| Titre : |
Systems approach to hydrology : proceedings of the first bilateral U.9- Japan Seminar in Hydrology Held at the East-West center of university of Hawaï, Homolulu January 11-17, 1971 |
| Type de document : |
texte imprimé |
| Auteurs : |
Yevjevich, V. |
| Mention d'édition : |
Waters Ressources Publications |
| Editeur : |
Waters Ressources Publications |
| Année de publication : |
1971 |
| ISBN/ISSN/EAN : |
CI-04836 |
| Note générale : |
Hydrologic phenomena are simulated as stochastic hydrologic systems in terms of mathematical models whose components are represented by stochastic processes. The proposed stochastic hydrologic model is based on a mathematical formulation of the principle of system continuity composed of component stochastic processes of precipitation, runoff, evapotranspiration plus losses and bazsin storage. Based onvarious assumptions two stochastic waterohed system models are formulated and analysed to illustrate the application of the proposed stochastic hydrologic model. As numerical examples for analysis, the french the French Broad river basin above Bueat Creek, North Carolina is used as the watershed for the annual stosrm - flood model, and the upper Sanganuon river. |
| Langues : |
Anglais (eng) |
| Mots-clés : |
Hydrologie Météorologie Qualité de l'eau Ruissellement Evapotranspiration Eau souterraine |
| Index. décimale : |
551.48 Hydrologie : |
| Résumé : |
Hydrologic phenomena are simulated as stochastic hydrologic systems in terms of mathematical models whose components are represented by stochastic processes. The proposed stochastic hydrologic model is based on a mathematical formulation of the principle of system continuity composed of component stochastic processes of precipitation, runoff, evapotranspiration plus losses and bazsin storage. Based onvarious assumptions two stochastic waterohed system models are formulated and analysed to illustrate the application of the proposed stochastic hydrologic model. As numerical examples for analysis, the french the French Broad river basin above Bueat Creek, North Carolina is used as the watershed for the annual stosrm - flood model, and the upper Sanganuon river. |
| Note de contenu : |
Hydrologic phenomena are simulated as stochastic hydrologic systems in terms of mathematical models whose components are represented by stochastic processes. The proposed stochastic hydrologic model is based on a mathematical formulation of the principle of system continuity composed of component stochastic processes of precipitation, runoff, evapotranspiration plus losses and bazsin storage. Based onvarious assumptions two stochastic waterohed system models are formulated and analysed to illustrate the application of the proposed stochastic hydrologic model. As numerical examples for analysis, the french the French Broad river basin above Bueat Creek, North Carolina is used as the watershed for the annual stosrm - flood model, and the upper Sanganuon river. |
Systems approach to hydrology : proceedings of the first bilateral U.9- Japan Seminar in Hydrology Held at the East-West center of university of Hawaï, Homolulu January 11-17, 1971 [texte imprimé] / Yevjevich, V. . - Waters Ressources Publications . - Waters Ressources Publications, 1971. ISSN : CI-04836 Hydrologic phenomena are simulated as stochastic hydrologic systems in terms of mathematical models whose components are represented by stochastic processes. The proposed stochastic hydrologic model is based on a mathematical formulation of the principle of system continuity composed of component stochastic processes of precipitation, runoff, evapotranspiration plus losses and bazsin storage. Based onvarious assumptions two stochastic waterohed system models are formulated and analysed to illustrate the application of the proposed stochastic hydrologic model. As numerical examples for analysis, the french the French Broad river basin above Bueat Creek, North Carolina is used as the watershed for the annual stosrm - flood model, and the upper Sanganuon river. Langues : Anglais ( eng)
| Mots-clés : |
Hydrologie Météorologie Qualité de l'eau Ruissellement Evapotranspiration Eau souterraine |
| Index. décimale : |
551.48 Hydrologie : |
| Résumé : |
Hydrologic phenomena are simulated as stochastic hydrologic systems in terms of mathematical models whose components are represented by stochastic processes. The proposed stochastic hydrologic model is based on a mathematical formulation of the principle of system continuity composed of component stochastic processes of precipitation, runoff, evapotranspiration plus losses and bazsin storage. Based onvarious assumptions two stochastic waterohed system models are formulated and analysed to illustrate the application of the proposed stochastic hydrologic model. As numerical examples for analysis, the french the French Broad river basin above Bueat Creek, North Carolina is used as the watershed for the annual stosrm - flood model, and the upper Sanganuon river. |
| Note de contenu : |
Hydrologic phenomena are simulated as stochastic hydrologic systems in terms of mathematical models whose components are represented by stochastic processes. The proposed stochastic hydrologic model is based on a mathematical formulation of the principle of system continuity composed of component stochastic processes of precipitation, runoff, evapotranspiration plus losses and bazsin storage. Based onvarious assumptions two stochastic waterohed system models are formulated and analysed to illustrate the application of the proposed stochastic hydrologic model. As numerical examples for analysis, the french the French Broad river basin above Bueat Creek, North Carolina is used as the watershed for the annual stosrm - flood model, and the upper Sanganuon river. |
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