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What is the potential energy of the electron-nucleus system in an atom?
What is the potential energy of the electron-nucleus system in an atom?
The potential energy of the electron-nucleus system in an atom is given by the equation: $U = -\frac{2Z^2e^2}{4\pi\epsilon_0r}$, where $Z$ is the atomic number, $e$ is the elementary charge, $\epsilon_0$ is the vacuum permittivity, and $r$ is the distance between the electron and the nucleus.
How many molecular orbitals will a molecule have if it uses two atomic orbitals in the basis set?
How many molecular orbitals will a molecule have if it uses two atomic orbitals in the basis set?
A molecule will have two molecular orbitals if it uses two atomic orbitals in the basis set.
What is the result of adding two atomic orbitals?
What is the result of adding two atomic orbitals?
Adding two atomic orbitals corresponds to constructive interference between two waves, thus reinforcing their intensity and increasing the internuclear electron probability density.
What are the first two terms in the parenthesis in the expression for the potential energy of the electron-nucleus system?
What are the first two terms in the parenthesis in the expression for the potential energy of the electron-nucleus system?
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What is the third term in the parenthesis in the expression for the potential energy of the electron-nucleus system?
What is the third term in the parenthesis in the expression for the potential energy of the electron-nucleus system?
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