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APPLICATION OF ODESSA TO DUFFINGS EQUATION
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accuracy allows the user auxiliary feedwater backward equations backward integration cold leg temperature Cornell University decay heat Decay Power derivatives double precision Elapsed Engrg error event functions feedwater finite differencing Flow Rate forward equations forward integration function evaluations group analysis Heat Cap Heat Capacities 0.80 heat transfer hot leg hot leg temperature i i i i IBM PC initial conditions input internal energy Jacobian Kenton leg heat capacity limiting reagent LMFBR lost inventory main data file Mass model interface nondimensional nondimensional sensitivity Nucl ODESSA package operating system option Ordinary Differential Equations output PACCs perturbation post-processor pre-processor Primary cold leg Primary hot leg problems PROCEDURE user_event reactor real numbers response theory Secondary cold leg Secondary hot leg seconds sensitivity coefficients sodium status flags steady step stiffness subroutine sudden events superheater symbolic differentiation system equations system variables thermal hydraulics transient user_dirac values xxx.adv