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Rate of Flow of Mercury given Max Current Calculator

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✖Maximum Diffusion Current is the maximum current that passes through a cell when the concentration of electro-active species at the electrode surface is zero.ⓘ Maximum Diffusion Current [i_max]			+10% -10%
✖Moles of Analyte the quantity of an analyte in a sample that can be expressed in terms of moles.ⓘ Moles of Analyte [n]			+10% -10%
✖Diffusion Constant also known as the diffusion coefficient or diffusivity, is a physical constant that measures the rate of material transport.ⓘ Diffusion Constant [D]			+10% -10%
✖Drop Time is the time during when triangular impact pressure decreases from the highest to the lowest.ⓘ Drop Time [t]			+10% -10%
✖Concentration at given time is that concentration is the ratio of solute in a solution to either solvent or total solution. Concentration is usually expressed in terms of mass per unit volume.ⓘ Concentration at given time [C_A]			+10% -10%

✖Rate of Flow of Mercury the volume of mercury that passes through a cross-section each second.ⓘ Rate of Flow of Mercury given Max Current [m]

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Rate of Flow of Mercury given Max Current

Formula

`"m" = (("i"_{"max"}/(708*"n"*("D"^(1/2))*("t"^(1/6))*"C"_{"A"}))^(3/2))`

Example

`"1.7E^-6"=(("10"/(708*"3"*(("4")^(1/2))*(("20")^(1/6))*"10"))^(3/2))`

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Rate of Flow of Mercury given Max Current Solution

STEP 0: Pre-Calculation Summary

Formula Used

Rate of Flow of Mercury = ((Maximum Diffusion Current/(708*Moles of Analyte*(Diffusion Constant^(1/2))*(Drop Time^(1/6))*Concentration at given time))^(3/2))
m = ((i_max/(708*n*(D^(1/2))*(t^(1/6))*C_A))^(3/2))
This formula uses 6 Variables

Variables Used

Rate of Flow of Mercury - Rate of Flow of Mercury the volume of mercury that passes through a cross-section each second.
Maximum Diffusion Current - Maximum Diffusion Current is the maximum current that passes through a cell when the concentration of electro-active species at the electrode surface is zero.
Moles of Analyte - Moles of Analyte the quantity of an analyte in a sample that can be expressed in terms of moles.
Diffusion Constant - Diffusion Constant also known as the diffusion coefficient or diffusivity, is a physical constant that measures the rate of material transport.
Drop Time - Drop Time is the time during when triangular impact pressure decreases from the highest to the lowest.
Concentration at given time - Concentration at given time is that concentration is the ratio of solute in a solution to either solvent or total solution. Concentration is usually expressed in terms of mass per unit volume.

STEP 1: Convert Input(s) to Base Unit

Maximum Diffusion Current: 10 --> No Conversion Required
Moles of Analyte: 3 --> No Conversion Required
Diffusion Constant: 4 --> No Conversion Required
Drop Time: 20 --> No Conversion Required
Concentration at given time: 10 --> No Conversion Required

STEP 2: Evaluate Formula

Substituting Input Values in Formula

m = ((i_max/(708*n*(D^(1/2))*(t^(1/6))*C_A))^(3/2)) --> ((10/(708*3*(4^(1/2))*(20^(1/6))*10))^(3/2))

Evaluating ... ...

m = 1.70791297932094E-06

STEP 3: Convert Result to Output's Unit

1.70791297932094E-06 --> No Conversion Required

FINAL ANSWER

1.70791297932094E-06 ≈ 1.7E-6 <-- Rate of Flow of Mercury

(Calculation completed in 00.004 seconds)

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< 23 Potentiometry and Voltametry Calculators

Number of Electron given CI

Go Number of electrons given CI = (Cathodic Current/(2.69*(10^8)*Area of Electrode*Concentration given CI*(Diffusion Constant^0.5)*(Sweep Rate^0.5)))^(2/3)

Maximum Diffusion Current

Go Maximum Diffusion Current = 708*Moles of Analyte*(Diffusion Constant^(1/2))*(Rate of Flow of Mercury^(2/3))*(Drop Time^(1/6))*Concentration at given time

Area of Electrode

Go Area of Electrode = (Cathodic Current/(2.69*(10^8)*Number of electrons given CI*Concentration given CI*(Diffusion Constant^0.5)*(Sweep Rate^0.5)))^(2/3)

Concentration given CI

Go Concentration given CI = Cathodic Current/(2.69*(10^8)*(Number of electrons given CI^1.5)*Area of Electrode*(Diffusion Constant^0.5)*(Sweep Rate^0.5))

Cathodic Current

Go Cathodic Current = 2.69*(10^8)*(Number of electrons given CI^1.5)*Area of Electrode*Concentration given CI*(Diffusion Constant^0.5)*(Sweep Rate^0.5)

Diffusion Constant given Current

Go Diffusion Constant = (Cathodic Current/(2.69*(10^8)*Number of electrons given CI*Concentration given CI*(Sweep Rate^0.5)*Area of Electrode))^(4/3)

Sweep Rate

Go Sweep Rate = (Cathodic Current/(2.69*(10^8)*Number of electrons given CI*Concentration given CI*(Diffusion Constant^0.5)*Area of Electrode))^(4/3)

Current in Potentiometry

Go Current in Potentiometry = (Cell Potential in Potentiometry-Applied Potential in Potentiometry)/Resistance in Potentiometry

Applied Potential

Go Applied Potential in Potentiometry = Cell Potential in Potentiometry+(Current in Potentiometry*Resistance in Potentiometry)

EMF at Cell Junction

Go Junction EMF = Cell Potential in Potentiometry-Indicator EMF+Reference EMF

Cell Potential

Go Cell Potential in Potentiometry = Indicator EMF-Reference EMF+Junction EMF

Indicator EMF

Go Indicator EMF = Reference EMF-Junction EMF+Cell Potential in Potentiometry

Reference EMF

Go Reference EMF = Indicator EMF+Junction EMF-Cell Potential in Potentiometry

Number of Moles of Electron

Go Moles of Electron = Charge given Moles/(Moles of Analyte*[Faraday])

Moles of Analyte

Go Moles of Analyte = Charge given Moles/(Moles of Electron*[Faraday])

Charge given Moles

Go Charge given Moles = Moles of Electron*Moles of Analyte*[Faraday]

Potentiometric Current

Go Potentiometric Current = Potentiometric Constant*Concentration at given time

Moles of Electron given Potentials

Go Moles of Electron = 57/(Anodic Potential-Cathodic Potential)

Cathodic Potential

Go Cathodic Potential = Anodic Potential-(57/Moles of Electron)

Anodic Potential

Go Anodic Potential = Cathodic Potential+(57/Moles of Electron)

Cathodic Potential given half potential

Go Cathodic Potential = (Half Potential/0.5)-Anodic Potential

Anodic Potential given half potential

Go Anodic Potential = (Half Potential/0.5)-Cathodic Potential

Half Potential

Go Half Potential = 0.5*(Anodic Potential+Cathodic Potential)

Rate of Flow of Mercury given Max Current Formula

What is the importance of polarography?

Polarography is an electrochemical voltammetric technique that employs (dropping or static) mercury drop as a working electrode. In its most simple form polarography can be used to determine concentrations of electroactive species in liquids by measuring their mass-transport limiting currents.

How to Calculate Rate of Flow of Mercury given Max Current?

Rate of Flow of Mercury given Max Current calculator uses Rate of Flow of Mercury = ((Maximum Diffusion Current/(708*Moles of Analyte*(Diffusion Constant^(1/2))*(Drop Time^(1/6))*Concentration at given time))^(3/2)) to calculate the Rate of Flow of Mercury, The Rate of Flow of Mercury given Max Current formula is defined as the volume of mercury that passes through a cross-section each second. Rate of Flow of Mercury is denoted by m symbol.

How to calculate Rate of Flow of Mercury given Max Current using this online calculator? To use this online calculator for Rate of Flow of Mercury given Max Current, enter Maximum Diffusion Current (i_max), Moles of Analyte (n), Diffusion Constant (D), Drop Time (t) & Concentration at given time (C_A) and hit the calculate button. Here is how the Rate of Flow of Mercury given Max Current calculation can be explained with given input values -> 1.7E-6 = ((10/(708*3*(4^(1/2))*(20^(1/6))*10))^(3/2)).

FAQ

What is Rate of Flow of Mercury given Max Current?

The Rate of Flow of Mercury given Max Current formula is defined as the volume of mercury that passes through a cross-section each second and is represented as m = ((i_max/(708*n*(D^(1/2))*(t^(1/6))*C_A))^(3/2)) or Rate of Flow of Mercury = ((Maximum Diffusion Current/(708*Moles of Analyte*(Diffusion Constant^(1/2))*(Drop Time^(1/6))*Concentration at given time))^(3/2)). Maximum Diffusion Current is the maximum current that passes through a cell when the concentration of electro-active species at the electrode surface is zero, Moles of Analyte the quantity of an analyte in a sample that can be expressed in terms of moles, Diffusion Constant also known as the diffusion coefficient or diffusivity, is a physical constant that measures the rate of material transport, Drop Time is the time during when triangular impact pressure decreases from the highest to the lowest & Concentration at given time is that concentration is the ratio of solute in a solution to either solvent or total solution. Concentration is usually expressed in terms of mass per unit volume.

How to calculate Rate of Flow of Mercury given Max Current?

The Rate of Flow of Mercury given Max Current formula is defined as the volume of mercury that passes through a cross-section each second is calculated using Rate of Flow of Mercury = ((Maximum Diffusion Current/(708*Moles of Analyte*(Diffusion Constant^(1/2))*(Drop Time^(1/6))*Concentration at given time))^(3/2)). To calculate Rate of Flow of Mercury given Max Current, you need Maximum Diffusion Current (i_max), Moles of Analyte (n), Diffusion Constant (D), Drop Time (t) & Concentration at given time (C_A). With our tool, you need to enter the respective value for Maximum Diffusion Current, Moles of Analyte, Diffusion Constant, Drop Time & Concentration at given time and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.

How many ways are there to calculate Rate of Flow of Mercury?

In this formula, Rate of Flow of Mercury uses Maximum Diffusion Current, Moles of Analyte, Diffusion Constant, Drop Time & Concentration at given time. We can use 1 other way(s) to calculate the same, which is/are as follows -

Rate of Flow of Mercury = ((Maximum Diffusion Current/(607*Moles of Analyte*(Diffusion Constant^(1/2))*(Drop Time^(1/6))*Concentration at given time))^(3/2))

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