Is Heisenberg’s Uncertainty Real?
<p>Then we know the particle <strong>average</strong> velocity <strong>ΔS/Δ</strong>t as perfectly as we know positions and time. The smaller the interval of time <strong>Δt</strong>, the closer the average speed between <strong>S1</strong> and <strong>S2</strong> to the speed at the point <strong>S1</strong>. Physicists claim that there is a minimal time interval, below (or inside) which we cannot go: because there is no time in between, meaning nothing in the Universe changes during/inside this time interval. OK, then let <strong>Δt</strong> be the smallest physically possible time interval. Then we can claim that <strong>ΔS/Δt </strong>is the exact speed (not just the average speed) of the particle at the point <strong>S1</strong>, because speed cannot change until the next tick, which happens to occur at the point <strong>S2</strong>. Already we see a contradiction between the ability to identify position but not speed, and see how it is time related.</p>
<p><a href="https://medium.com/timematters/is-heisenbergs-uncertainty-real-8495b4a535be"><strong>Read More</strong></a></p>