Obtain expressions for the electric displacement vector, electric susceptibility, local field, Lorentz field and the depolarization field
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- Four charges are distributed around a circle as shown in the figure. The point P is at the center of the circle. The magnitude of the electric field generated by each charge point P is 300 N/C. What is the (a) direction and (b) magnitude of the net electric field at point P? li Q₂ Write your answer the following way: (a) Direction (b) Magnitude (Choose from left/right/up/down); Explanation.......... N/C; Calculation / Explanation:...------B2Draw the graph and show complete solutionsLet: q1 = +8 μC , at the originq2 = +6 μC , 6 meters to the right of the originq3 = -86 μC , 8 meters above q2q4 = -0.75 μC , 8 meters above the origin Find the magnitude and direction of the total electric force and total electric field at q3.
- RC-1 A charge +Q is evenly distributed around a semicircle of radius R in the x-y plane as shown to the right. a) Use dq charge elements to explain why the net field at the center of the semicircle (the origin) has no y component. Use a drawing like the one shown in your explanation. b) Apply Coulomb's law to calculate the strength (magnitude) of the net electric field at the origin in terms of K, Q, R and any other constants needed. R XA negatively charged particle is moving at an angle with a component of velocity in the +y-direction when it enters a region with a uniform electric field pointing in the +y-direction. Describe (or sketch) the motion of the charge after entering the electric field. How do you know this is what will happen (what direction is the acceleration)?