rfckt.parallel class - Package: rfckt

Parallel connected network

Syntax

h = rfckt.parallel h = rfckt.parallel('Property1',value1,'Property2',value2,...)

Description

Use the parallel class to represent networks of linear RF objects connected in parallel that are characterized by the components that make up the network. The following figure shows a pair of networks in a parallel configuration.

h = rfckt.parallel returns a parallel connected network object whose properties all have their default values.

h = rfckt.parallel('Property1',value1,'Property2',value2,...) returns a parallel connected network object, h, based on the specified properties. Properties that you do not specify retain their default values.

Properties

AnalyzedResult	Computed S-parameters, noise figure, OIP3, and group delay values
Ckts	Circuit objects in network
Name	Object name
nPort	Number of ports

Methods

analyze	Analyze circuit object in frequency domain
calculate	Calculate specified parameters for circuit object
circle	Draw circles on Smith chart
listformat	List valid formats for specified circuit object parameter
listparam	List valid parameters for specified circuit object
loglog	Plot specified circuit object parameters using log-log scale
plot	Plot specified circuit object parameters on X-Y plane
plotyy	Plot specified object parameters with y-axes on both left and right sides
polar	Plot specified circuit object parameters on polar coordinates
semilogx	Plot specified circuit object parameters using log scale for x-axis
semilogy	Plot specified circuit object parameters using log scale for x-axis
smith	Plot specified circuit object parameters on Smith chart
write	Write RF data from circuit or data object to file

Examples

tx1 = rfckt.txline;
tx2 = rfckt.txline;
plel = rfckt.parallel('Ckts',{tx1,tx2})

plel =
 
             Name: 'Parallel Connected Network'
             nPort: 2
             AnalyzedResult: []
             Ckts: {1x2 cell}

References

Ludwig, R. and P. Bretchko, RF Circuit Design: Theory and Applications, Prentice-Hall, 2000.

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