干旱地区农业研究
榦旱地區農業研究
간한지구농업연구
AGRICULTURAL RESEARCH IN THE ARID AREAS
2013年
5期
251-256
,共6页
畦灌%水量平衡模型%量纲分析%下渗水形状系数
畦灌%水量平衡模型%量綱分析%下滲水形狀繫數
휴관%수량평형모형%량강분석%하삼수형상계수
border irrigation%water volume balance model%dimensional analysis%subsurface shape factor
以往水量平衡模型应用中,通常认为在同一次灌水过程中的下渗水形状系数为恒定值,使模型精度受到一定影响。基于此,本试验以水量平衡原理为基础,结合量纲分析,研究了畦灌过程中的下渗水形状系数变化规律并提出了估算其值的经验计算式。结果表明,同一次畦灌过程中下渗水形状系数并非恒定值,而是随灌水时间和水流推进距离等因素变化的。结合已有文献资料验证,结果表明采用水量平衡模型模拟畦灌水流运动过程,同时考虑动态的地表储水形状系数和下渗水形状系数取值,可有效提高模型的计算精度。同时也表明采用本文所建经验计算式估算畦灌下渗水形状系数值是可靠的。
以往水量平衡模型應用中,通常認為在同一次灌水過程中的下滲水形狀繫數為恆定值,使模型精度受到一定影響。基于此,本試驗以水量平衡原理為基礎,結閤量綱分析,研究瞭畦灌過程中的下滲水形狀繫數變化規律併提齣瞭估算其值的經驗計算式。結果錶明,同一次畦灌過程中下滲水形狀繫數併非恆定值,而是隨灌水時間和水流推進距離等因素變化的。結閤已有文獻資料驗證,結果錶明採用水量平衡模型模擬畦灌水流運動過程,同時攷慮動態的地錶儲水形狀繫數和下滲水形狀繫數取值,可有效提高模型的計算精度。同時也錶明採用本文所建經驗計算式估算畦灌下滲水形狀繫數值是可靠的。
이왕수량평형모형응용중,통상인위재동일차관수과정중적하삼수형상계수위항정치,사모형정도수도일정영향。기우차,본시험이수량평형원리위기출,결합량강분석,연구료휴관과정중적하삼수형상계수변화규률병제출료고산기치적경험계산식。결과표명,동일차휴관과정중하삼수형상계수병비항정치,이시수관수시간화수류추진거리등인소변화적。결합이유문헌자료험증,결과표명채용수량평형모형모의휴관수류운동과정,동시고필동태적지표저수형상계수화하삼수형상계수취치,가유효제고모형적계산정도。동시야표명채용본문소건경험계산식고산휴관하삼수형상계수치시가고적。
In the traditional water movement models of border irrigation based on the principle of water volume bal-ance ,it was usually supposed that the subsurface shape factor was a constant value in the same border irrigation ,which affected the precision of models .Based on the principle of water volume balance and combined with dimensional analy-sis ,the variation of subsurface shape factor was studied and an empirical formula that could be used to compute the value of subsurface shape factor was proposed .The results showed that the subsurface shape factor was not a constant value in the same border irrigation ,but it was variable along with the change of irrigation time ,water advance distance and other factors .The validity of the proposed method was verified by some existing literatures .The results showed that the preci-sion of water volume balance model could be improved in simulating water movement process of border irrigation when the variation of surface shape factor and subsurface shape factor was considered .The results also showed that the proposed empirical formula was reliable in computing the subsurface shape factor of border irrigation .