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Projective quantum measurement is a theoretically accepted process in modernquantum mechanics. However, its projection hypothesis is widely regarded as anexperimentally established empirical law. In this paper, we combine a previousresult regarding the realization of a Hamiltonian process of the projectionhypothesis in projective quantum measurement, where the complete set of theorbital observables of the center of mass of a macroscopic quantum mechanicalsystem is restricted to a set of mutually commuting classical observables, anda previous result regarding the work required for an event reading (i.e., theinformatical process in projective quantum measurement). Then, a quantumthermodynamic scheme is proposed for experimentally testing these two mutuallyindependent theoretical results of projective quantum measurementsimultaneously.

Projection hypothesis in the setting for the quantum Jarzynski equality