Bottom Product based on Boil-up Ratio Solution

STEP 0: Pre-Calculation Summary
Formula Used
Residue Flowrate from Distillation Column = Boil-Up Flowrate to the Distillation Column/Boil-Up Ratio
W = V/Rv
This formula uses 3 Variables
Variables Used
Residue Flowrate from Distillation Column - (Measured in Mole per Second) - The Residue flowrate from Distillation Column is the amount of moles of bottom liquid product (Residue) flowing out from the column per unit time.
Boil-Up Flowrate to the Distillation Column - (Measured in Mole per Second) - The Boil-Up Flowrate to the Distillation Column is the vapour's molar flowrate, leaving the reboiler back into the distillation column.
Boil-Up Ratio - The Boil-Up Ratio is defined as the ratio of molar flowrate of vapour leaving the reboiler back into the column to the molar flowrate of liquid drawn out as bottom product.
STEP 1: Convert Input(s) to Base Unit
Boil-Up Flowrate to the Distillation Column: 11.2 Mole per Second --> 11.2 Mole per Second No Conversion Required
Boil-Up Ratio: 1.86 --> No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
W = V/Rv --> 11.2/1.86
Evaluating ... ...
W = 6.02150537634409
STEP 3: Convert Result to Output's Unit
6.02150537634409 Mole per Second --> No Conversion Required
FINAL ANSWER
6.02150537634409 6.021505 Mole per Second <-- Residue Flowrate from Distillation Column
(Calculation completed in 00.004 seconds)

Credits

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Created by Vaibhav Mishra
DJ Sanghvi College of Engineering (DJSCE), Mumbai
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Verified by Prerana Bakli
University of Hawaiʻi at Mānoa (UH Manoa), Hawaii, USA
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Continuous Distillation Calculators

Murphree Efficiency of Distillation Column Based on Vapour Phase
​ LaTeX ​ Go Murphree Efficiency of Distillation Column = ((Average Mole Fraction of Vapour on Nth Plate-Average Mole Fraction of Vapour at N+1 Plate)/(Average Mole Fraction at Equilibrium on Nth Plate-Average Mole Fraction of Vapour at N+1 Plate))*100
Liquid Reflux Flowrate based on External Reflux Ratio
​ LaTeX ​ Go External Reflux Flowrate to Distillation Column = External Reflux Ratio*Distillate Flowrate from Distillation Column
External Reflux Ratio
​ LaTeX ​ Go External Reflux Ratio = External Reflux Flowrate to Distillation Column/Distillate Flowrate from Distillation Column
Overall Efficiency of Distillation Column
​ LaTeX ​ Go Overall Efficiency of Distillation Column = (Ideal Number of Plates/Actual Number of Plates)*100

Bottom Product based on Boil-up Ratio Formula

​LaTeX ​Go
Residue Flowrate from Distillation Column = Boil-Up Flowrate to the Distillation Column/Boil-Up Ratio
W = V/Rv

What is the importance of Reflux Ratio in Distillation Column?

If reflux ratio is reduced (or if distillate rate D is increased compared to L) the more stages are required. Further reduction in Reflux Ratio leads to a point where infinite stages are required. This condition is known as minimum reflux. Any Increase in Reflux ratio above this point gives a workable system, upto the point where the reflux ratio reaches infinity and minimum number of stages are required, this condition is known as Total Reflux.

What is the effect of Reflux Ratio on Distillation Operation?

Distillation process is done to achieve a specific level of enrichment. To achieve this enrichment level, one must specify a reflux ratio. Decreasing that reflux ratio (i.e, increasing D), has an advantage that the duty of condenser and reboiler decreases, since the load in distillation column decreases (more mass goes out as D increases) . In other sense, the operating cost of distillation column decreases. However, it would be at expense of less enrichment achieved than required. Increasing reflux ratio would act in reverse i.e, it would have a disadvantage of increase in duty of condenser and reboiler as load increases. This increases the operation cost of distillation column; however, more enrichment is achieved.

How to Calculate Bottom Product based on Boil-up Ratio?

Bottom Product based on Boil-up Ratio calculator uses Residue Flowrate from Distillation Column = Boil-Up Flowrate to the Distillation Column/Boil-Up Ratio to calculate the Residue Flowrate from Distillation Column, The Bottom Product based on Boil-up Ratio formula is defined as the ratio of the Boil-up vapor flowrate back to the distillation column to the Boil-up Ratio. Residue Flowrate from Distillation Column is denoted by W symbol.

How to calculate Bottom Product based on Boil-up Ratio using this online calculator? To use this online calculator for Bottom Product based on Boil-up Ratio, enter Boil-Up Flowrate to the Distillation Column (V) & Boil-Up Ratio (Rv) and hit the calculate button. Here is how the Bottom Product based on Boil-up Ratio calculation can be explained with given input values -> 6.021505 = 11.2/1.86.

FAQ

What is Bottom Product based on Boil-up Ratio?
The Bottom Product based on Boil-up Ratio formula is defined as the ratio of the Boil-up vapor flowrate back to the distillation column to the Boil-up Ratio and is represented as W = V/Rv or Residue Flowrate from Distillation Column = Boil-Up Flowrate to the Distillation Column/Boil-Up Ratio. The Boil-Up Flowrate to the Distillation Column is the vapour's molar flowrate, leaving the reboiler back into the distillation column & The Boil-Up Ratio is defined as the ratio of molar flowrate of vapour leaving the reboiler back into the column to the molar flowrate of liquid drawn out as bottom product.
How to calculate Bottom Product based on Boil-up Ratio?
The Bottom Product based on Boil-up Ratio formula is defined as the ratio of the Boil-up vapor flowrate back to the distillation column to the Boil-up Ratio is calculated using Residue Flowrate from Distillation Column = Boil-Up Flowrate to the Distillation Column/Boil-Up Ratio. To calculate Bottom Product based on Boil-up Ratio, you need Boil-Up Flowrate to the Distillation Column (V) & Boil-Up Ratio (Rv). With our tool, you need to enter the respective value for Boil-Up Flowrate to the Distillation Column & Boil-Up Ratio and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
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