observateurs : la méthode du Moving Horizon State Estimation ou MHSE et celle de l'observateur grand gain. Une application de ces deux méthodes sera faite sur le modèle de Macdonald / The aim oh this thesis is the mathematical analysis and the estimation of the parameters of some metapopulation models for bilharzia transmission. We explain how the metapopulation models are built and give a full analysis of their stability. We compute the basic reproduction number R0. We show that if R0 is less than 1 then the Disease Free Equilibrium(DFE) is globally asymptotically stable. In case R0 is higher than 1, we prove the existence and the uniqueness of an endemic equilibrium which is globally asymptotically stable. At last,we suggest methods for the estimation of the states and the parameters for models. We build a numerical observer using the Moving Horizon State Estimation(MHSE) and an analitic one by the High Gain observer method. Applications of thes methods will be done on the Macdonald transmission model of bilharzia

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