Charge, or more specific electric charge, on 1 electron is −1.6×10−19 Coulomb
OK.
One has to do some work to get electron from its outer most orbit. It can be room temperature as well.
Not really in metals. Their outer electrons are so weakly attracted to their specific nuclei, that they tend to drift around randomly within the body of the metal. It only requires a little shove to convert that random movement into a slow drift in your chosen direction.
But it may be true in semiconductors and other sorts of conductors.
Loss of one electron by atom, create a positive ion. All atoms want to be neutral.
When current is flowing through a metal wire, electrons aren't really lost. For every electron that leaves one end of a given stretch of wire, a new one comes in at the other end to replace it. So you don't end up with any ions. Other conductors (such as tanks of salty water) may be more complicated.
Current flows only if there is potential difference.
Yes, except in a superconductor. They are such perfect conductors that once you start the electrons moving, they keep going.
Ampere is defined as, 1A = 1C/1sec
OK.
My understanding is : “We can say 1A is flow of electric energy of (6.242×1018)×(1.6×10−19) Coulomb = 1C in 1sec from cross section.” To generate this flow of electron, we need some energy. What is this energy? Is it volt?
Voltage isn't energy. It's a potential. The difference is subtle, but is clear in the next equation. An electron at a high voltage is a bit like a rock at the top of a hill feeling the pull of gravity - the pull is trying to drag it down to a lower potential.
Volt is defined as, 1V = 1J/1C
So if you have a 1V cell, and you allow 1C of electrons to flow from one terminal to the other, they will release 1J of energy in doing so.
My understanding is : As mentioned in fact-2, one has to do some work to get electron from its outer most orbit and same electron will help to generate current. So, here we are doing 1J of work to get 6.242×1018 electrons (which has accumulative electric charge of 1C) out of their outer most orbits. If one says, free electrons are already there in conductor, then where are doing 1J of work.
For a simple current running through a wire, this isn't relevant. It might be when getting LEDs to glow, though.
With above details, how can we define potential difference.
The potential difference is the difference in voltage between two points. It's not actially even possible to measure the voltage at one point; you have to measure it between two points. In the analogy of the rock at the top of the hill, it's like the height of the hill.
Very basic, may be dumb as well, if electron pass through LOAD, Say bulb, will it loose its charge of −1.6x10−19 Coulomb. If not, from which energy bulb is able to glow.
Electrons don't lose their charge. All electrons have the same charge. What they are losing is their potential. Like the rock rolling down the hill - it's still the same rock when it's at the bottom of the hill. the only difference is that it's now lower down.