A design method for externally linear, internally nonlinear systems is pres
ented which allows them to be derived from externally equivalent systems in
a systematic way and with a minimum synthesis effort, just performing a si
mple component-to-component substitution. As a particular case, the synthes
is of the most popular versions of voltage companding systems from external
ly equivalent Gm-C systems is addressed. The practical design of companding
systems based on the MOS square law (Square-Root Domain systems) is fully
illustrated along the complete design flow, from the Gm-C prototype to sili
con. These systems, feasible in CMOS technologies and formerly difficult to
obtain due to the inherent complexity of existing synthesis methods, parti
cularly benefit from the simplicity of the proposed approach. Experimental
results for two versions of tunable Square-Root Domain biquadratic filters
and oscillators thus obtained and fabricated in a 2.4-mum CMOS process are
presented, featuring favorable tunability and low THD.