Problem 5.9 Find the magnetic field at point P for each of the steady current con- figurations shown in Fig. 5.23. R FIGURE 5.22 (a) P FIGURE 5.23 I (b)
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- Please help me. I don't get this. Don't use AI.Show all your calculations while explaining why you do each step.An electron enters a region of uniform 0.10T magnetic field (into the page) with a kinetic energy of 100 keV. Can you calculate the radius of the curved path that it will take? (And include a diagram that shows which way the path curves).A charged particle travelling at right angles to a magnetic field undergoes helical motion, involving circular movement around the magnetic field lines. The radius of the circular motion is given by: Rc = where symbols have their conventional meaning (you may want to look at Section 5.1.3 of Unit 11 if you are unsure of these). From the list of possible units, associate the correct unit with each symbol in the equation by dragging and dropping to complete the table below. Symbol Unit Rc m m v |q| B V Ō |q| B kg ns-1 m S ms-2 kg s-2 A-1 с JC-1 N no units W m VA-1 C-1 V-1
- Please solve asap i'm studying for my test tomorrow and i need the answerpls help me.An aluminum rod with a mass m slides on parallel horizontal brass rails, a distance L apart, and carries a current of I. The coefficient of kinetic friction between the rod and rails is ?. What vertical, uniform magnetic field is needed to keep the rod moving at a constant speed? (Enter the magnitude. Use any variable or symbol stated above along with the following as necessary: g.)
- Problem 2 A long cylinder of radius R carries a magnetization parallel to the axis M = ks² 2, where k is a constant and s is the distance from the axis. (a) Find the magnetic field inside and outside the cylinder. (b) Find H inside and outside the cylinder. (c) Check that the Ampére's law (6.20) in Griffiths is satisfied.Calculate the magnetic flux density at the following points: At a distance of 0.65 m from a long straight wire carrying 15 А. At the center of a 350 turn circular coil of radius 0.24 m and carrying a current of 3.6 A.