What is Plug Flow Reactor?
The plug flow reactor model (PFR, sometimes called continuous tubular reactor, CTR, or piston flow reactors) is a model used to describe chemical reactions in continuous, flowing systems of cylindrical geometry. The PFR model is used to predict the behavior of chemical reactors of such design, so that key reactor variables, such as the dimensions of the reactor, can be estimated.
How to Calculate Initial Reactant Concentration for Two Steps First Order Irreversible Reaction in Series?
Initial Reactant Concentration for Two Steps First Order Irreversible Reaction in Series calculator uses Initial Reactant Concentration for Multiple Rxns = (Intermediate Concentration for Series Rxn*(Rate Constant for Second Step First Order Reaction-Rate Constant for First Step First Order Reaction))/(Rate Constant for First Step First Order Reaction*(exp(-Rate Constant for First Step First Order Reaction*Space Time for PFR)-exp(-Rate Constant for Second Step First Order Reaction*Space Time for PFR))) to calculate the Initial Reactant Concentration for Multiple Rxns, The Initial Reactant Concentration for Two Steps First Order Irreversible Reaction in Series formula is defined as the Initial Concentration of Reactant of two steps First Order Irreversible Reaction in Series, for Batch and Plug Flow Reactors. Initial Reactant Concentration for Multiple Rxns is denoted by CA0 symbol.
How to calculate Initial Reactant Concentration for Two Steps First Order Irreversible Reaction in Series using this online calculator? To use this online calculator for Initial Reactant Concentration for Two Steps First Order Irreversible Reaction in Series, enter Intermediate Concentration for Series Rxn (CR), Rate Constant for Second Step First Order Reaction (k2), Rate Constant for First Step First Order Reaction (kI) & Space Time for PFR (τ) and hit the calculate button. Here is how the Initial Reactant Concentration for Two Steps First Order Irreversible Reaction in Series calculation can be explained with given input values -> 89.23855 = (10*(0.08-0.42))/(0.42*(exp(-0.42*30)-exp(-0.08*30))).