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which of the above-shown atomic models is the Quantatum mechanical model?​

Sagot :

Quantum physics suggests that there is always a probability of occurence of events. We can’t exactly say that the electron is revolving around the atom in this particular orbit of this fixed radius- something Heisenberg Uncertainty principle tells you.

Quantum physics suggests that there is always a probability of occurence of events. We can’t exactly say that the electron is revolving around the atom in this particular orbit of this fixed radius- something Heisenberg Uncertainty principle tells you.In quantum mechanics,There is apossibility of a particle crossing a thin but high energy barrier without having the required energy to surpass it. It is analogous to say, crossing a mountain without climbing it. How would you do that?

Quantum physics suggests that there is always a probability of occurence of events. We can’t exactly say that the electron is revolving around the atom in this particular orbit of this fixed radius- something Heisenberg Uncertainty principle tells you.In quantum mechanics,There is apossibility of a particle crossing a thin but high energy barrier without having the required energy to surpass it. It is analogous to say, crossing a mountain without climbing it. How would you do that?by tunneling through it. In Quantum mechanics, the particle tunnels through the energy barrier if the conditions beyond the barrier are suitable. And it doesn’t lose energy in the process. There is always a probability greater than 0 for anything. The probability can be very small, but not zero.

Quantum physics suggests that there is always a probability of occurence of events. We can’t exactly say that the electron is revolving around the atom in this particular orbit of this fixed radius- something Heisenberg Uncertainty principle tells you.In quantum mechanics,There is apossibility of a particle crossing a thin but high energy barrier without having the required energy to surpass it. It is analogous to say, crossing a mountain without climbing it. How would you do that?by tunneling through it. In Quantum mechanics, the particle tunnels through the energy barrier if the conditions beyond the barrier are suitable. And it doesn’t lose energy in the process. There is always a probability greater than 0 for anything. The probability can be very small, but not zero.The quantum mechanical model of an atom gives you the probability of finding the electron at a certain distance from the nucleus. The graphs are confusing- they are wave functions, not simple distance vs probability graphs.

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