DescriptionStanding wave nulls.svg	English: A diagram of a maximum voltage over time (V'mot) along a uniform, lossless, transmission line. This is determined by: ::${\displaystyle V_{m}athrm{mot}=Asqrt{4rhocos^{2}kx+(1-rho)^{2}}.}$ ::where: ::*ρ is the magnitude of the reflection coefficient. ::*A is the ampliutude (in volts) ::*k is the wavenumber ::*x is the distance along the wire at which we measure Here, ρ is set to a range of values and A and k are set to 1. Note that this varies between a constant (equal to A) at 'ρ=0 and a rectified sinusoid of amplitude 4A.
Date	11 July 2010, 13:44 (UTC)
Source	Standing_Wave_Ratio.svg
Author	Standing_Wave_Ratio.svg: Inductiveload derivative work: SpinningSpark

This is a retouched picture, which means that it has been digitally altered from its original version. Modifications: Simplified version to highlight nulls. The original can be viewed here: Standing Wave Ratio.svg: . Modifications made by Spinningspark.

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  • 2009-01-25T04:39:36Z Inductiveload 720x460 (68861 Bytes) {{Information |Description={{en|1=A diagram of a maximum voltage over time (''V'mot) along a uniform, lossless, transmission line. This is determined by: ::V_\mathrm{mot} = A \sqrt {4\rho\cos^2 kx+(1-\rho)^2}. ::where: ::*ρ

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