As a chance for a bit of extra credit, you may write a short paper, due the second class period after Spring Break. For this paper, you will choose your own topic and sources, but the theme of the...

SOLUTION

Quantum mechanics is that part of physics related with phenomena in which the action is based on
Planck constant. The Planck constant is a very tiny amount and so this part of physics is on the distance
and momentum scale of atoms and elementary particles . Action is a physical concept related to
dynamics and is most easily recognized in the form of angular momentum. The most appropriate way of
expressing quantum mechanics is that we live in a universe of quantized angular momentum and the
Planck constant is the quantum.
And the electric engineering is a field of engineering that generally deals with the study and application
of electricity, electronics, and electromagnetism
Now we will discuss the relationship between the both quantum mechanics and electrical engineering.
quantum mechanics in relation with electrical engineering mainly focus on Maxwell's equations. But
engineering focuses more on application of physics to solve problems. This doesn't involve much
physics. For example, the wave-particle duality of electromagnetics. Physics studies this problem
carefully but Engineers don't care as long as they have useful approximations that can be used to design
antennas, radars, etc.
Engineers , they tend to believe that the laws of physics and the laws of engineering are in combined
and engineering represents the sum total of our knowledge . Further, most engineers believe that
quantum mechanics is something that they can ignore when developing their systems. This may be
true in many cases but if you really wish to make perfect designs, a good grasp of quantum mechanics
can show world of possibilities for it.

But only the combination of formulas of electronic and electrical engineering, to the formulas of the
quantum mechanics is required. From here, we should be able to develop more accurate part of
classical formulas and the processes . This will provide engineers with a deeper view into the laws that
help in their circuit design and factors that they can consider in precision designs.


We can understand it by using example of Volt as We all know classical definition of voltage:

A single volt is defined as the difference in electric potential across a wire when an electric cu
ent of
one ampere dissipates one watt of power.it is also equal to the potential difference between two
parallel, infinite planes spaced 1 meter apart that create an electric field of 1 newton per coulomb. it is
the potential difference between two points that will impart one joule of energy per coulomb of charge
that passes through it.
From above we can say that volt is a singular entity but it is not the truth .in real it is a complex. Voltage
can be generated by a variety of mechanisms and each is based on different factors that result to
change the formula. To demonstrate this, we will look at an Voltage generated by a pure E-field
mechanism of relative charges between protons and electrons. Further it is elaborated as follows:-
Voltage(C) = Proton Charge + Electron Charge
Elementary Charge (e) = 1.602176565 ×10^−19 C
Proton Charge = 1.602176565×10−19 C
Proton Charge = e
Electron Charge = −1.602176565×10−19 C
Electron Charge = -e

Proof
Voltage (0C) = 1.602176565×10−19 C + −1.602176565×10−19 C

Derived Formula
SOLUTION

Voltage (e) = (Xe) + (Y(-e))

New Derived Unit
e (Elementary Charge)

Definition
Voltage is the difference between positive and negative charge . Thus Voltage is a Electrical Charge.
But voltage can exist when the overall charge is neutral.And in a capacitor for example we have seen
the same mechanism of charge separation, and the effect of charge imbalance (or polarity). In classical
engineering this is also observed while working with Capacitive Matrix, or mutual capacitance.
Further in case of capacitor banks or microelectronics


For this equation is simple, it does not take the distance between those charges and uncertainty in
their locations. Thus, measuring a voltage accurately is not possible and must be defined in terms of
probability.
It is mathematically possible for protons (or electrons) to generate a voltage (and even a cu
ent) and
not move.
Further, due to conservation of energy, it is not possible to produce useful energy .
The equation also shows that if you increase the number of electrons, relative to the number of...