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The sediment transpol1 charactenstlcs of thc Gange, river have been studied. The
peak discharge cloe, nol ncce,sarily al,,,,vs co'nc,dc wilh lhe peak sedim~nt load.
Thcre lS a phase lag between th~ pea\.:dlsehwge and the peak sediment load. The
peu\.:sedimenl load occur\ liN and then the pNk dl%harge wim only exception
".here the peu\.:sediment load IS foliOlved by the p<oaldischarge In some cases, the
peak dIscharge und pea\.:sediment load occur at the same Instances The maximum
dIscharge and mu.",mum fine sedimenl dlScharge are free from trwd but me
maximum sand dIscharge and maximum 10tal sediment di,charge show iUlupward
lrwd beginning from 1992. The )J~rcent of iine sediment clischarge is about 50
which means lhat the Ganges river at Hardme bridge gauge station conlains a
substantial amouot of ".ash loads
The urut stream power formula and modified umt stream power formula have been
applied for the cstimatlun ami prediction of scdimenl transport> m the Gangcs river.
The eompanson between computed and m~asured sedIment discharge based on
Yang's unit stream power formuta and modified Yung's' formuta for high
concenlration or tine sedimenl, ,h,)\\. lhat Yang's lormula over predlcl' the sednnent
transporl lhan the modified rormula 'Jhe dlscrepanC)' ratio and slandard de\'lation
have been used to indicate the accuracy of the sediment tnmspul1 predictors The
modifiecl Yang's formula is better m me ,ediment laden Ganges nver. Compansons
bet".een computed and measured s~d,ment concentrations based on the average
logarithm ratio inclicate that the goodness of fit of dIfferent equations may be
affected by selectillg slallslical parameters
The sedIment ratLllgcuI''''' or the G,mge, ri,'cl' nl H~f{I"'ge bridge gauge ,laliun have
been developed by con,icienng cllscharge.shear sIre". stream power and unll strcam
power as ind'~pelldenl variables The dlschargc and unit Slremn power when used as
independent \.ariables givc bctter clln'~ '" compared to shcar stress and stream
power. |
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