Figure 1: A transmission line can be seen as a series of "buckets" of capacitance charged to a voltage by the signal as it "walks the line." |
2. Signals are dynamic, and once launched, cannot be prevented from propagating down the transmission line.
Be the Signal
To illustrate the dynamic nature of signals, imagine a very simple, 1 ns long, 50 Ω impedance transmission line. As a 1 V signal is launched into the transmission line and propagates, at each step along the way it asks "What's the impedance of the environment?" at its leading edge. That is the instantaneous impedance, notated as Z. Impedance is always defined as the ratio of a voltage to a current. We know the voltage of this signal (1 V), but how do we find the current at the edge?