Deconstructive interference results in a net energy of zero at the point of interference, as positive and negative wave amplitudes cancel each other out. However, this does not imply that energy is lost; rather, energy is redistributed within the wave system. The principle of quantum inequality states that negative energy can only exist within a system that has a greater amount of positive energy, ensuring a net positive energy overall. In wave interactions, energy transfer occurs between modes, such as electric and magnetic fields, where one mode's minimum corresponds to the other's maximum. The discussion also raises questions about scenarios where energy does not transfer between modes, particularly in experiments involving neutrons that seemingly cease to exist during destructive interference.