what is the importance of e/m and its applications
what is Magnetic field (B)
what is the importance of e/m and its applications what is Magnetic field (B)
5. The force on a dipole m in a magnetic field is given by F-E(, B). Show that the energy of a magnetic dipole in a magnetic field is U m B. Hint: Assume that the magnetic field is zero at infinity and imagine bringing the dipole from infinity to a point in the field.
What are the applications of solenoid's magnetic field, specially in the environment? How can you "apply" magnetic field in solenoid in real life?
A positron (q = +e) moves at 5.000 × 107 m/s in a magnetic field of magnitude 0.5400 T. The magnetic force on the positron has magnitude 2.300 x 1012 N. Give your answers in scientific notation. Part 1: (a) What is the component of the positron's velocity perpendicular to the magnetic field? 2.659 x 10 m/s Part 2: (b) What is the component of the positron's velocity parallel to the magnetic field? 4.235 x 10 m/s Part 3 out...
What is the amplitude of the magnetic field B in an electromagnetic wave that has the amplitude of the electric field of E= 1000 V/m ? Define the speed of light in vacuum as C. Note that C= E/ B. Assume that this electromagnetic wave propagates in vacuum. The amplitude of the magnetic field B is: OA. 1.50 x 10 (T); OB.3.33 x 10-6 m); 0.6.67 x 10-5 (T); Op. 1.50 x 10-5 (T); E. 2.50 x 10-5 (1).
1. Magnetic field (B) exerts a torque on a magnetic moment (m)
(such as a magnet bar) to align the magnetic moment along the B-
field direction. In genreal, the vector torque is defined as:
t=mxB, with a magnitude of
, where
is the angle between m and B as shown in figure 1. However, in Eq.
(1) the magnitude of t is defined as
. What does the minus sign mean?
T = ITI = mBsinΘ
For many technical applications, it is desirable to have a uniform magnetic field, i.e. a field with the same strength and direction at every point in a certain region of space. As you discovered in the last checkpoint, this can be achieved with a solenoid, which is constructed by "stacking" many loops of wire, each with the same current. The superposition of the magnetic fields of the single loops creates a strong, nearly uniform field inside the solenoid, whereas the...
QUESTION 20 What is the amplitude of the magnetic field B in an electromagnetic wave that has the amplitude of the electric field of E= 1000 V/m? Define the speed of light in vacuum as C. Note that C = E/B. Assume that this electromagnetic wave propagates in vacuum. The amplitude of the magnetic field B is: OA. 1.50 10-6 (T): OB.3.33 x 10-6 m); O c.6.67 x 10-6 (1); OD. 1.50 x 10-5 (T): O E.2.50 x 10-5 (T).
Consider a changing magnetic field (from B′ to B) within a
circle of radius 4 m. The magnetic field points into the page ⊗ and
its magnitude is increasing.
The field is defined by B = b t , where b = 0.5 T/s:
A: Find the direction of the induced emf Eind.
1. into the page, 2. out of the page, 3. counter-clockwise, 4.
clockwise
B: Find the magnitude of the induced electric field Eind on the
perimeter of...
What is the strength of the solenoid's magnetic field
at its center? Please check my answer.
(b) A solenoid with 500 turns, 0.10 mm long, carrying a current of 4.0 A and with a radius of .01m will have what strength magnetic field at its center? (magnetic permeability in empty space u 4Tt X 107 T -m/A) 4rx 107 (500)(4 M N B-I 0.110-3 =01Mm-0.1x (0m B 25. 133 T
A flat loop with a 0.6 m^2 area experiences a changing magnetic
field, given by B(t) = Bo e^-t/5, where Bo = 3T/ The field remains
at an angle of 30 degrees to the area of this loop:
A) Determine the induced EMF as a function of time.
B) At what time will the induced EMF be 1/4 of its initial
value?
7. A flat loop with a 0.6 m2 area experiences a changing magnetic field, given by B(t) =...