Beven K J,K irkby M J.A p hysically based,variab le con tribu ting area m odel of basin hyd ro logy[J].H y d rolog ica lS ciences B u lletin,1979,24:43-68.
[2]
Sivap alan M,Beven K J,W ood E F.O n hyd ro log ic Sim ilarity 2——A scaled m odel of sto rm runoff p roduction[J].W a ter R esou rces R esea rch,1987,23(12):2266-2778.
[3]
Sau ln ier A M,Bevem K J,O b led C.D ig ital elevation analysis fo r d istribu ted hyd ro log icalm odeling:reducing scaledep endence in effective hyd rau lic conductivity V alues[J].W a ter R esou rces R esea rch,1997,33:2097-2101.
[4]
W o lock D M,P rice C V.Effects of d ig ital elevation m odel and m ap scale and data reso lu tion on a topog rap hy-based w atershed m odel[J].W a ter R es.R esea rch,1994,30(11):3041-3052.
[5]
Beven K J,K irkby M J,Schofield N.T esting a p hysically-based flood fo recasting m odel(TO PM OD EL)fo r th reeU.K.Catchm en ts[J].J ou rna l of H y d rology,1984,69:119-143.
[6]
Q u inn P F,Beven K J,L am p R.T he ln(a tanΒ)index:how to calcu late it and how to u se it w ith in the TO PM OD-EL fram ew o rk[J].H y d rol.P rocess,1995,9(2):161-182.
[7]
W o lock D M,M cC sbe Q J.Com p arison of sing le and m u ltip le flow d irection algo rithm s fo r Com p u ting topog rap h icp aram eters in TO PM OD EL[J].W a ter R esou rce R esea rch,1995,31(5):1315-1324.
