Graphical solution of linear RLC networks
Rectangular diagrams for solving linear RLC networks by digital computer graphics
Ding, J. L.↗
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Bounds on impedance functions of r, plus or minus l, plus or minus c, t networks.
Impedance function bounds on positive-negative RLC networks containing ideal transformers
ELECTRIC IMPEDANCE↗
Normal form and stability of a class of coupled nonlinear networks.
Normal form and stability of coupled nonlinear RLC networks with possible interconnected elements of like type
DYNAMIC STABILITY↗
Nonlinear analysis of a family of LC tuned inverters
Four widely used self-oscillating dc-to-square-wave parallel inverters which employ an inductor-capacitor tuned network to determine the oscillation frequency are reduced to a common equivalent RLC network, The techniques of singular-point analysis and state-plane interpretations are employed to describe the steady-state and transient behavior of these circuits and to elucidate the three possible modes of operation: quasi-harmonic, relaxation, and discontinuous. Design guidelines are provided through a study of the influence of circuit parameter variations on the characteristics of oscillation and on frequency stability. Several examples are provided to illustrate the usefulness of this analysis when studying such problems as transistor emitter-to-base junction breakdown during oscillations and the design of starting circuits to insure self-excited oscillations in these inverters.
Lee, F. C. Y.↗
Digital simulation of stiff linear dynamic systems.
A method is derived for digital computer simulation of linear time-invariant systems when the insignificant eigenvalues involved in such systems are eliminated by an ALSAP root removal technique. The method is applied to a thirteenth-order dynamic system representing a passive RLC network.
Holland, L. D.↗
Relationships among classes of self-oscillating transistor parallel inverters
A procedure is developed for classifying dc-to-square-wave two-transistor parallel inverters used in power conditioning applications. The inverters are reduced to equivalent RLC networks and are then grouped with other inverters with the same basic equivalent circuit. Distinction between inverter classes is based on the topology characteristics of the equivalent circuits. Information about one class can then be extended to another class using the basic oscillation theory and the concept of duality. Oscillograms from test circuits confirm the validity of the procedure adopted.
Wilson, T. G.↗
Relationships among classes of self-oscillating transistor parallel inverters
It recently has been shown in the literature that many dc-to-square-wave parallel inverters which are widely used in power-conditioning applications can be grouped into one of two families. Each family is characterized by an equivalent RLC network. Based on this approach, a classification procedure is presented for self-oscillating parallel inverters which makes evident natural relationships which exist between various inverter configurations. By utilizing concepts from the basic theory of negative resistance oscillators and the principle of duality as applied to nonlinear networks, a chain of relationships is established which enables a methodical transfer of knowledge gained about one family of inverters to any of the other families in the classification array.
Wilson, T. G.↗
Equalization of data transmission cable
The paper describes an equalization approach utilizing a simple RLC network which can obtain a maximum slope of -12dB/octave for reshaping the frequency characteristics of a data transmission cable, so that data may be generated and detected at the receiver. An experimental procedure for determining equalizer design specifications using distortion analysis is presented. It was found that for lengths of 16 PEV-L cable of up to 5 miles and data transmission rates of up to 1 Mbs, the equalization scheme proposed here is sufficient for generation of the data with acceptable error rates.
Zobrist, G. W.↗
Outer and inner bounds on driving-point impedance functions of LLFP networks.
Outer and inner bounds on driving-point impedance functions of LLFP networks with various resistance and reactance configurations
ELECTRIC IMPEDANCE↗
RLC synthesis of transfer functions
Method and digital computer program for Resistance-Inductance-Capacitance /RLC/ SYNTHESIS of minimum-phase transfer functions
NETWORK SYNTHESIS↗
Bounds on two-element-kind impedance functions.
Impedance functions of two-element-kind networks
IMPEDANCE MATCHING↗
Voltage transfer function matrix realization using current negative immittance converters.
RC network and ideal current negative immittance converter with unity gain used in obtaining RLC VOLTAGE transfer functions
VOLTAGE REGULATOR↗