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z@E|nk68wyb(^Y9nm8-(u_y<$PEl*vu2*-v#a~7 0$ will produce force \\ % \end{wrapfigure} @@ -428,9 +428,10 @@ % \(\Delta x\) = fringe spacing \\ \(l\) = distance from source to observer\\ \(d\) = separation between each wave source (e.g. slit) \(=S_1-S_2\) - \item diffraction $\propto {\lambda \over d}$ + \item diffraction $\propto {\lambda \over d} \propto$ fringe spacing + \item $d(|\overrightarrow{S_1W}|-|\overrightarrow{S_2W}|)=d \Delta x = \lambda l$ \item significant diffraction when ${\lambda \over \Delta x} \ge 1$ - \item diffraction creates distortion (electron $>$ optical microscopes) + \item diffraction creates distortion (electron $\gt$ optical microscopes) \end{itemize} @@ -553,7 +554,9 @@ $f \cdot V$ & ${h \over q}$ & $f_0$ & $-\phi \over q$ & \subsection*{Uncertainty principle} - measuring location of an e- requires hitting it with a photon, but this causes $\rho$ to be transferred to electron, moving it. + $\Delta x \approx {\text{slit width} \over 2$} + + measurement: $\rho$ transferred to e-\\ slit: possibility of diff. before slit \subsection*{Wave-particle duality} -- 2.47.1