What is Steam Distillation?
Steam distillation is a separation process that consists of distilling water together with other volatile and non-volatile components. The steam from the boiling water carries the vapor of the volatiles to a condenser; both are cooled and return to the liquid or solid state, while the non-volatile residues remain behind in the boiling container. If, as is usually the case, the volatiles are not miscible with water, they will spontaneously form a distinct phase after condensation, allowing them to be separated by decantation or with a separatory funnel.
How to Calculate Total Steam Required to Vaporize Volatile Component?
Total Steam Required to Vaporize Volatile Component calculator uses Total Steam Required to Vaporize Volatile Comp = (((Total Pressure of System/(Vaporizing Efficiency*Vapor Pressure of Volatile Component))-1)*(Initial Moles of Volatile Component-Final Moles of Volatile Component))+((Total Pressure of System*Moles of Non-Volatile Component/(Vaporizing Efficiency*Vapor Pressure of Volatile Component))*ln(Initial Moles of Volatile Component/Final Moles of Volatile Component)) to calculate the Total Steam Required to Vaporize Volatile Comp, The Total Steam Required to Vaporize Volatile Component formula is defined as the total requirement of steam to vaporize the volatile component from an initial mass to final mass of volatile component. Total Steam Required to Vaporize Volatile Comp is denoted by Ms symbol.
How to calculate Total Steam Required to Vaporize Volatile Component using this online calculator? To use this online calculator for Total Steam Required to Vaporize Volatile Component, enter Total Pressure of System (P), Vaporizing Efficiency (E), Vapor Pressure of Volatile Component (Pvaporvc), Initial Moles of Volatile Component (mAi), Final Moles of Volatile Component (mAf) & Moles of Non-Volatile Component (mc) and hit the calculate button. Here is how the Total Steam Required to Vaporize Volatile Component calculation can be explained with given input values -> 33.98579 = (((100000/(0.75*30000))-1)*(5.1-0.63))+((100000*2/(0.75*30000))*ln(5.1/0.63)).