Electric Field given Polarizability Calculator

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✖The Molecular Dipole Moment is defined as the polarizability of the molecule in a constant electric field. The molecular dipole moment is a vector quantity having magnitude as well as direction.ⓘ Molecular Dipole Moment [μ]			+10% -10%
✖Polarizability is the measure of how easily an electron cloud is distorted by an electric field.ⓘ Polarizability [α]			+10% -10%

✖Electric Field is defined as the electric force per unit charge.ⓘ Electric Field given Polarizability [E]

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Formula

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Electric Field given Polarizability

Formula

`"E" = "μ"/"α"`

Example

`"599.7001V/m"="400C*m"/"0.667C*m²/V"`

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Electric Field given Polarizability Solution

STEP 0: Pre-Calculation Summary

Formula Used

Electric Field = Molecular Dipole Moment/Polarizability
E = μ/α
This formula uses 3 Variables

Variables Used

Electric Field - (Measured in Volt per Meter) - Electric Field is defined as the electric force per unit charge.
Molecular Dipole Moment - (Measured in Coulomb Meter) - The Molecular Dipole Moment is defined as the polarizability of the molecule in a constant electric field. The molecular dipole moment is a vector quantity having magnitude as well as direction.
Polarizability - (Measured in Coulomb Square Meter per Volt) - Polarizability is the measure of how easily an electron cloud is distorted by an electric field.

STEP 1: Convert Input(s) to Base Unit

Molecular Dipole Moment: 400 Coulomb Meter --> 400 Coulomb Meter No Conversion Required
Polarizability: 0.667 Coulomb Square Meter per Volt --> 0.667 Coulomb Square Meter per Volt No Conversion Required

STEP 2: Evaluate Formula

Substituting Input Values in Formula

E = μ/α --> 400/0.667

Evaluating ... ...

E = 599.700149925037

STEP 3: Convert Result to Output's Unit

599.700149925037 Volt per Meter --> No Conversion Required

FINAL ANSWER

599.700149925037 ≈ 599.7001 Volt per Meter <-- Electric Field

(Calculation completed in 00.006 seconds)

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K J Somaiya College of science (K J Somaiya), Mumbai

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< 13 Raman Spectroscopy Calculators

Frequency Associated to Transition

Go Transition Frequency (1 to 2) = (Energy Level 2-Energy Level 1)/[hP]

Depolarization Ratio

Go Depolarization Ratio = (Intensity of Perpendicular Component/Intensity of Parallel Component)

Energy 1 of Vibrational Level

Go Energy Level 1 = Energy Level 2-(Transition Frequency*[hP])

Energy 2 of Vibrational Level

Go Energy Level 2 = Energy Level 1+(Transition Frequency*[hP])

Vibrational Frequency given Anti Stokes Frequency

Go Vibrational Frequency in Anti Stokes = Anti Stokes Frequency-Incident Frequency

Vibrational Frequency given Stokes Frequency

Go Vibrational Frequency = Incident Frequency-Stokes Scattering Frequency

Incident Frequency given Stokes Frequency

Go Incident Frequency = Stokes Scattering Frequency+Vibrational Frequency

Stokes Scattering Frequency

Go Stokes Scattering Frequency = Initial Frequency-Vibrational Frequency

Incident Frequency given Anti Stokes Frequency

Go Incident Frequency = Anti Stokes Frequency-Vibrational Frequency

Anti Stokes Scattering Frequency

Go Anti Stokes Frequency = Initial Frequency+Vibrational Frequency

Electric Field given Polarizability

Go Electric Field = Molecular Dipole Moment/Polarizability

Molecular Dipole Moment

Go Molecular Dipole Moment = Polarizability*Electric Field

Polarizability

Go Polarizability = Molecular Dipole Moment/Electric Field

< 12 Raman spectroscopy Calculators

Frequency Associated to Transition

Go Transition Frequency (1 to 2) = (Energy Level 2-Energy Level 1)/[hP]

Energy 1 of Vibrational Level

Go Energy Level 1 = Energy Level 2-(Transition Frequency*[hP])

Energy 2 of Vibrational Level

Go Energy Level 2 = Energy Level 1+(Transition Frequency*[hP])

Vibrational Frequency given Anti Stokes Frequency

Go Vibrational Frequency in Anti Stokes = Anti Stokes Frequency-Incident Frequency

Vibrational Frequency given Stokes Frequency

Go Vibrational Frequency = Incident Frequency-Stokes Scattering Frequency

Incident Frequency given Stokes Frequency

Go Incident Frequency = Stokes Scattering Frequency+Vibrational Frequency

Stokes Scattering Frequency

Go Stokes Scattering Frequency = Initial Frequency-Vibrational Frequency

Incident Frequency given Anti Stokes Frequency

Go Incident Frequency = Anti Stokes Frequency-Vibrational Frequency

Anti Stokes Scattering Frequency

Go Anti Stokes Frequency = Initial Frequency+Vibrational Frequency

Electric Field given Polarizability

Go Electric Field = Molecular Dipole Moment/Polarizability

Molecular Dipole Moment

Go Molecular Dipole Moment = Polarizability*Electric Field

Polarizability

Go Polarizability = Molecular Dipole Moment/Electric Field

Electric Field given Polarizability Formula

Electric Field = Molecular Dipole Moment/Polarizability
E = μ/α

What is polarizability?

Typically the electron cloud will belong to an atom or molecule or ion. The electric field could be caused, for example, by an electrode or a nearby cation or anion. If an electron cloud is easy to distort, we say that the species it belongs to is polarizable.

How to Calculate Electric Field given Polarizability?

Electric Field given Polarizability calculator uses Electric Field = Molecular Dipole Moment/Polarizability to calculate the Electric Field, The Electric Field given Polarizability is defined as the molecular dipole moment to the polarizability of the atom. Electric Field is denoted by E symbol.

How to calculate Electric Field given Polarizability using this online calculator? To use this online calculator for Electric Field given Polarizability, enter Molecular Dipole Moment (μ) & Polarizability (α) and hit the calculate button. Here is how the Electric Field given Polarizability calculation can be explained with given input values -> 599.7001 = 400/0.667.

FAQ

What is Electric Field given Polarizability?

The Electric Field given Polarizability is defined as the molecular dipole moment to the polarizability of the atom and is represented as E = μ/α or Electric Field = Molecular Dipole Moment/Polarizability. The Molecular Dipole Moment is defined as the polarizability of the molecule in a constant electric field. The molecular dipole moment is a vector quantity having magnitude as well as direction & Polarizability is the measure of how easily an electron cloud is distorted by an electric field.

How to calculate Electric Field given Polarizability?

The Electric Field given Polarizability is defined as the molecular dipole moment to the polarizability of the atom is calculated using Electric Field = Molecular Dipole Moment/Polarizability. To calculate Electric Field given Polarizability, you need Molecular Dipole Moment (μ) & Polarizability (α). With our tool, you need to enter the respective value for Molecular Dipole Moment & Polarizability 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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