Given a current (I; 5.0 A) carrying loop of radius (r; 5 cm) placed across the external magnetic field strength (B; 1.20 T). B = 1.20 T $ =90 r= 0.0500m I=5.00 A Determine the following parameters: (a) Lorentz Force produced at the center of the loop due to external Magnetic Field (B): (b) Magnetic dipole moment (u) of the current loop: (c) Torque (t; Rotational Force) experienced by the charge flowing on the loop due to B. (d) Potential energy of a Magnetic moment (µ) due to the external magnetic field (B).

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**Educational Content on Magnetic Fields and Current Loops**

**Given:**
- A current (\(I\); 5.0 A) carrying loop of radius (\(r\); 5 cm) placed across the external magnetic field strength (\(B\); 1.20 T).

**Diagram Explanation:**
- The diagram presents a loop with a radius \(r = 0.0500 \, \text{m}\).
- The current \(I = 5.00 \, \text{A}\) flows through the loop.
- An external magnetic field \(B = 1.20 \, \text{T}\) is applied horizontally.
- The angle \(\phi\) between the direction of the magnetic moment \(\vec{\mu}\) and the magnetic field is \(90^\circ\).

**Tasks:**
Determine the following parameters:

(a) **Lorentz Force Produced at the Center of the Loop due to External Magnetic Field (\(B\)):**

(b) **Magnetic Dipole Moment (\(\mu\)) of the Current Loop:**

(c) **Torque (\(\tau\); Rotational Force) Experienced by the Charge Flowing on the Loop due to \(B\).**

(d) **Potential Energy of a Magnetic Moment (\(\mu\)) Due to the External Magnetic Field (\(B\)).**

---

This structured layout would assist learners on an educational website in understanding magnetic interactions with current loops.
Transcribed Image Text:**Educational Content on Magnetic Fields and Current Loops** **Given:** - A current (\(I\); 5.0 A) carrying loop of radius (\(r\); 5 cm) placed across the external magnetic field strength (\(B\); 1.20 T). **Diagram Explanation:** - The diagram presents a loop with a radius \(r = 0.0500 \, \text{m}\). - The current \(I = 5.00 \, \text{A}\) flows through the loop. - An external magnetic field \(B = 1.20 \, \text{T}\) is applied horizontally. - The angle \(\phi\) between the direction of the magnetic moment \(\vec{\mu}\) and the magnetic field is \(90^\circ\). **Tasks:** Determine the following parameters: (a) **Lorentz Force Produced at the Center of the Loop due to External Magnetic Field (\(B\)):** (b) **Magnetic Dipole Moment (\(\mu\)) of the Current Loop:** (c) **Torque (\(\tau\); Rotational Force) Experienced by the Charge Flowing on the Loop due to \(B\).** (d) **Potential Energy of a Magnetic Moment (\(\mu\)) Due to the External Magnetic Field (\(B\)).** --- This structured layout would assist learners on an educational website in understanding magnetic interactions with current loops.
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