The concept of mass is indeed related to the binding force between quarks and gluons, as described by the theory of quantum chromodynamics (QCD), which is part of the Standard Model of particle physics. In QCD, the mass of a hadron, such as a proton or a neutron, arises from the energy associated with the strong interaction between quarks and gluons.
However, it's important to distinguish between the microscopic behavior of subatomic particles and the macroscopic motion of everyday objects. While subatomic particles can exhibit wave-like properties, such as particle-wave duality, at the quantum level, it does not necessarily mean that macroscopic objects are always moving as waves.
The behavior of macroscopic objects is well-described by classical mechanics, which does not directly involve the wave-like behavior of particles. Classical mechanics describes the motion of objects in terms of their positions, velocities, and accelerations, without explicitly considering their quantum wave nature.
At the subatomic level, particles can exhibit wave-particle duality, where they can behave as both particles and waves depending on the experimental setup and the observations made. However, for macroscopic objects, their wave-like properties become negligible and classical mechanics provides an accurate description of their motion.
It's worth noting that our understanding of the behavior of subatomic particles is based on the principles of quantum mechanics, which is a highly successful framework that describes the behavior of particles at the quantum level. Quantum mechanics incorporates wave-particle duality and treats particles as probability distributions described by wavefunctions. But when dealing with everyday objects, classical mechanics is sufficient for practical purposes.
So while subatomic particles can exhibit wave-like behavior, it does not necessarily mean that macroscopic objects are constantly moving as waves at the subatomic level.