Young's experience for electrons, in particular the formation of an interference pattern even when the electron beam is so thin that there is no doubt that electrons arrive one by one on the screen shows that the physics of electrons is incompatible with the concept trajectory.
Not exist in quantum mechanics, the concept of path
This is the content of the uncertainty principle, one of the foundations of quantum mechanics, discovered by Werner Heisenberg in 1927.
The way to get information about a quantum system (which we will call, for simplicity, electron) is to carry out interactions between him and classical objects, called appliances. Hypothetically these devices can be described by classical mechanics with the precision we want. When an electron interacts with a device, the latter state is modified. The nature and magnitude of this change depends on the electron state, and serve, therefore, to characterize it quantitatively. The interaction between the electron and the device is called the measure. A device need not be macroscopic. The motion of an electron in a Wilson chamber is observed through the nebula path he leaves; the thickness of this path is large compared to atomic dimensions. When the trajectory of an electron is measured on the low precision, it is an entirely classical object.
Quantum mechanics, at least in its current stage, occupies an unusual place among physical theories: it contains classical mechanics as a limiting case, and at the same time, needs this limiting case to establish their language.
The typical problem of quantum mechanics is to predict the outcome of a measurement from the results of a certain number of previous measurements. Moreover, we will see later, in comparison to classical mechanics, the quantum mechanical constrains the values of the measured physical quantities (e.g., energy). The methods of quantum mechanics allow the determination of these permissible values.
The measurement process in quantum mechanics has a very important property: the measure always affects the measured electron, and it is impossible, for reasons of principle, make the effect of the measure on arbitrarily small electron (as can be assumed in classical physics). The more accurate the measurement, the stronger the effect on the electron, and it is only in measures of poor accuracy that the effect of the measure on the electron can be considered small.
It is one of the fundamental postulates of quantum mechanics that the coordinates, the position of an electron can always be determined with arbitrary precision 2. Suppose that, at defined intervals 
If, keeping charged the accuracy of position measurements, the intervals diminish 
While, in classical mechanics, the particle has position and velocity well defined at each instant, in quantum mechanics the situation is quite different. If, as a result of a measure, to determine the coordinates of an electron, so its speed is completely undefined. If, however, determines the speed of an electron, then it may not have a defined position in space. Thus, in quantum mechanics, the position and velocity of an electron is low that can not be simultaneously set values.