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<br /> <br /> <br />091885 <br /> <br /> <br />a. Three dimensional view of a reservoir <br /> <br />v. <br />, <br /> <br /> <br />Qv <br />b. Control volume <br /> <br /> <br />Water I eve I <br /> <br />Ys <br /> <br />v~, T <br />Tout <br />l-QoU! <br /> <br /> <br />T~__ <br /> <br />JJ <br /> <br />Datum y=-o <br /> <br />c. Section through part of a reservoir <br /> <br />EXPLANATION <br /> <br />V. INTERFACIAL VELOCITY (LIT) You! ELEVATION OF OUTFLOW <br />, <br />Vo OUTFLOW VELOCITY (LIT! T TEMPERATURE <br />c.Y INCREMENT OF CONTROL VOLUME (L) Tin INFLOW TEMPERATURE WITH <br />Qv VERTICAL FLOW RATE IN RESERVOIR (L3IT) ENTRANCE MIXING <br />~a ATMOSPHERIC RADIATION FLUX (CaloriesILLT) Tou! OUTFLOW TEMPERATURE <br />~o SOLAR RADIATION (Insolation)- Qin INFLOW RATE <br /> HEAT FLUX (CaloriesIL2-T) QOU! OUTFLOW RATE <br />~l, HEAT FLUX FROM SURFACE A HORIZONTAL CROSS-SECTIONAL <br />HEAT LOSSES (ColoriesILLT) AREA <br />Ys SURFACE ELEVATION (L) B RESERVOIR WIDTH <br />Yin ELEVATION OF INFLOW (L) L RESER VOIR LENGTH <br />Y ELEVATION OF CONTROL VOLUME (L) <br /> <br />(L) <br />('C) <br />('C) <br />(0 C) <br />(L3IT) <br />(OIT) <br />(L2) <br />(L) <br />(L) <br /> <br />Figure 2, -- Control volume and schematization of the single-reservoir model (Adams, 1974). <br /> <br />6 <br /> <br /> <br />~L <br /> <br />".' <br /> <br />:~~~ <br />.:' ,'~ <br /> <br />"", <br />. :>~i'< <br /> <br />.-; <br />:-;;.;: <br /> <br />:;.:'."i <br /> <br />~z;~ <br /> <br />;~,:; <br /> <br />>.~ <br />:(": <br />.'.- <br />~.~~ <br /> <br />~;{ <br />~~1 <br /> <br />~;:::: <br />;:;.-~: <br />::f~. <br />:l~ <br />"':;~",; <br />1'~t <br /> <br />'1~; <br />.;,.:.- <br />. .~~ <br />.'. <br />~":.:~ <br /> <br />",", <br />~." . <br /> <br />'c ',' <br /> <br />"," <br />',-,:, <br /> <br />;,~":' <br /> <br /> <br /> <br />;:;:.> <br />< <br />