Journal of irrigation and drainage engineering, 2. 2 - D Infiltration equations for furrow irrigation / Fok, Yu-si

Public ISBD Titre de série : Journal of irrigation and drainage engineering, 2 Titre : 2 - D Infiltration equations for furrow irrigation Type de document : texte imprimé Auteurs : Fok, Yu-si ; Axe, M. ; Chiang, Shan-Hsin Mention d'édition : ASCE Editeur : ASCE Année de publication : 1984 ISBN/ISSN/EAN : CI-06264 Note générale : Two - dimensional (2-D) infiltration equations for furrow irrigation expressed in explicit algebraic forms are developed and based on four consecutive time intervals which were derived in a previous study (1). From another study an extension is made for 2-D infiltration (4). Since the geometric cross section of a furrow can have different forms, a simple rectangular cross section is used for illustration. Two - dimensional infiltration in a furrow is assumed to be a composite of 1-D and 2-D infiltration components. These components of infiltration are computed using developped 1-D and 2-D infiltration equations obtained from previous studies. Langues : Anglais (eng) Mots-clés : Infiltration  Irrigation  Equation d'infiltration  Donnée de mesure Index. décimale : 631.58 Méthodes de culture : jachère, assolement irrigation Résumé : Two - dimensional (2-D) infiltration equations for furrow irrigation expressed in explicit algebraic forms are developed and based on four consecutive time intervals which were derived in a previous study (1). From another study an extension is made for 2-D infiltration (4). Since the geometric cross section of a furrow can have different forms, a simple rectangular cross section is used for illustration. Two - dimensional infiltration in a furrow is assumed to be a composite of 1-D and 2-D infiltration components. These components of infiltration are computed using developped 1-D and 2-D infiltration equations obtained from previous studies. Note de contenu : Two - dimensional (2-D) infiltration equations for furrow irrigation expressed in explicit algebraic forms are developed and based on four consecutive time intervals which were derived in a previous study (1). From another study an extension is made for 2-D infiltration (4). Since the geometric cross section of a furrow can have different forms, a simple rectangular cross section is used for illustration. Two - dimensional infiltration in a furrow is assumed to be a composite of 1-D and 2-D infiltration components. These components of infiltration are computed using developped 1-D and 2-D infiltration equations obtained from previous studies. Journal of irrigation and drainage engineering, 2. 2 - D Infiltration equations for furrow irrigation [texte imprimé] / Fok, Yu-si ; Axe, M. ; Chiang, Shan-Hsin  . -  ASCE . - ASCE, 1984. ISSN : CI-06264 Two - dimensional (2-D) infiltration equations for furrow irrigation expressed in explicit algebraic forms are developed and based on four consecutive time intervals which were derived in a previous study (1). From another study an extension is made for 2-D infiltration (4). Since the geometric cross section of a furrow can have different forms, a simple rectangular cross section is used for illustration. Two - dimensional infiltration in a furrow is assumed to be a composite of 1-D and 2-D infiltration components. These components of infiltration are computed using developped 1-D and 2-D infiltration equations obtained from previous studies. Langues : Anglais (eng) Mots-clés : Infiltration  Irrigation  Equation d'infiltration  Donnée de mesure Index. décimale : 631.58 Méthodes de culture : jachère, assolement irrigation Résumé : Two - dimensional (2-D) infiltration equations for furrow irrigation expressed in explicit algebraic forms are developed and based on four consecutive time intervals which were derived in a previous study (1). From another study an extension is made for 2-D infiltration (4). Since the geometric cross section of a furrow can have different forms, a simple rectangular cross section is used for illustration. Two - dimensional infiltration in a furrow is assumed to be a composite of 1-D and 2-D infiltration components. These components of infiltration are computed using developped 1-D and 2-D infiltration equations obtained from previous studies. Note de contenu : Two - dimensional (2-D) infiltration equations for furrow irrigation expressed in explicit algebraic forms are developed and based on four consecutive time intervals which were derived in a previous study (1). From another study an extension is made for 2-D infiltration (4). Since the geometric cross section of a furrow can have different forms, a simple rectangular cross section is used for illustration. Two - dimensional infiltration in a furrow is assumed to be a composite of 1-D and 2-D infiltration components. These components of infiltration are computed using developped 1-D and 2-D infiltration equations obtained from previous studies.

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