packageInverses

Information

Package description

Package contents  


Function fixdT constrains density and temperature to allowed region  
Function dofp13 computes d as a function of p at boundary between regions 1 and 3  
Function dofp23 computes d as a function of p at boundary between regions 2 and 3  
Function dofpt3 iteration to compute d as a function of p and T in region 3  
Function dtofph3 iteration to compute d and T as a function of p and h in region 3  
Function dtofps3 iteration to compute d and T as a function of p and s in region 3  
Function dtofpsdt3 iteration to compute d and T as a function of p and s in region 3,  
          with initial guesses  
Function pofdt125 iteration to compute p as a function of p and T in regions 1, 2 and 5  
Function tofph5 iteration to compute T as a function of p and h in region 5  
Function tofps5 iteration to compute T as a function of p and s in region 5  
Function tofpst5 iteration to compute T as a function of p and s in region 5, with initial guess in T  
Function   


Version Info and Revision history  
            

First implemented: July, 2000  
          by Hubertus Tummescheit  


Author: Hubertus Tummescheit,   
      Modelon AB  
      Ideon Science Park  
      SE-22370 Lund, Sweden  
      email: hubertus@modelon.se  
            

Initial version: July 2000  
Documentation added: December 2002  


## Copyright © EDF 2002 - 2025

## ThermoSysPro Version 4.2

Contents

Name	Description
fixdT	region limits for inverse iteration in region 3
dofp13	density at the boundary between regions 1 and 3
dofp23	density at the boundary between regions 2 and 3
dofpt3	inverse iteration in region 3: (d) = f(p,T)
dtofph3	inverse iteration in region 3: (d,T) = f(p,h)
dtofps3	inverse iteration in region 3: (d,T) = f(p,s)
dtofpsdt3	inverse iteration in region 3: (d,T) = f(p,s)
pofdt125	inverse iteration in region 1,2 and 5: p = g(d,T)
tofph5	inverse iteration in region 5: (p,T) = f(p,h)
tofps5	inverse iteration in region 5: (p,T) = f(p,s)
tofpst5	inverse iteration in region 5: (p,T) = f(p,s)