Electron Flux Density Calculator

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✖Mean Free Path electron is defined as an average distance travelled by a moving electrons between successive impacts, which modifies its direction or energy or other particle properties.ⓘ Mean Free Path Electron [L_e]			+10% -10%
✖Time can be defined as the ongoing and continuous sequence of events that occur in succession, from the past through the present to the future.ⓘ Time [t]			+10% -10%
✖Difference in Electron Concentration is defined as the difference between the electron density of two electron.ⓘ Difference in Electron Concentration [ΔN]			+10% -10%

✖Electron Flux Density refers to the quantity of electrons per unit volume in a given material or region. It represents the measure of how many electrons are present in a specific space or volume.ⓘ Electron Flux Density [Φ_n]

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Formula

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Electron Flux Density

Formula

`"Φ"_{"n"} = ("L"_{"e"}/(2*"t"))*"ΔN"`

Example

`"0.017718Wb/m²"=("25.47μm"/(2*"5.75s"))*"8000/m³"`

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Electron Flux Density Solution

STEP 0: Pre-Calculation Summary

Formula Used

Electron Flux Density = (Mean Free Path Electron/(2*Time))*Difference in Electron Concentration
Φ_n = (L_e/(2*t))*ΔN
This formula uses 4 Variables

Variables Used

Electron Flux Density - (Measured in Tesla) - Electron Flux Density refers to the quantity of electrons per unit volume in a given material or region. It represents the measure of how many electrons are present in a specific space or volume.
Mean Free Path Electron - (Measured in Meter) - Mean Free Path electron is defined as an average distance travelled by a moving electrons between successive impacts, which modifies its direction or energy or other particle properties.
Time - (Measured in Second) - Time can be defined as the ongoing and continuous sequence of events that occur in succession, from the past through the present to the future.
Difference in Electron Concentration - (Measured in 1 per Cubic Meter) - Difference in Electron Concentration is defined as the difference between the electron density of two electron.

STEP 1: Convert Input(s) to Base Unit

Mean Free Path Electron: 25.47 Micrometer --> 2.547E-05 Meter (Check conversion here)
Time: 5.75 Second --> 5.75 Second No Conversion Required
Difference in Electron Concentration: 8000 1 per Cubic Meter --> 8000 1 per Cubic Meter No Conversion Required

STEP 2: Evaluate Formula

Substituting Input Values in Formula

Φ_n = (L_e/(2*t))*ΔN --> (2.547E-05/(2*5.75))*8000

Evaluating ... ...

Φ_n = 0.0177182608695652

STEP 3: Convert Result to Output's Unit

0.0177182608695652 Tesla -->0.0177182608695652 Weber per Square Meter (Check conversion here)

FINAL ANSWER

0.0177182608695652 ≈ 0.017718 Weber per Square Meter <-- Electron Flux Density

(Calculation completed in 00.020 seconds)

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Home » Engineering » Electronics » Solid State Devices » Electrons & Holes » Electron Flux Density

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Created by Shobhit Dimri

Bipin Tripathi Kumaon Institute of Technology (BTKIT), Dwarahat

Shobhit Dimri has created this Calculator and 900+ more calculators!

Verified by Urvi Rathod

Vishwakarma Government Engineering College (VGEC), Ahmedabad

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< 18 Electrons & Holes Calculators

Phi-dependent Wave Function

Go Φ Dependent Wave Function = (1/sqrt(2*pi))*(exp(Wave Quantum Number*Wave Function Angle))

Order of Diffraction

Go Order of Diffraction = (2*Grafting Space*sin(Incident Angle))/Wavelength of Ray

Radius of Nth Orbit of Electron

Go Radius of nth Orbit of Electron = ([Coulomb]*Quantum Number^2*[hP]^2)/(Mass of Particle*[Charge-e]^2)

AC Conductance

Go AC Conductance = ([Charge-e]/([BoltZ]*Temperature))*Electric Current

Quantum State

Go Energy in Quantum State = (Quantum Number^2*pi^2*[hP]^2)/(2*Mass of Particle*Potential Well Length^2)

Hole Component

Go Hole Component = Electron Component*Emitter Injection Efficiency/(1-Emitter Injection Efficiency)

Electron Flux Density

Go Electron Flux Density = (Mean Free Path Electron/(2*Time))*Difference in Electron Concentration

Mean Free Path

Go Mean Free Path Electron = (Electron Flux Density/(Difference in Electron Concentration))*2*Time

Electron Component

Go Electron Component = ((Hole Component)/Emitter Injection Efficiency)-Hole Component

Difference in Electron Concentration

Go Difference in Electron Concentration = Electron Concentration 1-Electron Concentration 2

Electron Multiplication

Go Electron Multiplication = Number of Electron Out of Region/Number of Electron in Region

Electron Out of Region

Go Number of Electron Out of Region = Electron Multiplication*Number of Electron in Region

Electron in Region

Go Number of Electron in Region = Number of Electron Out of Region/Electron Multiplication

Total Carrier Current Density

Go Total Carrier Current Density = Electron Current Density+Hole Current Density

Electron Current Density

Go Electron Current Density = Total Carrier Current Density-Hole Current Density

Hole Current Density

Go Hole Current Density = Total Carrier Current Density-Electron Current Density

Mean Time Spend by Hole

Go Mean Time Spend by Hole = Optical Generation Rate*Majority Carrier Decay

Wave Function Amplitude

Go Amplitude of Wave Function = sqrt(2/Potential Well Length)

< 15 Semiconductor Carriers Calculators

Intrinsic Carrier Concentration

Go Intrinsic Carrier Concentration = sqrt(Effective Density of State in Valence Band*Effective Density of State in Conduction Band)*exp(-Energy Gap/(2*[BoltZ]*Temperature))

Carrier Lifetime

Go Carrier Lifetime = 1/(Proportionality for Recombination*(Holes Concentration in Valance Band+Electron Concentration in Conduction Band))

Radius of Nth Orbit of Electron

Go Radius of nth Orbit of Electron = ([Coulomb]*Quantum Number^2*[hP]^2)/(Mass of Particle*[Charge-e]^2)

Quantum State

Go Energy in Quantum State = (Quantum Number^2*pi^2*[hP]^2)/(2*Mass of Particle*Potential Well Length^2)

Electron Flux Density

Go Electron Flux Density = (Mean Free Path Electron/(2*Time))*Difference in Electron Concentration

Fermi Function

Go Fermi Function = Electron Concentration in Conduction Band/Effective Density of State in Conduction Band

Effective Density State in Valence Band

Go Effective Density of State in Valence Band = Holes Concentration in Valance Band/(1-Fermi Function)

Distribution Coefficient

Go Distribution Coefficient = Impurity Concentration in Solid/Impurity Concentration in Liquid

Electron Multiplication

Go Electron Multiplication = Number of Electron Out of Region/Number of Electron in Region

Excess Carrier Concentration

Go Excess Carrier Concentration = Optical Generation Rate*Recombination Lifetime

Electron Current Density

Go Electron Current Density = Total Carrier Current Density-Hole Current Density

Hole Current Density

Go Hole Current Density = Total Carrier Current Density-Electron Current Density

Mean Time Spend by Hole

Go Mean Time Spend by Hole = Optical Generation Rate*Majority Carrier Decay

Photoelectron Energy

Go Photoelectron Energy = [hP]*Frequency of Incident Light

Conduction Band Energy

Go Conduction Band Energy = Energy Gap+Valence Band Energy

Electron Flux Density Formula

Electron Flux Density = (Mean Free Path Electron/(2*Time))*Difference in Electron Concentration
Φ_n = (L_e/(2*t))*ΔN

What is electron density?

Electron density or electronic density is the measure of the probability of an electron being present at an infinitesimal element of space surrounding any given point.

How to Calculate Electron Flux Density?

Electron Flux Density calculator uses Electron Flux Density = (Mean Free Path Electron/(2*Time))*Difference in Electron Concentration to calculate the Electron Flux Density, The Electron Flux Density formula is defined as measure of the strength of an electric field generated by a free electric charge, corresponding to the number of electric lines of force passing through a given area. Electron Flux Density is denoted by Φ_n symbol.

How to calculate Electron Flux Density using this online calculator? To use this online calculator for Electron Flux Density, enter Mean Free Path Electron (L_e), Time (t) & Difference in Electron Concentration (ΔN) and hit the calculate button. Here is how the Electron Flux Density calculation can be explained with given input values -> 0.017718 = (2.547E-05/(2*5.75))*8000.

FAQ

What is Electron Flux Density?

The Electron Flux Density formula is defined as measure of the strength of an electric field generated by a free electric charge, corresponding to the number of electric lines of force passing through a given area and is represented as Φ_n = (L_e/(2*t))*ΔN or Electron Flux Density = (Mean Free Path Electron/(2*Time))*Difference in Electron Concentration. Mean Free Path electron is defined as an average distance travelled by a moving electrons between successive impacts, which modifies its direction or energy or other particle properties, Time can be defined as the ongoing and continuous sequence of events that occur in succession, from the past through the present to the future & Difference in Electron Concentration is defined as the difference between the electron density of two electron.

How to calculate Electron Flux Density?

The Electron Flux Density formula is defined as measure of the strength of an electric field generated by a free electric charge, corresponding to the number of electric lines of force passing through a given area is calculated using Electron Flux Density = (Mean Free Path Electron/(2*Time))*Difference in Electron Concentration. To calculate Electron Flux Density, you need Mean Free Path Electron (L_e), Time (t) & Difference in Electron Concentration (ΔN). With our tool, you need to enter the respective value for Mean Free Path Electron, Time & Difference in Electron Concentration 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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