THIS IS THE QUESTION FROM THE SUBJECT ELECTROMAGNETICS AND YOU HAVE TO TAKE VALUE OF YOUR...
THIS IS THE QUESTION FROM THE SUBJECT ELECTROMAGNETICS AND YOU HAVE TO TAKE VALUE OF YOUR OWN. FIRST WRITE THE QUESTION WITH VALUES AND THEN SOLVE IT ....
find “E” at point P (x1, y1, z1) in free space due to the following
charge distributions: point charge, A nC, at point P (x2, y2, z2)
in free space; uniform line charge density, B nC/m, at x = t, y =
t1; uniform surface charge density, C nC/m2 at x = t2.
Where A, B, C, x1, y1, z1 x2, y2, z2, t, t1& t2 can take any
arbitrary value from real numbers
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THIS IS THE QUESTION FROM THE SUBJECT ELECTROMAGNETICS
AND YOU HAVE TO TAKE VALUE OF YOUR...
THE QUESTION I AM SHARING WITH YOU IS THE QUESTION FROM THE SUBJECT ELECTROMAGNETICS IN THIS...
THE QUESTION I AM SHARING WITH YOU IS THE QUESTION FROM THE SUBJECT ELECTROMAGNETICS IN THIS QUESTION WE HAVE TO USE MATLAB PLEASE COMMENT EACH STEP AND DO YOUR BEST TO SLOVE IT Question2: [5 marks] Use MATLAB to write a generic program to find “E” at point P (x1, y1, z1) in free space due to the following charge distributions: point charge, A nC, at point P (x2, y2, z2) in free space; uniform line charge density, B nC/m,...
Question 1 (compulsory): (i) State Gauss' law for the electric field (E-field) in words and explain its meaning. Write the corresponding mathematical expression and clearly define all symbols...
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Solve part b: Note the answer
should be a vector
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You have five coins in your pocket. You know a priori that one coin gives heads with probability 0.4, and the other four coins give heads with probability 0.7 You pull out one of the five coins at ra...
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I wonder how to a problem 5.13.
This problem is related to applied numerical methods with
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I want Matlab code.
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using matlab thank you 3 MARKS QUESTION 3 Background The van der Pol equation is a 2nd-order ODE that describes self-sustaining oscillations in which energy is withdrawn from large oscillations and fe...
using matlab thank you
3 MARKS QUESTION 3 Background The van der Pol equation is a 2nd-order ODE that describes self-sustaining oscillations in which energy is withdrawn from large oscillations and fed into the small oscillations. This equation typically models electronic circuits containing vacuum tubes. The van der Pol equation is: dt2 dt where y represents the position coordinate, t is time, and u is a damping coefficient The 2nd-order ODE can be solved as a set of 1st-order ODEs,...
Question 1 (compulsory): (i) State Gauss' law for the electric field (E-field) in words and explain its meaning. Write the corresponding mathematical expression and clearly define all symbols and operations used. Describe one application of Gauss' law. 15% (ii) A very long wire carrying electric charge with uniform line charge density is located in free space. Applying Gauss' law, derive the E-field due to this wire. Clearly explain every step of your derivation and the assumptions you take. 40% Find...
Question 17 (2 points) Let A be a 3 x 4 matrix with a column space of dimension 2. What is the dimension of the row space of A? Not enough information has been given. O 1/2 3 2. Question 16 (2 points) The rank of the matrix 1 2 - 1 2 4 2 1 2 3 is 02 O none of the given options Question 15 (2 points) Which of the following is not a vector space because...
Solve part b: Note the answer
should be a vector
(1 point) Sketch S, the part of the plane - 10x + 5y + 10z = -39 selected by the inequality x2 + y2 + z2 <9. Assume a uniform surface charge with density ps = 36 nC/m² on S, with no other charges anywhere in space. Both parts below refer to the resulting electric field at the origin, E(O). (a) Find the point P at which E(P) = -E(O)....
Situation 1: You have a metal cube, measuring L on each side. The metal is in electrostatic equilibrium and has a net 4. charge of Q,. The cube has a cavity within it, however-where there is no metal. The shape of this cavity is not known. Somewhere within the cavity rests a point charge, q,. Its exact location is unknown, but it is not in contact with the inner wall of the cavity At a certain point P, on the...
You have five coins in your pocket. You know a priori that one coin gives heads with probability 0.4, and the other four coins give heads with probability 0.7 You pull out one of the five coins at random from your pocket (each coin has probability 릊 of being pulled out), and you want to find out which of the two types of coin it is. To that end, you flip the coin 6 times and record the results X1...
I wonder how to a problem 5.13.
This problem is related to applied numerical methods with
Matlab(third edition).
I want Matlab code.
5.13 Figure P5.13a shows a uniform beam subject to a lin- early increasing distributed load. The equation for the result- ing elastic curve is (see Fig. P5.13b) htm U) (P5.13) 3 3" Use bisection to determine the point of maximum deflection (i.e, the value of x where dy/dx 0). Then substitute this value into Eq. (P5 13) to...
using matlab thank you
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