In quantum chemistry, we cannot know the exact path of an electron. Instead, we describe electrons as 3D waves using mathematical wave functions. A wave function is an equation that describes the wave-like behavior of an electron.
The square of this wave function tells us the probability of finding an electron in a specific spot. A node is a place where the wave amplitude drops to zero. Because the wave amplitude is zero, the probability of finding an electron there is also zero.
There are two main types of nodes that appear in atomic orbitals. Radial nodes are spherical surfaces that wrap around the nucleus of the atom. Angular nodes are flat planes or cones that cut through the nucleus.
The total number of nodes in any orbital is always equal to the principal quantum number minus one. As the energy level of an orbital increases, it must contain more nodes. Students often wonder how an electron can cross from one side of a node to the other.
In quantum mechanics, the electron behaves like a wave, not a tiny bouncing ball. A wave can exist on both sides of a zero point without passing through it as a physical particle.
