Field Strength for Barrier Suppression Ionization Calculator

✖Ionization Potential Barrier Suppression is the amount of energy required to remove an electron from the outermost shell of a neutral atom.ⓘ Ionization Potential Barrier Suppression [IP]			+10% -10%
✖Final Charge refers to a quantized value of electric charge, with the quantum of electric charge being the elementary charge.ⓘ Final Charge [Z]			+10% -10%

✖Field Strength for Barrier Suppression Ionization is a measure of the electric force exerted per unit positive charge.ⓘ Field Strength for Barrier Suppression Ionization [F_BSI]

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Formula

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Field Strength for Barrier Suppression Ionization

Formula

`"F"_{"BSI"} = (("[Permitivity-vacuum]"^2)*("[hP]"^2)*("IP"^2))/(("[Charge-e]"^3)*"[Mass-e]"*"[Bohr-r]"*"Z")`

Example

`"4.1E^-28V/m"=(("[Permitivity-vacuum]"^2)*("[hP]"^2)*(("13.6eV")^2))/(("[Charge-e]"^3)*"[Mass-e]"*"[Bohr-r]"*"2")`

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Field Strength for Barrier Suppression Ionization Solution

STEP 0: Pre-Calculation Summary

Formula Used

Field Strength for Barrier Suppression Ionization = (([Permitivity-vacuum]^2)*([hP]^2)*(Ionization Potential Barrier Suppression^2))/(([Charge-e]^3)*[Mass-e]*[Bohr-r]*Final Charge)
F_BSI = (([Permitivity-vacuum]^2)*([hP]^2)*(IP^2))/(([Charge-e]^3)*[Mass-e]*[Bohr-r]*Z)
This formula uses 5 Constants, 3 Variables

Constants Used

[Permitivity-vacuum] - Permittivity of vacuum Value Taken As 8.85E-12
[Charge-e] - Charge of electron Value Taken As 1.60217662E-19
[Mass-e] - Mass of electron Value Taken As 9.10938356E-31
[Bohr-r] - Bohr radius Value Taken As 0.529E-10
[hP] - Planck constant Value Taken As 6.626070040E-34

Variables Used

Field Strength for Barrier Suppression Ionization - (Measured in Volt per Meter) - Field Strength for Barrier Suppression Ionization is a measure of the electric force exerted per unit positive charge.
Ionization Potential Barrier Suppression - (Measured in Joule) - Ionization Potential Barrier Suppression is the amount of energy required to remove an electron from the outermost shell of a neutral atom.
Final Charge - Final Charge refers to a quantized value of electric charge, with the quantum of electric charge being the elementary charge.

STEP 1: Convert Input(s) to Base Unit

Ionization Potential Barrier Suppression: 13.6 Electron-Volt --> 2.17896116880001E-18 Joule (Check conversion here)
Final Charge: 2 --> No Conversion Required

STEP 2: Evaluate Formula

Substituting Input Values in Formula

F_BSI = (([Permitivity-vacuum]^2)*([hP]^2)*(IP^2))/(([Charge-e]^3)*[Mass-e]*[Bohr-r]*Z) --> (([Permitivity-vacuum]^2)*([hP]^2)*(2.17896116880001E-18^2))/(([Charge-e]^3)*[Mass-e]*[Bohr-r]*2)

Evaluating ... ...

F_BSI = 4.1189995164972E-28

STEP 3: Convert Result to Output's Unit

4.1189995164972E-28 Volt per Meter --> No Conversion Required

FINAL ANSWER

4.1189995164972E-28 ≈ 4.1E-28 Volt per Meter <-- Field Strength for Barrier Suppression Ionization

(Calculation completed in 00.004 seconds)

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Created by Sangita Kalita

National Institute of Technology, Manipur (NIT Manipur), Imphal, Manipur

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< 20 Femtochemistry Calculators

Observed Lifetime Given Quenching Time

Go Observed Lifetime = ((Self Quenching Time*Quenching Time)+(Radiative Lifetime*Quenching Time)+(Self Quenching Time*Radiative Lifetime))/(Radiative Lifetime*Self Quenching Time*Quenching Time)

Observed Lifetime Given Reduced Mass

Go Observed Lifetime = sqrt((Reduced Mass of Fragments*[BoltZ]*Temperature for Quenching)/(8*pi))/(Pressure for Quenching*Cross Section Area for Quenching)

Field Strength for Barrier Suppression Ionization

Go Field Strength for Barrier Suppression Ionization = (([Permitivity-vacuum]^2)*([hP]^2)*(Ionization Potential Barrier Suppression^2))/(([Charge-e]^3)*[Mass-e]*[Bohr-r]*Final Charge)

Spectral Chirp

Go Spectral Chirp = (4*Temporal Chirp*(Pulse Duration^4))/((16*(ln(2)^2))+((Temporal Chirp^2)*(Pulse Duration^4)))

Mean Free Tunneling Time for Electron

Go Mean Free Tunneling Time = (sqrt(Ionization Potential Barrier Suppression/(2*[Mass-e])))/Field Strength for Barrier Suppression Ionization

Velocity for Delayed Coherence in Photodissociation

Go Velocity for Delayed Coherence = sqrt((2*(Binding Potential-Potential Energy of Repulsing Term))/Reduced Mass for Delayed Coherence)

Potential for Exponential Repulsion

Go Potential For Exponential Repulsion = Energy FTS*(sech((Speed FTS*Time FTS)/(2*Length Scale FTS)))^2

Bond Breakage Time

Go Bond Breakage Time = (Length Scale FTS/Speed FTS)*ln((4*Energy FTS)/Bond Breakage Time Pulse Width)

Analysis of Anisotropy

Go Analysis of Anisotropy = ((cos(Angle Between Transition Dipole Moments)^2)+3)/(10*cos(Angle Between Transition Dipole Moments))

Anisotropy Decay Behavior

Go Anisotropy Decay = (Parallel Transient-Perpendicular Transient)/(Parallel Transient+(2*Perpendicular Transient))

Relationship between Pulse Intensity and Electric Field Strength

Go Electric Field Strength for Ultrafast Radiation = sqrt((2*Intensity of Laser)/([Permitivity-vacuum]*[c]))

Gaussian-Like Pulse

Go Gaussian Like Pulse = sin((pi*Time FTS)/(2*Half Width of Pulse))^2

Mean Electron Velocity

Go Mean Electron Velocity = sqrt((2*Ionization Potential Barrier Suppression)/[Mass-e])

Pump Pulse Difference

Go Pump Pulse Difference = (3*(pi^2)*Dipole Dipole Interaction for Exciton)/((Exciton Delocalization Length+1)^2)

Classical Analysis of Fluorescence Anisotropy

Go Classical Analysis of Fluorescence Anisotropy = (3*(cos(Angle Between Transition Dipole Moments)^2)-1)/5

Transit Time from Center of Sphere

Go Transit Time = (Radius of Sphere for Transit^2)/((pi^2)*Diffusion Coefficient for Transit)

Carrier Wavelength

Go Carrier Wavelength = (2*pi*[c])/Carrier Light Frequency

Recoil Energy for Bond Breaking

Go Energy FTS = (1/2)*Reduced Mass of Fragments*(Speed FTS^2)

Frequency Modulation

Go Frequency Modulation = (1/2)*Temporal Chirp*(Time FTS^2)

Mean Free Tunneling Time Given Velocity

Go Mean Free Tunneling Time = 1/Mean Electron Velocity

Field Strength for Barrier Suppression Ionization Formula

What is barrier suppression ionization (BSI) for complex molecular systems?

Similar to the BSI model for atomic systems, the electric field of the laser is superimposed upon the electrostatic potential of the system. The simple Coulomb well of the atomic BSI model is replaced with a molecular potential energy surface derived by ab initio methods.

How to Calculate Field Strength for Barrier Suppression Ionization?

Field Strength for Barrier Suppression Ionization calculator uses Field Strength for Barrier Suppression Ionization = (([Permitivity-vacuum]^2)*([hP]^2)*(Ionization Potential Barrier Suppression^2))/(([Charge-e]^3)*[Mass-e]*[Bohr-r]*Final Charge) to calculate the Field Strength for Barrier Suppression Ionization, The Field Strength for Barrier Suppression Ionization formula is defined as relation where if the applied field is of sufficient strength to depress the developed saddle-point below the ionization potential, the electron no longer sees a barrier to the continuum and freely escapes the system. Field Strength for Barrier Suppression Ionization is denoted by F_BSI symbol.

How to calculate Field Strength for Barrier Suppression Ionization using this online calculator? To use this online calculator for Field Strength for Barrier Suppression Ionization, enter Ionization Potential Barrier Suppression (IP) & Final Charge (Z) and hit the calculate button. Here is how the Field Strength for Barrier Suppression Ionization calculation can be explained with given input values -> 4.1E-28 = (([Permitivity-vacuum]^2)*([hP]^2)*(2.17896116880001E-18^2))/(([Charge-e]^3)*[Mass-e]*[Bohr-r]*2).

FAQ

What is Field Strength for Barrier Suppression Ionization?

The Field Strength for Barrier Suppression Ionization formula is defined as relation where if the applied field is of sufficient strength to depress the developed saddle-point below the ionization potential, the electron no longer sees a barrier to the continuum and freely escapes the system and is represented as F_BSI = (([Permitivity-vacuum]^2)*([hP]^2)*(IP^2))/(([Charge-e]^3)*[Mass-e]*[Bohr-r]*Z) or Field Strength for Barrier Suppression Ionization = (([Permitivity-vacuum]^2)*([hP]^2)*(Ionization Potential Barrier Suppression^2))/(([Charge-e]^3)*[Mass-e]*[Bohr-r]*Final Charge). Ionization Potential Barrier Suppression is the amount of energy required to remove an electron from the outermost shell of a neutral atom & Final Charge refers to a quantized value of electric charge, with the quantum of electric charge being the elementary charge.

How to calculate Field Strength for Barrier Suppression Ionization?

The Field Strength for Barrier Suppression Ionization formula is defined as relation where if the applied field is of sufficient strength to depress the developed saddle-point below the ionization potential, the electron no longer sees a barrier to the continuum and freely escapes the system is calculated using Field Strength for Barrier Suppression Ionization = (([Permitivity-vacuum]^2)*([hP]^2)*(Ionization Potential Barrier Suppression^2))/(([Charge-e]^3)*[Mass-e]*[Bohr-r]*Final Charge). To calculate Field Strength for Barrier Suppression Ionization, you need Ionization Potential Barrier Suppression (IP) & Final Charge (Z). With our tool, you need to enter the respective value for Ionization Potential Barrier Suppression & Final Charge 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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