Question
Consider a heating system with strongly inductive characteristic and with an electronic control of temperature performed by varying the firing angle of a single-phase controlled bridge.
a) Determine the value of resistance to to ensure a maximum power of 7500W if this system is powered...
Homework Statement
A long conductive cylinder contains two cylindrical cavities, as shown in the diagram. Find the magnetic field produced at point P just above the surface of the cylinder, the total current in the I and uniform current density over its section.
Homework Equations...
Homework Statement
Two converging lenses of the same focal length f are separated by distance 2f. The axis of the second lens is inclined at angle θ = 60º with respect to the axis of the first lens. A parallel paraxial beam of light is incident from left side of the lens. Then:
(A)...
Thank you very much TSny ! I found the electric field created by hemisphere is σ/4.e0, so, my problem is 1/4 of a hemisphere, so, axis z = y = x = σ/16.e0, now, using pitagoras, we can find the answer !
:)
But, this problem is from a middle school book, so don't think spherical coordinate is the unique solution. Did anyone knows other way to solve this problem ?
Homework Statement
Calculate the intensity of the electric field (in the origin of cartesian axes) created by 1/8 of a certain sphere charged with density of charge equal σ.
Answer:
\frac{{\sigma \sqrt 3 }}{{16{\varepsilon _0}}}
Homework Equations
E = KQ/R²
Flux = Q/ε
E.A = Q/ε
The...
Homework Statement
The ball 1 can be charged to a certain charge Q by a generator. After that, through contact with the ball 2, the first ball can transfer to second ball part of its charge. After the first contact, the ball 2 has a charge q. Before the contact, the ball 2 was neutral. What...
Well, chestermiller, I tried what you suggested, please, correct me:
a) Fel1 = K.Δx1
b) Fel2 = K.(Δx2-Δx1)
c) Fel1 = Fel2 + T
d) Δx1 = Δx2/3 + T/3K
e) Fel2 = K(Δx2/3 - 2T/3K)
f) mg - T -Fel2 = m.a
I'm a bit confused :|
Homework Statement
Find the period of low-amplitude vertical vibrations of the system shown. The mass of the block is m. The pulley hangs from the ceiling on a spring with a force constant k. The block hangs from an ideal string...