Reactant Concentration using Reactant Conversion with Varying Density Calculator

✖Reactant Conversion with Varying Density gives us the percentage of reactants converted into products. Enter the percentage as a decimal between 0 and 1.ⓘ Reactant Conversion with Varying Density [XA_VD]			+10% -10%
✖The Initial Reactant Concentration refers to the amount of reactant present in the solvent before the considered process.ⓘ Initial Reactant Concentration [C_o]			+10% -10%
✖Fractional Volume Change is the ratio of the change in volume and the initial volume.ⓘ Fractional Volume Change [ε]			+10% -10%

✖Reactant Concentration with Varying Density refers to the amount of reactant present in the solvent at any given point of time during the process.ⓘ Reactant Concentration using Reactant Conversion with Varying Density [C_VD]

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Reactant Concentration using Reactant Conversion with Varying Density Solution

STEP 0: Pre-Calculation Summary

Formula Used

Reactant Concentration with Varying Density = ((1-Reactant Conversion with Varying Density)*(Initial Reactant Concentration))/(1+Fractional Volume Change*Reactant Conversion with Varying Density)
C_VD = ((1-XA_VD)*(C_o))/(1+ε*XA_VD)
This formula uses 4 Variables

Variables Used

Reactant Concentration with Varying Density - (Measured in Mole per Cubic Meter) - Reactant Concentration with Varying Density refers to the amount of reactant present in the solvent at any given point of time during the process.
Reactant Conversion with Varying Density - Reactant Conversion with Varying Density gives us the percentage of reactants converted into products. Enter the percentage as a decimal between 0 and 1.
Initial Reactant Concentration - (Measured in Mole per Cubic Meter) - The Initial Reactant Concentration refers to the amount of reactant present in the solvent before the considered process.
Fractional Volume Change - Fractional Volume Change is the ratio of the change in volume and the initial volume.

STEP 1: Convert Input(s) to Base Unit

Reactant Conversion with Varying Density: 0.8 --> No Conversion Required
Initial Reactant Concentration: 80 Mole per Cubic Meter --> 80 Mole per Cubic Meter No Conversion Required
Fractional Volume Change: 0.21 --> No Conversion Required

STEP 2: Evaluate Formula

Substituting Input Values in Formula

C_VD = ((1-XA_VD)*(C_o))/(1+ε*XA_VD) --> ((1-0.8)*(80))/(1+0.21*0.8)

Evaluating ... ...

C_VD = 13.6986301369863

STEP 3: Convert Result to Output's Unit

13.6986301369863 Mole per Cubic Meter --> No Conversion Required

FINAL ANSWER

13.6986301369863 ≈ 13.69863 Mole per Cubic Meter <-- Reactant Concentration with Varying Density

(Calculation completed in 00.004 seconds)

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< Introduction to Reactor Design Calculators

Initial Reactant Conversion using Reactant Concentration with Varying Density

LaTeX Go Reactant Conversion = (Initial Reactant Concentration-Reactant Concentration)/(Initial Reactant Concentration+Fractional Volume Change*Reactant Concentration)

Initial Reactant Concentration using Reactant Conversion

LaTeX Go Initial Reactant Concentration = Reactant Concentration/(1-Reactant Conversion)

Reactant Concentration using Reactant Conversion

LaTeX Go Reactant Concentration = Initial Reactant Concentration*(1-Reactant Conversion)

Reactant Conversion using Reactant Concentration

LaTeX Go Reactant Conversion = 1-(Reactant Concentration/Initial Reactant Concentration)

< Basics of Reactor Design and Temperature Dependency from Arrhenius Law Calculators

Initial Key Reactant Concentration with Varying Density,Temperature and Total Pressure

LaTeX Go Initial Key-Reactant Concentration = Key-Reactant Concentration*((1+Fractional Volume Change*Key-Reactant Conversion)/(1-Key-Reactant Conversion))*((Temperature*Initial Total Pressure)/(Initial Temperature*Total Pressure))

Key Reactant Concentration with Varying Density,Temperature and Total Pressure

LaTeX Go Key-Reactant Concentration = Initial Key-Reactant Concentration*((1-Key-Reactant Conversion)/(1+Fractional Volume Change*Key-Reactant Conversion))*((Initial Temperature*Total Pressure)/(Temperature*Initial Total Pressure))

Initial Reactant Concentration using Reactant Conversion with Varying Density

LaTeX Go Initial Reactant Conc with Varying Density = ((Reactant Concentration)*(1+Fractional Volume Change*Reactant Conversion))/(1-Reactant Conversion)

Initial Reactant Concentration using Reactant Conversion

LaTeX Go Initial Reactant Concentration = Reactant Concentration/(1-Reactant Conversion)

Reactant Concentration using Reactant Conversion with Varying Density Formula

LaTeX Go

What are the factors to be considered for reactor design?

The different factors required for reactor design are (i) Size of reactor (ii) Type of reactor (iii) Time or duration of reaction (iv) Temperature & Composition of reacting material in the reactor (v) Heat removal or added and (vi) Flow pattern of fluid in the reactor.

How to Calculate Reactant Concentration using Reactant Conversion with Varying Density?

Reactant Concentration using Reactant Conversion with Varying Density calculator uses Reactant Concentration with Varying Density = ((1-Reactant Conversion with Varying Density)*(Initial Reactant Concentration))/(1+Fractional Volume Change*Reactant Conversion with Varying Density) to calculate the Reactant Concentration with Varying Density, The Reactant Concentration using Reactant Conversion with Varying Density formula is defined as the concentration of reactant at a given time where density is changing and temperature and total pressure are constant in both batch and flow system. Reactant Concentration with Varying Density is denoted by C_VD symbol.

How to calculate Reactant Concentration using Reactant Conversion with Varying Density using this online calculator? To use this online calculator for Reactant Concentration using Reactant Conversion with Varying Density, enter Reactant Conversion with Varying Density (XA_VD), Initial Reactant Concentration (C_o) & Fractional Volume Change (ε) and hit the calculate button. Here is how the Reactant Concentration using Reactant Conversion with Varying Density calculation can be explained with given input values -> 13.69863 = ((1-0.8)*(80))/(1+0.21*0.8).

FAQ

What is Reactant Concentration using Reactant Conversion with Varying Density?

The Reactant Concentration using Reactant Conversion with Varying Density formula is defined as the concentration of reactant at a given time where density is changing and temperature and total pressure are constant in both batch and flow system and is represented as C_VD = ((1-XA_VD)*(C_o))/(1+ε*XA_VD) or Reactant Concentration with Varying Density = ((1-Reactant Conversion with Varying Density)*(Initial Reactant Concentration))/(1+Fractional Volume Change*Reactant Conversion with Varying Density). Reactant Conversion with Varying Density gives us the percentage of reactants converted into products. Enter the percentage as a decimal between 0 and 1, The Initial Reactant Concentration refers to the amount of reactant present in the solvent before the considered process & Fractional Volume Change is the ratio of the change in volume and the initial volume.

How to calculate Reactant Concentration using Reactant Conversion with Varying Density?

The Reactant Concentration using Reactant Conversion with Varying Density formula is defined as the concentration of reactant at a given time where density is changing and temperature and total pressure are constant in both batch and flow system is calculated using Reactant Concentration with Varying Density = ((1-Reactant Conversion with Varying Density)*(Initial Reactant Concentration))/(1+Fractional Volume Change*Reactant Conversion with Varying Density). To calculate Reactant Concentration using Reactant Conversion with Varying Density, you need Reactant Conversion with Varying Density (XA_VD), Initial Reactant Concentration (C_o) & Fractional Volume Change (ε). With our tool, you need to enter the respective value for Reactant Conversion with Varying Density, Initial Reactant Concentration & Fractional Volume Change 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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