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9 hours ago WebSolution: Given, I= 6.0 A. L= 0.1 m. B= 2.2 T. n is the cross product direction vector (unitless) Substituting the values in **formula**, we get, Therefore, …

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1 hours ago WebThe direction of the **magnetic** field is upward-left, at an angle of θ = 3π/4 radians from the current direction. Determine the **magnitude** and direction of the **magnetic force** acting …

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9 hours ago WebFrom this point of view, the **magnetic force** F on the second particle is proportional to its charge q 2, the **magnitude** of its velocity v 2, the …

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7 hours ago WebWhat is the **magnitude** and direction of the **magnetic force** acting on a 0.100 m section of the wire? Answer: The **magnitude of magnetic force** on the section of wire can be …

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9 hours ago WebSolution: Firstly, rearrange the **magnetic** field **formula** to find the **magnitude** of the electric current. B =. I =. I =. Furthermore, the …

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4 hours ago WebSI Unit: The SI unit for the **magnitude** of the **magnetic** field strength is called the tesla \((\rm{T})\), which is equivalent to one Newton per ampere-meter. Sometimes the smaller unit is taken as gauss \((10^{ …

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8 hours ago Web**Magnetic Force Formula (Charge**-Velocity) Questions: 1) A beam of protons, each with charge , is moving at through a uniform **magnetic** field with **magnitude** 0.60T. The …

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8 hours ago WebUsing x for the x -coordinate, y for the y -coordinate and F for the **magnitude** of the **force**, this can be expressed as: F=\sqrt {x^2+y^2} F = x2 +y2. In words, the resultant **force** is the square root of x 2 plus y …

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7 hours ago WebThe **force** a **magnetic** field exerts on a charge q moving with velocity v is called the **magnetic** Lorentz **force** . It is given by. F = q v × B. (The SI unit of B is Ns/ (Cm) = T ( Tesla )) The **force** F is perpendicular to the …

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1 hours ago WebThe most elementary **force** between magnets is the **magnetic** dipole–dipole interaction. If all of the **magnetic** dipoles that make up two magnets are known then the net **force** on …

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2 hours ago WebThe **magnetic force** on a current-carrying wire in a **magnetic** field is given by F → = I l → × B →. F → = I l → × B → . For part a, since the current and **magnetic** field are …

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5 hours ago WebThe **magnetic force** is a term of the Lorentz **force** explained early in this lesson, and it is given by: {eq}F = q\vec v X \vec B {/eq} The **magnitude** of F can be …

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1 hours ago WebHow to calculate **Magnetic Force** using this online calculator? To use this online calculator for **Magnetic Force**, enter Current **Magnitude** (I), Length of Rod (L), **Magnetic** Field (B) …

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1 hours ago WebThis **force** is one of the most basic known. The direction of the **magnetic force** on a moving charge is perpendicular to the plane formed by v and B and follows right hand rule–1 …

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5 hours ago WebHow to calculate **Magnetic Force** using this online calculator? To use this online calculator for **Magnetic Force**, enter Current **Magnitude** (I), Length of Rod (L), **Magnetic** Field (B) …

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Just Now WebSo you're familiar with the **formula** in all colors. So now our new derivation is that the **force** of a **magnetic** field on a current carrying wire is equal to the current in the wire-- and …

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9 hours ago WebThis **magnetic force** calculator calculates the **magnetic force** which a current exerts travelling through a straight wire. The parameters which determine the **magnitude** of this …

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**How do you calculate magnetic force**? **Magnetic** **Force**. The **force** is perpendicular to both the velocity v of the charge q and the **magnetic** field B. The magnitude of the **force** is F = qvB sinθ where θ is the angle < 180 degrees between the velocity and the **magnetic** field. The direction of the **force** is given by the right hand rule.

Using the equation of magnetic force: F = q v B sinθ, the value of magnetic force acting on a particle can be calculated. Magnetic force acting on a current carrying wire, F = I L B sinθ

**With magnetism, we have the following quantities to deal with:**

- Magnetomotive Force -- The quantity of magnetic field force, or "push." Analogous to electric voltage (electromotive force).
- Field Flux -- The quantity of total field effect, or "substance" of the field. ...
- Field Intensity -- The amount of field force (mmf) distributed over the length of the electromagnet. ...

Therefore, the unit for the magnetic field strength is: (Tleft ( frac{N}{A^{2}} right )) = (frac{frac{N}{Am}}{frac{N}{A^{2}}}) = A/m Also, a unit for the magnetic field strength which is old is the oersted: 1A/m = 0.01257 oersted. Solved Example on Magnetic Field Strength