# Tesla To Newton Calculator

Charge (Coulombs):

Speed of the Charge (m/s):

Magnetic Field Strength (Tesla):

Force (N):

The Tesla to Newton Calculator determines the force exerted on a moving charge when subjected to a magnetic field. This calculation is fundamental in understanding the interaction between electric charges and magnetic fields, essential in various scientific and engineering contexts.

## Formula

The force (FFF) exerted on a moving charge in a magnetic field can be calculated using the formula:

F=q⋅v⋅BF = q \cdot v \cdot BF=q⋅v⋅B

where:

• FFF is the force exerted (Newtons, N)
• qqq is the charge of the particle (Coulombs, C)
• vvv is the speed of the charge (meters per second, m/s)
• BBB is the magnetic field strength (Tesla, T)

## How to Use

To use the Tesla to Newton Calculator:

1. Enter the charge of the particle in Coulombs.
2. Enter the speed of the charge in meters per second.
3. Enter the magnetic field strength in Tesla.
4. Click the “Calculate” button.
5. The force exerted on the charge will be displayed in Newtons.

## Example

Suppose a particle with a charge of 5 C is moving at a speed of 10 m/s in a magnetic field with a strength of 2 T. Using the calculator:

1. Enter 5 in the Charge field.
2. Enter 10 in the Speed field.
3. Enter 2 in the Magnetic Field Strength field.
4. Click “Calculate.”
5. The force exerted on the charge will be calculated as 100 N.

## FAQs

1. What is the Tesla to Newton Calculator used for?
• This calculator is used to determine the force exerted on a moving electric charge in a magnetic field.
2. Why is the force on a moving charge in a magnetic field important?
• It helps in understanding the principles of electromagnetism and is essential in designing devices like electric motors and particle accelerators.
3. What units are used in the Tesla to Newton Calculator?
• Charge is in Coulombs (C), speed is in meters per second (m/s), magnetic field strength is in Tesla (T), and force is in Newtons (N).
4. Can this calculator be used for different types of charges?
• Yes, as long as you input the charge, speed, and magnetic field strength values correctly, the calculator will compute the force exerted regardless of the type of charge.
5. Is the force exerted on a charge in a magnetic field always perpendicular to the velocity of the charge?
• Yes, according to the right-hand rule in electromagnetism, the force acts perpendicular to both the velocity of the charge and the direction of the magnetic field.
6. What happens if the charge is stationary in a magnetic field?
• A stationary charge does not experience a magnetic force; the force is exerted only on moving charges.
7. How does increasing the magnetic field strength affect the force exerted?
• Increasing the magnetic field strength increases the force exerted on the moving charge proportionally.
8. What happens if the charge moves parallel to the magnetic field?
• In such a case, the charge experiences no magnetic force because the force is always perpendicular to the velocity vector.
9. Is the force exerted on the charge affected by its mass?
• No, the force exerted in a magnetic field depends only on the charge of the particle, its velocity, and the magnetic field strength.
10. Can this calculator be used for particle accelerators?
• Yes, understanding the force on charged particles in magnetic fields is crucial for controlling and accelerating particles in accelerators.

## Conclusion

The Tesla to Newton Calculator simplifies the determination of the force exerted on a moving charge in a magnetic field. By using this tool, scientists and engineers can accurately calculate forces involved in electromagnetism applications, enhancing the design and functionality of various technological systems.