Model Hierarchy
- base (
base)
- base (
- components (
components) - lines (
lines) nonuniform (
nonuniform)
- lines (
- components (
- composite (
composite) - interconnected (
interconnected)
- interconnected (
- topological (
topological)
- topological (
- transformed (
transformed)
- transformed (
- wrapped (
wrapped)
- wrapped (
- composite (
- surrogates (
surrogates) - expansion (
expansion)
- expansion (
- surrogates (
(experimental) A model whose properties are defined on a discrete (tabulated) frequency grid. |
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(experimental) Base model providing a single dynamic domain from a discrete grid. |
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(experimental) Base model wrapping a single known domain type. |
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An abstract base class for models where computation occurs on the Host (CPU/Python) rather than the Device (XLA/GPU). |
A model that predicts its output at an arbitrary frequency using an arbitrary callable. |
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A model that predicts its output at a discrete set of frequencies already known to the model using an arbitrary callable. |
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A model storing static ABCD-parameters (cascade) as raw arrays. |
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A model storing static S-parameters (scattering) as raw arrays. |
A model wrapping a static |
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A model for a touchstone file. |
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A model storing static Y-parameters (admittance) as raw arrays. |
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A model storing static Z-parameters (impedance) as raw arrays. |
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Base class for RF models. |
(experimental) A matched, 2-port physical attenuator. |
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(experimental) An ideal 4-port tunable directional coupler. |
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Represents a ground connection. |
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(experimental) An ideal 2-port isolator. |
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A class for ideal N-port loads defined by their reflection coefficient. |
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A standard ideal matched circuit load (gamma = 0.0). |
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A standard ideal open circuit load (gamma = 1.0). |
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Represents a circuit port. |
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A standard ideal short circuit load (gamma = -1.0). |
(experimental) An ideal 3-port source converter. |
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(experimental) An ideal n-way parallel node (lossless junction). |
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(experimental) An ideal, lossless 3-port Tee junction. |
(experimental) An ideal, lossless, frequency-independent 4-port 1:N transformer. |
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Coaxial line defined directly by its physical geometry and material properties. |
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Transmission line with constant, frequency-independent RLGC parameters. |
Transmission line defined by common datasheet parameters (nominal impedance and velocity/loss factors). |
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A wrapper that converts a 2-port single-ended transmission line into a 4-port floating line with an explicit return path. |
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Microstrip line defined by standard geometric and material properties. |
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Ideal, lossless, and dispersionless transmission line defined by electrical length at a reference frequency. |
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Transmission line defined by nominal characteristic impedance, relative permittivity, conductor attenuation, and dielectric loss tangent. |
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Abstract base class for a transmission line defined by its per-unit-length RLGC (Resistance, Inductance, Conductance, Capacitance) parameters. |
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Abstract base class for all uniform transmission line models. |
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A 2-port model of a series capacitor. |
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A 2-port model of a series capacitor with a finite Quality Factor (Q). |
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A 2-port model of a series inductor. |
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A 2-port model of a series inductor with a finite Quality Factor (Q). |
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A 2-port model of a series resistor. |
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A 2-port model of a shunt capacitor shunting to ground. |
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A 2-port model of a shunt inductor shunting to ground. |
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A 2-port model of a shunt resistor shunting to ground. |
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A 4-port model of a general Box-network. |
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A 4-port model of a Box-network with a Capacitor-Inductor-Capacitor-Capacitor topology. |
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A 2-port model of a general L-section impedance matching network. |
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A 2-port model of an L-section impedance matching network. |
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A 2-port model of a general Pi-network. |
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A 2-port model of a Pi-network with a Capacitor-Inductor-Capacitor topology. |
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A 2-port model of a general Tee-network. |
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A 2-port model of a Tee-network with an Inductor-Capacitor-Inductor topology. |
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Represents a cascade, or series connection, of two or more Model objects. |
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Represents an arbitrary interconnection of multiple Model objects. |
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Represents one network terminated in another. |
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(experimental) Wraps N 1-port models (e.g. inductors) and couples them via a given K-matrix. |
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(experimental) Wraps N 2-port models (e.g., Inductors) and couples them via a given K-matrix. |
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A wrapper that converts an N-port grounded model into an (N+1)-port model by exposing the global ground as a single, accessible terminal. |
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A wrapper that converts an N-port grounded model into a 2N-port ungrounded model. |
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Represents a 1-port network connected in parallel (shunt) across a 2-port line. |
(experimental) A 2-port L-section network built from nested sub-models. |
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(experimental) A 2-port Pi-network built from nested sub-models. |
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(experimental) A 2-port Tee-network built from nested sub-models. |
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A model container that flips the ports of a multi-port network. |
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A container that re-numbers the ports of a given Model. |
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(experimental) A wrapper to make an existing model probabilistic. |
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A composite model that links or 'ties' fields within a sub-model together. |
(experimental) A model where the output is a linear expansion of vector/matrix basis functions with an optional offset. |
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(experimental) A highly numerically stable rational model defined by a barycentric expansion: H(s) = [ sum( w_i * f_i / (s - s_i) ) ] / [ sum( w_i / (s - s_i) ) ] |
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(experimental) A general N-port model defined by a pole-residue expansion: H(s) = D + sum( R_i / (s - p_i) ) |
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(experimental) A general N-port model defined by a ratio of polynomials H(s) = A(s) / B(s) where s = j*w. |
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(experimental) A general N-port model defined by continuous-time state-space matrices: H(s) = C * (sI - A)^-1 * B + D |