Answered: The co-energy of a device is given as… | bartleby

Related questions

Question

The co-energy of a device is given as Wm=
%3D
What is the flux linkage A when i = 0.84 A and z = 0.29 cm?.
A[Wb turns]= number (rtol=0.001, atol=1e-08)
What is the force of electric origin f"(i, x) for these conditions?
f°IN]= number (rtol=0.01, atol=1e-08)
What is the energy Wm for the same conditions?. HINT: Wm+ Wm = Xi
Wm) =
number (rtol=0.001, atol=1e-08)

Expert Solution

Step by step

Solved in 2 steps

SEE SOLUTION Check out a sample Q&A here

Blurred answer

Similar questions

fig 5 Me= In Figure 5. the electron on the right side is fixed. and the one on the left side has initial velocity 10' m/s towards the first electron at the distance shown. Determine the final speed of the mobile electron when it is far away from the fixed one.
If you want to maintain a potential difference of 6000 V betweenthe plates of a parallel-plate capacitor, what is the minimumvalue of the plate separation if the space between theplates is completely filled by (a) a slab of mica and (b) a slabof barium titanate? (c) What is the ratio of the maximumcharges that could be put on a plate of the capacitor in part bto the capacitor in part a
A parrallel plate capacitor has circular cross-section with a radius R and has a charge that varias Q(t). Take the spacing between the plates to be small so that you can assume the electric field is uniform for r < R and vanishes for r>R. Answer in terms of Q(t) and its derivatives.(a) What is the magnitude of the electric field inside the capacitor as a function of time? (b) Inside the capacitor (for r<R), what is the magnetic field as a fucntion of time at a distance r from the center? Use Ampere-Maxwel law with displacement current.
A parrallel plate capacitor has circular cross-section with a radius R and has a charge that varias Q(t). Take the spacing between the plates to be small so that you can assume the electric field is uniform for r < R and vanishes for r>R. Answer in terms of Q(t) and its derivatives.(a) What is the magnitude of the electric field inside the capacitor as a function of time? (E(t), find the surface charge density to find the electric field) (b) Inside the capacitor (for r<R), what is the magnetic field as a fucntion of time at a distance r from the center? Use Ampere-Maxwel law with displacement current. E(t) is uniform inside and zero outside.
At 100 kV as shownin the side figüre Concentricspherical and concentric cylindrical electrodeforuse wwwww wwww To make a capacitor consisting of sxstems; a) Electric field intensities of 25 kV/cm onthe inner electrode, spherical and cylindrical so that it does not exceed 10 kV/cm on the electrode, the inner and outer radius (r1k, r2k ve rls , r2s ) valuesfor the sections, calculate. b) Calculate the capacity of the system. ww (er= 1, 80 = 8.854 10-12 F/m ve l = 1m ) rik Tis T2s
The uniform electric field E in the air outside the plane boundary of an LIH dielectric material is at an angle of 30° to the normal to the The relative permittivity & of the dielectric is 3.0. Find the angle that the electric field in the dielectric makes with the normal. Clearly state any boundary conditions that you boundary, as shown in Figure 2. use. 30° Eair air dielectric € = 3.0
.The electric potential (voltage) in a particular region of space is given by: V(x,y,z) = { K(x³z? - y5) + C)} Where, in the above function, r= (x2 + y2 + z2)% and Kand C are constants... alculate the components of the electric field, Ex, Ey, E,.
4. Having found the voltage difference from knowing the electric field, we can also do the inverse, find the electric field if we know the voltage as a function of position. Since the inverse of integration is differentiation, we have: av Ey ây' The partial derivative OV/Ox means that to take the derivative with respect to x while treating y and z as constant. The electric potential in a region of space is given by Ex = What is the electric field in this region? av Əx' 2 5y V (x, y, z) = V. ((-)² – 57) av əz
What is the capacitance of a parallel-plate capacitor made of two square alumimm plates that are 4.0 cm in lenth on each side and are seperated by 5.0 mm?
Given two particles with Q = 2.10-µC charges as shown in thefigure below and a particle with charge q = 1.35 10-18 C at theorigin. (Note: Assume a reference level of potential V = 0 at r = ∞.) (a) What is the net force exerted by the two 2.10-µC charges onthe test charge q? (b) What is the electric field at the origin due to the two 2.10-µCparticles?(c) What is the electrical potential at the origin due to the two 2.10-µCparticles?