QUANTITATIVE THEORETICAL EVALUATION OF THE TIME QUANTUM VALUE BASED ON THE HEIZENBERG UNCERTAINTY PRINCIPLE AND THE ANALYTIC MODEL OF NONSTATIONARY STOCHASTIC PROCESSES
DOI:
https://doi.org/10.37602/IJEBSSR.2025.3502Keywords:
Uninterpretable for macro-objects uncertainty relation, the analytic model for non-stationary stochastic processes, evaluating time –quantum analytic formula, University evolution time effect on the time- quantum valueAbstract
Annotation. Based on the clear physically interpreted variant of the Heizenberg uncertainty relation connecting the uncertainties for impulse and a space coordinate of any material object, the other variant related to the uncertainties of time and energy for such an object was analytically derived based on the classical mechanics. Considering a measuring procedure as the combination of minimum two non-stationary stochastic processes a formula to define the time –quantum was derived using the early developed analytic model.
Numerical value of the time – quantum then evaluated was shown to be in a good accordance with the known characteristics of our Universe. Dependence of the time-quantum value from the properties of material objects comprised and the evolution time for the Universe was shown.
