## < ⎙ 5 Other formulas that you can solve using the same Inputs

Current density due to electrons
Current density due to electrons=[Charge-e]*Density of electron*Mobility of electron*Electric Field GO
Current density due to holes
Current density due to holes=[Charge-e]*Density of holes*Mobility of holes*Electric Field GO
Velocity of an electron in force fields
Velocity of electron in force fields=Electric Field/Magnetic Field GO
Current Density when Conductivity is Given
Current Density=Electric Field*conductivity GO
Current Density when Resistivity is Given
Current Density=Electric Field/Resistivity GO

### Acceleration when force and electric field is present Formula

Acceleration when electric field is present=([Charge-e]*Electric Field)/[Mass-e]
More formulas
Thermal Voltage GO
Temperature Dependence of the Energy Bandgaps GO
Electric Field Intensity GO
Mobility of charge carriers GO
Radius of electron on circular path GO
Time period of an electron GO
Velocity of an electron due to voltage GO
Velocity of an electron in force fields GO
Angular Velocity of a particle in a magnetic field GO
Path of a particle in cycloidal plane GO
Diameter of a cycloid GO
Electrostatic Deflection Sensitivity GO
Magnetic Deflection Sensitivity GO
Electron Diffusion Length GO
Hole Diffusion Length GO
Conductivity in Metals GO
Conductivity in Semiconductors GO
Einstein Equation for electrons GO
Einstein Equation for holes GO
Conductivity in Extrinsic Semiconductors (for p-type) GO
Conductivity in Extrinsic Semiconductors (for n-type) GO
Diode Equation GO
Thermal Voltage GO
Zener Diode Regulator GO
Zener Resistance or Zener Impedance GO
Transition capacitance GO
Self Resonance Frequency GO
Emitter Efficiency GO
Emitter Current GO
Base Transport Factor GO
Current Amplification factor GO
Base Transport Factor using current amplification factor GO
Current Amplification factor using Base transport factor GO
Collector current using Base transport factor GO
Collector current using Current amplification factor GO
Common collector current gain GO
Emitter current using Base Transport Factor GO
Base current using Current amplification Factor GO
Saturation voltage between drain and source GO
Saturation drain current GO
Drain current GO
Collector to emitter leakage current GO
Current density due to holes GO
Current density due to electrons GO
Current density in semiconductors GO
Intrinsic carrier concentration GO
Intrinsic carrier concentration using hole and electron carrier concentration GO
Majority Carrier Concentration GO

## How the acceleration is calculated when force and electric field is given?

If we throw a charge into a uniform electric field (same magnitude and direction everywhere), it would also follow a parabolic path. We're going to neglect gravity; the parabola comes from the constant force experienced by the charge in the electric field. Again, we could determine when and where the charge would land by doing a projectile motion analysis. The acceleration is again zero in one direction and constant in the other. The value of the acceleration can be found by drawing a free-body diagram (one force, F = qE) and applying Newton's second law. This says: qE = ma, so the acceleration is a = qE / m.

## How to Calculate Acceleration when force and electric field is present?

Acceleration when force and electric field is present calculator uses Acceleration when electric field is present=([Charge-e]*Electric Field)/[Mass-e] to calculate the Acceleration when electric field is present, The Acceleration when force and electric field is present is the rate of change of velocity with respect to time when an electron/charge is in an electric field and a force acts upon it. Acceleration when electric field is present and is denoted by a symbol.

How to calculate Acceleration when force and electric field is present using this online calculator? To use this online calculator for Acceleration when force and electric field is present, enter Electric Field (E) and hit the calculate button. Here is how the Acceleration when force and electric field is present calculation can be explained with given input values -> 1.055E+14 = ([Charge-e]*600)/[Mass-e].

### FAQ

What is Acceleration when force and electric field is present?
The Acceleration when force and electric field is present is the rate of change of velocity with respect to time when an electron/charge is in an electric field and a force acts upon it and is represented as a=([Charge-e]*E)/[Mass-e] or Acceleration when electric field is present=([Charge-e]*Electric Field)/[Mass-e]. Electric field is defined as the electric force per unit charge.
How to calculate Acceleration when force and electric field is present?
The Acceleration when force and electric field is present is the rate of change of velocity with respect to time when an electron/charge is in an electric field and a force acts upon it is calculated using Acceleration when electric field is present=([Charge-e]*Electric Field)/[Mass-e]. To calculate Acceleration when force and electric field is present, you need Electric Field (E). With our tool, you need to enter the respective value for Electric Field 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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