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LINEAR ACTIVE TRANSMISSION LINES
STABILITY OF LINEAR ACTIVE WAVE SYSTEMS
QUASIHARMONIC ACTIVE PROPAGATION
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absolute instability active transmission line amplifier amplitude assume axon bias capacitance capacitor characteristic impedance complex condition conductor consider convective corresponding defined derived determined dispersion equation dispersion relation dss solution effect electric field electromagnetic energy storage equal equivalent circuit excitation f-space flux frequency gain group velocity harmonic imaginary implies indicated in Fig inductor input integral interaction Josephson ladder line line of Fig line shown linear lossless mechanical transmission line mode negative conductance nerve axon node partial differential equations phase plane phase space plasma oscillation plasma waves poles positive potential propagation constant pulse quasiharmonic analysis resistor s-plane shown in Fig shunt voltage simple singular points sinusoidal sketched in Fig spatial stability steady propagation suppose tion transformation transmission line traveling wave tunnel diode unit length valued function variables voltage voltage and current wave propagation wavefront wavelength write zero