2.14 Sketch the electrostatic potential (V), the electric field (E), log n/log p and Jpldrift and...
The electrostatic potential is V(x.y, z) = a(x2- y2). What are the SI units for the constant a? Calculate: (a) the electric field E: (b) Vx E; Is Va possible electrostatic potential?; (c) the charge density p: (d) the energy density.
We know from electrostatics that if we have a scalar electrostatic potential V, then there exists an electric field that satisfies: Of course, not all vector fields can be written as the gradient of a scalar function. (a) Show that the electric field given below is not the result of an electrostatic potential. E(x, y, z) = ( 3.0m,2 ) ( yi-TJ (b) Just because this electric field can't come from an electrostatic potential, it doesn't mean it can't exist...
The potential at point P in an electric field is 377 V. (Let's denote the electric potential energy as UE.) (a) What is the electrical potential energy of a proton placed at P, in eV and in joules? UE = UE = (b) What is the electrical potential energy of an electron at P, in eV and in joules? UE = UE =
Problem 10: A silicon sample maintained in equilibrium at 300 K is characterized by the energy band diagram in the figure. Answer the questions below. Also write down (on the side) the general equations that you used to get the answer 0.4 eV 2 1 a) Sketch the electric field & inside the semiconductor as a function of x. Find the b) Sketch the potential inside as a function ofx. What is the potential difference c) Make a rough sketch...
4. We know from electrostatics that if we have a scalar electrostatic potential V, then there exists an electric field that satisfies: Of course, not all vector fields can be written as the gradient of a scalar function. (a) Show that the electric field given below is not the result of an electrostatic potential (b) Just because this electric field can't come from an electrostatic potential, it doesn't mean it can't exist - it just can't be created by static...
In a p-i-n diode shown below, the doping concentration of p region is slightly larger than n' region and the wide i region is 1-11 undoped P+ N+ -X (a) Sketch the space-charge distribution (b) Sketch the electric field (c) Sketch the energy band diagram (d) Sketch IV characteristics in forward and reverse bias. In a p-i-n diode shown below, the doping concentration of p region is slightly larger than n' region and the wide i region is 1-11 undoped...
1. Find the electric Field E at P Vs. Time 2. Find the potential at P, V(t), given that the potential at the right hand plate is fixed at 0 3. Find the magnetic field B(t) at P 4. Find the total field enery between the plate U(t) Please help me, especially for 3 problem that i upload. Problem 1: Gauss's Law A circular capacitor of spacing d and radius R is in a circuit carrying the steady current i...
The n+p material in the question is silicon 5. Assuming a contact potential between a n+p material with zero bias where ND = 5 x 1018 and NA 8 x 1015, compute the work function for both n and p semiconductors and roughly sketch its energy-band diagram (should be similar to Figure 1.22) for a semiconductor of 100 μιιι in length. For this problem, you will need the electron affinity which is qxs4.05 eV (as stated on page 28 of...
electric potential energy: U.- egde , Δυ.-gAV work by electric field: W,--a. electric potential: V, IAVI EA SI unit So induced . magnet magneti Two charges each produce an electric field at point A (5.0,5.0). (All lengths in this problem are measured in metres.) The electric field produced by the first charge is E1 (1500 + 1500g) N/C and the electric field produced by the second charge i E2 11001) N/C (a) Draw the vectors representing the two individual electric...
To understand the relationship and differences between electric potential and electric potential energy. In this problem we will learn about the relationships between electric force F⃗ , electric field E⃗ , potential energy U, and electric potential V. To understand these concepts, we will first study a system with which you are already familiar: the uniform gravitational field. F⃗ (z) =−mgk^ 1)Now find the gravitational potential energy U(z) of the object when it is at an arbitrary height z. Take...