Class of potentiometers and analog circuits for linearly mixing signals
OwnerDonald L Bakerinventor
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OwnerDonald L Bakerinventor
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This invention presents a modular circuit using a 3-gang pot to mix and compensate two signals, to produce an output of approximately uniform volume. One gang, Pga, physically simulates a pseudo-sine function, Q(x), where 0≤×≤1 is fractional pot rotation. A second gang, Pgb, physically simulates a pseudo-cosine function, R(x). The circuits using Pga & Pgb multiply the two input signals by the pseudo-functions, so that the length, SQRT(Q2+R2), of vector (Q,R) stays near one. The third gang, Pgc, modifies the gain of a summer/compensator op-amp, U3, which adds the two modified signals and compensates for variations in amplitude due to phase cancellations between the two input signals, maintaining an output of near-constant amplitude. A number of embodiments consider 3-gang pots with linear, custom nonlinear and mixed tapers. Any of the three gangs may be replaced by a digital pot, driven by a programmable processor. The functions Q(x) and R(x) are also the basis for full-cycle approximate sine and cosine functions, apsin & apcos, which can be used for forward and reverse spectral transformations to predict the output of such a modular circuit from the inputs as modified by the three gangs. The modules can be cascaded or otherwise combined to add more input signals to the output. The primary application is humbucking pair signals from hum-matched single-coil electric guitar pickups, but there may be applications in other fields.
(Independent) An active and powered electronic circuit module for linearly mixing two or more input signals, at least one of said input signals being differential, and compensating the amplitude of the mixed output for amplitude variations due to phase cancellations between the two said input signals, based upon a either a mechanical 3-gang pot or three digital pots, comprised of:
(Independent) A method of calculating approximate sines and cosines, designated as apsin(x) and apcos(x), respectively, in a programmable processor, having the four basic math functions in its math processing unit, add, subtract, multiply and divide, where 0≤x≤2 is a full cycle of apcos(x) or apsin(x), by one of two methods:
Dependencies are inferred from the claim text.