Heisenberg Uncertainty Principle

Heisenberg a German scientist stated the principle of uncertainty which is consequence of dual nature of the matter and waves.
the Heisenberg uncertainty principle state that it is possible to find on the position and momentum of an electron at the same moment.

Mathematically representations of this is follows

Delta of X into delta of the less than equal to h/4nm

Delta X is the uncertainty of a positions of electron

Delta b x is uncertainty of the momentum that is called velocity.

h is equal to planck constant.

M equal to masses.

you know the positions of electrons with the high quality then its velocity will be will be uncertain.

Similarly if the velocity of the electron is notch preciously then its position will be uncertain.

The exact picture of the both Momentum and position will never be clear.

This is the main concept of the principle of uncertainty.

Important of uncertainty principle

The uncertainty principle is rules out
The concept of defined path and trajectories of electrons.

The path of object is determined by its length at various instant of time.

if the exact location of a particle is known along with its velocity at that instant and the forces acting on it is the similar particle to be determined even after sometime.

it can be concluded that the position and velocity of a particle and the forces acting upon it is a n trajectory.

as we cannot famine translate determine the position and velocity of subatomic particle size is electrons it is impossible to talk about the trajectory. the project of Heisenberg Uncertainty Principle CCB significant only for the motion of microscope object.
it is negligible in case of this microscopic object for example to apply the concept of uncertainty to an object of masses of one milligram.

no more about the Heisenberg Uncertainty Principle formula we have to find out different phases.