The Analysis Setup & Run region of the Simulation Dashboard panel is used to configure and run the simulation analyses. Once the circuit is verified and prepared for simulation , configure the required analysis type as described in the below sections.

The Analysis Setup & Run region of the Simulation Dashboard panel

The following sections describe how to configure the common simulation analyses and additional simulation settings.

Number formats

The numerical fields defined in the Analysis Setup & Run region of the Simulation Dashboard panel can be entered in three parameter formats: normal, engineering, and scientific.

In the normal form, a number is entered explicitly, e.g., '`1000000`

' for one million.

In the engineering form, a number is represented as a mantissa (any real number) and a degree index entered in one or more digits according to the table below. For example, one million in the engineering form can be represented as '`1meg`

'.

Prefix Symbol
Name and Value
f
femto, 10^{-15}
p
pico, 10^{-12}
n
nano, 10^{-9}
u
micro, 10^{-6}
m
milli, 10^{-3}
k
kilo, 10^{3}
meg
Mega, 10^{6}
g
Giga, 10^{9}
t
Terra, 10^{12}

The scientific number format allows you to represent the number in two parts: the mantissa and the exponent of the degree of 10. The separation of the mantissa and exponent must be done with the Latin letter 'e' – e.g., '`1e6`

' for one million. The mantissa and exponent are defined as real numbers.

Operating Point Analysis
The Operating Point analysis is used to determine the DC operating point of a circuit, with inductors shorted and capacitors opened. This analysis calculates the values of current and voltage balance points in a steady-state circuit operation, the transfer coefficients in DC mode, as well as calculating the poles and zeros of the AC transfer characteristic that is required in other types of calculations.

The Operating Poing analysis is configured in the Operating Poing region of the Simulation Dashboard panel.

Use the Display on schematic buttons to display the calculated values directly on the schematic:

Voltage – display node voltages in relation to the reference node
Power – display instant power consumed (positive value) or emitted (negative value)
Current – display component output current.
After running the analysis, the computed voltage, power, and/or current values will be shown as labels at corresponding nodes.

Labels can be moved on the schematics using the click, hold and drag operation.
Calculated values can also be shown on the schematic once an Operating Point analysis has been run.
The simulation result document will include the calculations of the probe placed in the circuit.

Values are automatically calculated for all nodes in the circuit. Additional values can be added to the results table from the

Sim Data panel. Learn more about

Working with Textual Data .

An example of a configured Operating Point analysis for a circuit and the simulation result document is shown below. Note that the result value labels (for enabled voltage and power calculations) that appear after the simulation run are shown in the schematic sheet. An example of adding another calculated value to the simulation result document is also shown.

The Node Set device is used to specify the starting voltage for a node in the circuit during a preliminary pass of the operating point analysis. After this initial pass, the restriction is released and the iterations continue to the true bias solution. To use the Node Set device, place the `.NS`

component from the `Simulation Generic Components`

library and then set the Initial Voltage value of the placed component.

This device is not usually necessary in order to achieve convergence in most circuits. However, it may be a useful aid when performing simulations on bistable or astable circuits.

Transfer Function Analysis
The Transfer Function analysis (DC small signal analysis) calculates the DC input resistance, DC output resistance and DC gain, at each voltage node in the circuit.

To perform the Transfer Function analysis, enable the Transfer Function option in the Operating Point region of the Simulation Dashboard panel. Once the option is enabled, the corresponding analysis options are available:

Source Name – the small signal input source used as the input reference for the calculations.
Reference Node – the node in the circuit used as a reference for the calculations at each specified voltage node. '`0`

' is the reference node (`GND`

by default).
An example of a configured Transfer Function analysis for a circuit and the simulation result document is shown below. In the simulation result document, select the Transfer Function chart by clicking the tab at the bottom of the design space to access the analysis results.

Note that the chart will not display any data initially. The calculated values can be added to the results table from the

Sim Data panel. Learn more about

Working with Textual Data .

Pole-Zero Analysis
The Pole-Zero analysis enables you to determine the stability of a single input, single output linear system, by calculating the poles and/or zeros in the small-signal AC transfer function for the circuit. The DC operating point of the circuit is found and then linearized, small-signal models for all non-linear devices in the circuit are determined. This circuit is then used to find the poles and zeros that satisfy the nominated transfer function.

Pole-Zero analysis works with resistors, capacitors, inductors, linear-controlled sources, independent sources, diodes, BJTs, MOSFETs and JFETs. Transmission lines are not supported.

To perform the Pole-Zero analysis, enable the Pole-Zero Analysis option in the Operating Point region of the Simulation Dashboard panel. Once the option is enabled, the corresponding analysis options are available:

Input Node – the positive input node for the circuit.
Input Reference Node – the reference node for the input of the circuit.
Output Node – the positive output node for the circuit.
Output Reference Node – the reference node for the output of the circuit.
Analysis Type – allows you to further refine the role of the analysis. Choose to find all poles that satisfy the transfer function for the circuit (`Poles Only`

), all zeros (`Zeros Only`

), or both `Poles`

and `Zeros`

.
Transfer Function Type – defines the type of AC small-signal transfer function to be used for the circuit when calculating the poles and/or zeros. There are two types available:
V(output)/V(input) – Voltage Gain Transfer Function.
V(output)/I(input) – Impedance Transfer Function.
When selecting a node, note that '`0`

' is the reference node (`GND`

by default).

An example of a configured Pole-Zero analysis for a circuit and the simulation result document is shown below. In the simulation result document, select the Pole-Zero Analysis chart by clicking the tab at the bottom of the design space to see the analysis results.

The method used in the Pole-Zero analysis is a sub-optimal numerical search. For large circuits, it may take a considerable time or fail to find all poles and zeros. For some circuits, the method becomes "lost" and finds an excessive number of poles or zeros. If there is non-convergence in finding both poles and zeros, refine the analysis to calculate only poles or only zeros.

DC Sweep
The DC Sweep analysis generates output like that of a curve tracer. It performs a series of Operating Point analyses, modifying the values of selected parameters in pre-defined steps, to give a DC transfer curve.

The DC Sweep analysis is configured in the DC Sweep region of the Simulation Dashboard panel.

Click the Add Parameter control to add the parameters to be stepped. It can be the DC value of a voltage or current source, a resistor value, or temperature (`Temp`

). In the From , To , and Step fields, specify the starting value, the final value, and the incremental value to use over the defined sweep range, respectively.

Multiple parameters may be added to the source, but only the first two parameters in the list that are enabled (using the checkboxes at the left) will be used in calculations.

Use the Output Expressions section to add expressions to be output as waveforms in the simulation result documents (in addition to waveforms for the probes placed in the circuit). Refer to the Adding Output Expressions section to learn more.

An example of a configured DC Sweep analysis for a circuit and the simulation result document is shown below.

Transient
The Transient analysis generates output similar to that normally shown on an oscilloscope, computing the transient output variables (voltage or current) as a function of time, over the user-specified time interval or the number of periods. An Operating Point analysis is automatically performed prior to a Transient analysis to determine the DC bias of the circuit, unless the Use Initial Conditions option is enabled.

The Transient analysis is configured in the Transient region of the Simulation Dashboard panel.

Define the time interval / the number of periods for analysis by selecting the required mode and defining corresponding values:

– Interval mode. Define the value for the start and end of the required time interval (in seconds) and the nominal time increment in the From , To , and Step fields.
– Period mode. Define the value for the start and end of the required time interval (in seconds), the number of periods of a sinusoidal waveform, and the number of data points per sinusoidal waveform period in the From , N Periods , and Points / Period fields.
Use the Output Expressions section to add expressions to be output as waveforms in the simulation result documents (in addition to waveforms for the probes placed in the circuit). Refer to the Adding Output Expressions section to learn more.

Enable the Use Initial Conditions option to use initial conditions to calculate the transient process, bypassing the Operating Point analysis. Use this option when you wish to perform a transient analysis starting from other than the quiescent operating point. The initial condition can be defined for each appropriate component in the schematic (define the value of the corresponding parameter, e.g., Initial Current for an inductor or Initial B-E Voltage or Initial C-E Voltage for a bipolar transistor), or .IC devices can be placed in the circuit (use the Simulate » Place Initial Condition command from the main menus or place the `.IC`

component from the `Simulation Generic Components`

library and then set the Initial Voltage value of the placed component). The IC value of a component overrides an .IC object attached to a net.

An example of a configured Transient analysis for a circuit and the simulation result document is shown below.

Fourier Analysis
Fourier analysis of a design is based on the last cycle of transient data captured during a Transient analysis. For example, if the fundamental frequency is 1kHz, then the transient data from the last 1ms cycle would be used for the Fourier analysis.

To perform Fourier analysis, enable the Fourier Analysis option in the Transient region of the Simulation Dashboard panel. Once the option is enabled, the corresponding analysis options are available:

Fourier Fundamental Frequency – the frequency of the signal that is being approximated by the sum of sinusoidal waveforms.
Fourier Number of Harmonics – the number of harmonics to be considered in the analysis. Each harmonic is an integer multiple of the fundamental frequency. Together with the fundamental frequency sinusoid, the harmonics sum to form the real waveform of the signal being analyzed. The more harmonics involved in the sum, the greater the approximation to the signal's waveform (e.g., summing sinusoids to form a square wave).
An example of a configured Fourier analysis for a circuit and the simulation result document is shown below. The first two plots show waveforms from the Transient analysis of the circuit, while the subsequent plots that are presented on a separate Fourier Analysis chart of the simulation result document show the results of Fourier analysis. The square wave, whose fundamental frequency is 1kHz, is broken down into sinusoids with frequencies that are odd multiples of this frequency (odd harmonics), as shown in the third plot (1kHz, 3kHz, 5kHz, 7kHz, etc) and with amplitudes that decrease with each subsequent harmonic.

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Javascript ID: Fourier_AD24

Stress Analysis
Stress analysis is used to calculate operating conditions for each individual component, such as maximum voltages, currents, and power dissipations, and check them against limits defined in the stress model of the component.

The stress model of a component is configured on the Stress tab of the Sim Model dialog accessed for the component's simulation model. From here, you can select the required Device Type and define parameter values, and also define pin mapping between the stress model (which pins are predefined) and the simulation model. Refer to the Single Component Editing page to learn more about stress analysis model configuration.

Derating coefficients that reduce the parameter limit values are calculated based on the stress model parameters. Alternatively, the values can be set on the Stress tab of the Advanced Analysis Settings dialog (accessed by clicking the Settings control in the Analysis Setup & Run region of the Simulation Dashboard panel).

To perform stress analysis, enable the Stress Analysis option in the Transient region of the Simulation Dashboard panel. In the simulation result document, select the Stress chart by clicking the tab at the bottom of the design space to access the analysis results.

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Javascript ID: Stress

Use the controls at the top of the Stress chart to show only stress analysis results of interest:
Use the Search field to show only those results which Component or Parameter include the entered string.
Use the Hide Invalid Measurement checkbox to hide results considered invalid (and results with no value).
If the Stress chart is not in the simulation result document, you can use the Chart » Create/Update Stress Chart command from the main menus of the SimView editor to add the chart and fill it with data based on the calculations from the transient chart and stress parameters of the components on the schematic. If the stress chart already exists in the document, use the command to update the chart with the latest transient analysis results and the current values of the stress parameters of the components in the schematic.

Note that when the stress chart is created using the command, it will use the default analysis temperature value of 27°C. If the chart exists (the stress analysis has been performed), the actual analysis temperature will be used.

AC Sweep
The AC Sweep analysis generates output that shows the frequency response of the circuit, calculating the small-signal AC output variables as a function of frequency. It first performs an Operating Point analysis to determine the DC bias of the circuit, replacing the signal source with a fixed amplitude sine wave generator, then analyzing the circuit over the specified frequency range. The desired output of an AC Small Signal analysis is usually a transfer function (voltage gain, trans-impedance, etc.).

Before you can perform an AC Sweep analysis, the circuit schematic must contain at least one signal source with a value entered for the `AC Magnitude`

parameter (the optional `AC Phase`

parameter can be used to define the initial phase). It is this source that is replaced with a sine wave generator during the simulation.

The AC Magnitude parameter must be set for the AC Sweep analysis.

The AC Sweep analysis is configured in the AC Sweep region of the Simulation Dashboard panel.

Define the following parameters for the analysis:

Start Frequency – the initial frequency for the sine wave generator (in Hz).
End Frequency – the final frequency for the sine wave generator (in Hz).
No. Points / Points/Dec / Points/Oct – the incremental value for the sweep range, in conjunction with the chosen Type .
Type – the type of data point allocation in the frequency spectrum. The following three types are available:
Linear – total number of data points evenly spaced on a linear scale.
Decade – number of evenly spaced data points per decade of a log_{10} scale.
Octave – number of evenly spaced data points per octave of a log_{2} scale.
Use the Output Expressions section to add expressions to be output as waveforms in the simulation result documents (in addition to waveforms for the probes placed in the circuit). Refer to the Adding Output Expressions section to learn more.

When configuring an output expression for an AC Sweep analysis, note that you can select from a range of Complex Functions in the Add Output Expression dialog.

Configure an output expression using complex functions for an AC Sweep analysis

Function
Description
Magnitude
Returns the magnitude of the wave.
Magnitude (dB)
Returns the magnitude of the wave expressed in Decibels.
Real
Returns the real component of a complex waveform.
Imaginary
Returns the imaginary component of a complex waveform.
Phase (Deg)
Returns the phase of the wave expressed in degrees.
Phase (Rad)
Returns the phase of the wave expressed in radians.
Group Delay
Returns the group delay for the wave.

An example of a configured AC Sweep analysis for a circuit and the simulation result document is shown below.

Output voltage, power and current are supported in AC Analysis, including for the following components:

VCVS
VCCS
CCVS
CCCS
VCVS_Table
VCCS_Table
CCVS_Table
CCCS_Table
VCVS_Poly
VCCS_Poly
CCVS_Poly
CCCS_Poly
VCVS_Expr
VCCS_Expr
CCVS_Expr
CCCS_Expr

Noise Analysis
The Noise analysis measures the noise contributions of resistors and semiconductor devices by plotting the Noise Spectral Density, which is the noise measured in Volts squared per Hertz (V^{2} /Hz). Capacitors, inductors, and controlled sources are treated as noise free.

To perform the Noise analysis, enable the Noise Analysis option in the AC Sweep region of the Simulation Dashboard panel. Once the option is enabled, the corresponding analysis options are available:

Noise Source – an independent voltage source in the circuit which is to be used as an input reference for the noise calculations.
Output Node – the node in the circuit at which the total output noise is to be measured.
Ref Node – the node in the circuit used as a reference for calculating the total output noise at the desired Output Node . By default, this parameter is set to '`0`

' (the reference node, `GND`

by default). If set to any other node, the total output noise is calculated as `V(Output Node) - V(Reference Node)`

.
Points Per Summary – allows you to control which noise measurement is performed. Setting this parameter to `0`

will cause input and output noise to be measured only. Setting to a 1 will measure the noise contribution of each component in the circuit.
An example of a configured Noise analysis for a circuit and the simulation result document is shown below.

In the simulation result document, select the Noise Spectral Density chart by clicking the tab at the bottom of the design space and add the required waves to the current plot by selecting the corresponding entry in the Source Data list in the Sim Data panel and clicking the Add Wave to Plot button. The `inoise_spectrum`

waveform (red) shows the total output noise measured at the specified output node, in this case `Output`

. The `inoise_spectrum`

waveform (blue) shows the amount of noise that would have to be injected at the input to obtain the measured output noise at this node.

Similarly, select the Integrated Noise chart by clicking the tab at the bottom of the design space and add the required calculated values to the results table by selecting the corresponding entry in the Source Data list in the Sim Data panel and clicking the Add Wave to Plot button.

If the `Points Per Summary`

parameter had been set to `1`

instead of `0`

, the output noise contribution of each applicable component in the circuit would have been measured and the corresponding waveforms for each made available in the Sim Data panel.

S-Parameters Analysis
This feature is in Open Beta and available when the

`Simulation.SParametersAnalysis`

option is enabled in the

Advanced Settings dialog .

S-parameters (scattering parameters) facilitate an approach for describing networks based on the ratio of incident and reflected microwaves (for a device under test, how much power passes from one port to another and how much power is reflected back). These ratios can be subsequently used to calculate properties of a circuit including input impedance, frequency response and isolation. While analysis of S-parameters is primarily for RF circuits and components, it is equally of use to any circuit with at least two sources (ports).

To perform the S-parameters analysis, enable the S-Parameters Analysis option in the AC Sweep region of the Simulation Dashboard panel. Once the option is enabled, the corresponding analysis options are available. Define the ports (sources) involved and set an impedance for each (default is 50 ohms). If a device has more than two ports, these can be added (using the Add control) and defined accordingly, which will result in more S-parameters involved in the resulting ‘S-matrix.’

The simulation engine also calculates Y-parameters (admittance) and Z-parameters (impedance), which can be added to plots in the chart as desired.

Use the Output Expressions section to add expressions to be output as waveforms in the simulation result documents in the form of `s_`<m> _<n>

, `y_`<m> _<n>

, or `z_`<m> _<n>

, for example, `s_1_1`

or `y_1_2`

.

Once the AC sweep analysis is run, the S-parameters data will be available on the S-parameters Analysis chart in the simulation result document.

An example of a configured S-parameters analysis for a circuit and the simulation result document are shown below.

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Javascript ID: SParametersAnalysis

Additional Analyses
A number of additional analysis types are available. The principle of additional calculations is based on going through the values of the parameters within the selected range and executing a series of calculations for each value of the parameters.

Temperature Sweep
The Temperature Sweep feature is used to analyze the circuit at each temperature in a specified range, producing a series of curves, one for each temperature setting.

To perform the Temperature Sweep analysis, enable the Temp. Sweep option at the bottom of the Analysis Setup & Run region of the Simulation Dashboard panel. Click Settings to configure the analysis in the Temperature region on the General tab of the Advanced Analysis Settings dialog that opens using the following parameters:

From – the initial temperature of the required sweep range (in Degrees C).
To – the final temperature of the required sweep range (in Degrees C).
Step – the incremental step to be used in determining the sweep values across the defined sweep range.
An example of a configured AC Sweep analysis for a circuit in conjunction with the Temperature Sweep feature and the simulation result document is shown below.

Parameter Sweep
The Parameter Sweep feature allows you to sweep the values of devices, sources and/or temperature in defined increments, over a specified range.

The Parameter Sweep can vary basic components and models – subcircuit data is not varied during the analysis.

To perform the Parameter Sweep analysis, enable the Sweep option at the bottom of the Analysis Setup & Run region of the Simulation Dashboard panel. Click Settings to configure the analysis in the Sweep Parameter region on the General tab of the Advanced Analysis Settings dialog that opens. Click the Add Parameter control to add a parameter to be stepped and select the parameter in the drop-down menu. Select the type of stepped parameter distribution and the fields below to set distribution parameters:

Linear – specify the starting value, the final value, and the incremental value to use over the defined sweep range in the From , To , and Step fields, respectively.
Decade – specify the starting value, the final value, and the number of data points by a tenfold order of parameter value change in the From , To , and Points/Dec fields, respectively.
Octave – specify the starting value, the final value, and the number of data points by a double order of parameter value change in the From , To , and Points/Oct fields, respectively.
List – specify a list of required parameter values (separated by space) in the Values field.
Add and configure as many parameters to be stepped as needed.

An example of a configured Transient analysis for a circuit in conjunction with the Parameter Sweep feature and the simulation result document is shown below.

Monte Carlo
Monte Carlo analysis allows you to perform multiple simulation runs with component values randomly varied across specified tolerances.

The Monte Carlo analysis can vary basic components and models – subcircuit data is not varied during the analysis.
Each component is randomly varied independent of other components. For example, if a circuit has two 10K resistors, and the default tolerance is set to 10%, then during the first pass of the simulation, one resistor might have a value of 953Ω, and the other one could be 1022Ω. The program uses a separate and independent random number to generate the value for each component.
To perform the Monte Carlo analysis, enable the Monte Carlo option at the bottom of the Analysis Setup & Run region of the Simulation Dashboard panel. Click Settings to configure the analysis in the Monte Carlo region on the General tab of the Advanced Analysis Settings dialog that opens using the following parameters:

Number of Runs – the number of simulation runs you want the simulator to perform. Different device values will be used for each run, within the specified tolerance range. (Default = 5).
Distribution – this parameter defines the distribution of values obtained during random number generation. Three distribution types are available:
`Uniform`

(Default) – this is a flat distribution. Values are uniformly distributed over the specified tolerance range. For example, for a 1K resistor with a tolerance of 10%, there is an equal chance of the randomly generated value being anywhere between 900Ω and 1100Ω.
`Gaussian`

– values are distributed according to a Gaussian (bell-shaped) curve, with the center at the nominal value and the specified tolerance at +/- 3 standard deviations. For a resistor with a value of 1K +/- 10%, the center of the distribution would be at 1000Ω, +3 standard deviations is 1100Ω and -3 standard deviations is 990Ω. With this type of distribution, there is a higher probability that the randomly generated value will be closer to the specified value.
`Worst Case`

– this is the same as the Uniform distribution, but only the end points (worst case) of the range are used. For a 1K +/- 10% resistor, the value used would be randomly chosen from the two worst case values of 990Ω and 1100Ω. On any one simulation run there is an equal chance that the high-end worst case value (1100Ω) or low-end worst case value (990 Ω) will be used.
Seed – this value is used by the simulator to generate random numbers for the various runs of the analysis. If you want to run a simulation with a different series of random numbers, this value must be changed to another number. `(Default = -1)`

.
Group Tolerances :
Resistor – the tolerance to be observed for resistors. The value is entered as a percentage (Default = 10%).
Capacitor – the tolerance to be observed for capacitors. The value is entered as a percentage (Default = 10%).
Inductor – the tolerance to be observed for inductors. The value is entered as a percentage (Default = 10%).
Transistor – the tolerance to be observed for transistors (beta forward). The value is entered as a percentage (Default = 10%).
DC Source – the tolerance to be observed for DC Sources. The value is entered as a percentage (Default = 10%).
Digital Tp – the tolerance to be observed for Digital Tp (propagation delay for digital devices). The value is entered as a percentage (Default = 10%). The tolerance is used to determine the allowable range of values that can be generated by the random number generator for a device. For a device with nominal value `Val`_{Nom}

, the range can be expressed as `Val`_{Nom} - (Tolerance * Val_{Nom} ) ... Val_{Nom} + (Tolerance * Val_{Nom} )

An example of a configured Transient analysis for a circuit in conjunction with the Monte Carlo analysis feature and the simulation result document is shown below.

Sensitivity Analysis
The Sensitivity Analysis provides a way of determining which circuit components or factors have the most influence on the output characteristics of a circuit. With this information, you can reduce the influence of negative characteristics, or alternatively, enhance the circuit performance based on positive characteristics. Sensitivity Analysis calculates sensitivities as numeric values of given measurements related to components/model parameters of circuit components, as well as sensitivity to temperature/global parameters. The result of the analysis is a table of the ranged values of sensitivities for each measurement type.

If you choose to calculate the Sensitivity, the Temperature Sweep, Parameter Sweep and Monte Carlo analyses will not be available.

To perform a sensitivity analysis there must be a suitable measurement configured. In the example shown below, the AC Sweep analysis has an output expression set up, `dB(v(OUT))`

, and this output has two measurements configured: BW (BandWidth) and MAX (maximum amplitude). The sensitivity can be calculated for either of these measurements.

To perform the sensitivity analysis, enable the Sensitivity option at the bottom of the Analysis Setup & Run region of the Simulation Dashboard panel. Click Settings to configure the analysis on the Sensitivity tab of the Advanced Analysis Settings dialog that opens. Use the Group Deviations region to define the relative tolerance applied to the component value, for components of that type. Use the Custom Deviations region to analyze the sensitivity of any object with a parametric value that supports sensitivity analysis calculations. All sensitivity settings have a default of `1m`

, and allow a range of values of `1u`

to `0.1`

.

After running the analysis, switch to the Measurements tab of the Sim Data panel in the result document, select the required set of measurement results and click the Sensitivity button to switch to the Sensitivity chart. The sensitivity results are displayed in a table so you can quickly identify the component that has the greatest sensitivity to variations in its value.

Finding the Balance between Accuracy and Performance
An important part of the simulation setup is setting the correct values for the ranges used for the simulation.

For example, the defaults may not match the required simulation time needed based on the circuit’s characteristics. As an example, consider a transient characteristic configured with a From - To time interval from 0 to 1u, as shown below.

The Transient time interval has been configured from 0 to 1u.

In this circuit, the source has been configured to have a Period of 1uS, as shown below.

The period of the source is 1u.

This Transient range will not allow the circuit to properly simulate given the characteristics of the circuit’s operation, as shown below.

The Transient time range is too short for the Period configured in the source.

Similarly, when the range is wide (for example 0 - 100u), it will also be difficult to analyze the plot, and the time required for the analysis also increases.

The Transient time range is too wide.

Instead, choose a range value greater than the signal period value, for example, 5 periods (0 - 5u). This should be sufficient for the circuit to become stable, but not excessive for this type of calculation.

A suitable time range for a Transient analysis of this circuit.

It is also important to consider selecting a proportional step of values for the calculation or the number of points displayed on the plot. If you select an excessive number of points, the calculation will be slower, and an insufficient number of points will result in inaccurate calculations.

For example, consider the amplitude-frequency characteristics shown below, the first is configured to use 10 points, and the second is configured to use 1000 points. The difference in the number of points used does not make a considerable difference in the calculation time, but significantly increases the accuracy of characteristics.

The analysis results when an insufficient number of points has been used for the calculation.

A suitable number of points has been used for the calculation.

To display the analysis data points on the plots, enable the Show Data Points option in the Document Options dialog (Tools » Document Options ).

Adding Output Expressions
When configuring some analyses, you can add expressions to be output as waveforms in the simulation result documents (in addition to waveforms for the probes placed in the circuit). To add an expression, click the Add control in the Output Expression section of the required analysis region in the Simulation Dashboard panel. An empty row appears under the currently selected output expression row. Specify the output expression and set the plot number and color. This can be done using the added entry right in the panel, or you can click the button and select from the list of available Waveforms in the Add Output Expression dialog.

Select the required output expression or define a new function, then configure how that expression is to be plotted.

The Waveforms region of the dialog provides a list of currently available waveforms and constants. By default, All waveforms are listed. Use the drop-down at the top of the list to apply a filter:

Digital – the logical level (0, 1, undefined, high impedance) in a digital node. A node is considered digital if it is connected to a pin of a component with a digital simulation model.
Node Voltages – voltages in circuit's nets.
Voltages – voltage across components in the circuit.
Currents – current through components in the circuit.
Powers – powers consumed/emitted by components in the circuit.
Charges\Fluxes – charges of capacitors and fluxes of inductivities in the circuit.
Conductivities – conductivities of diodes and transistors in the circuit.
Constants
You can create mathematical expressions based on any of the source data waveforms using the functions listed below. Note that the functions available will depend on the analysis type run to obtain the waveforms.

The expression can include any combination of available functions and allowed operators. Click a waveform or function entry to add it to the active expression field (Expression X or Expression Y ) below. You can also define the expression by typing directly into these fields.

The options at the bottom of the dialog will define how the expression will be plotted in the simulation data file:

Name – the name of the output expression.
Units – the displayed units of measurement.
Plot Number – the sequential number of the plot on which the waveform will be plotted. Select one of the currently defined plots or choose New Plot to create a new plot for the waveform.
Axis Number – the sequential number of the Y-axis that the waveform will use. Select one of the currently defined axes or choose New Axis to create a new Y-axis for the waveform.
Color – the color of the waveform. If not changed, colors for different waveforms will be assigned automatically in the simulation data file.
The order of output expression lines can be changed using the drag-and-drop technique. Click and hold the left mouse button on the free space of an output expression line to move it up or down in the list.

Available Functions

Algebraic

Syntax
Description
x % y
returns remainder of division of x by y
x * y
returns product of x and y
x + y
returns sum of x and y
x - y
returns difference of x and y
x / y
returns ratio of x and y
x MOD y
returns remainder of division of x by y
ABS(x)
returns absolute value of x

Boolean

Syntax
Description
!x
if x=0 returns 1 else returns 0
x != y
if x=y returns 0 else returns 1
x & y
if both x and y are true (nonzero positive values) returns 1 else returns 0
x && y
if both x and y are true (nonzero positive values) returns 1 else returns 0
x < y
if x<y returns 1 else returns 0
x <= y
if x<=y returns 1 else returns 0
x <> y
if x=y returns 0 else returns 1
x == y
if x=y returns 1 else returns 0
x > y
if x>y returns 1 else returns 0
x >= y
if x>=y returns 1 else returns 0
x AND y
if both x and y are true (nonzero positive values) returns 1 else returns 0
x NAND y
if both x and y are true (nonzero positive values) returns 0 else returns 1
x NOR y
if either or both x and y are true (nonzero positive values) returns 0 else returns 1
x OR y
if either or both x and y are true (nonzero positive values) returns 1 else returns 0
x XOR y
if either x or y (but not both) are true (nonzero positive values) returns 1 else returns 0
x | y
if either or both x and y are true (nonzero positive values) returns 1 else returns 0
x || y
if either or both x and y are true (nonzero positive values) returns 1 else returns 0
~x
if x=0 returns 1 else returns 0
BUF(x)
if x>0.5 returns 1 else returns 0
IF(x,y,z)
if x is true (nonzero positive value) returns y else returns z
INV(x)
if x>0.5 returns 0 else returns 1

Complex

Syntax
Description
ABS(x)
returns absolute value of x
IM(x)
returns imaginary part value of x
IMAG(x)
returns imaginary part value of x
IMG(x)
returns imaginary part value of x
M(x)
returns magnitude value of x
MAG(x)
returns magnitude value of x
P(x)
returns phase value of x in degrees
PH(x)
returns phase value of x in degrees
PHASE(x)
returns phase value of x in degrees
R(x)
returns real part value of x
RAD(x)
returns phase value of x in radians
RE(x)
returns real part value of x
REAL(x)
returns real part value of x

Hyperbolic

Syntax
Description
ACOSH(x)
returns value of real part of hyperbolic arccosine of x
ASINH(x)
returns hyperbolic arcsine value of x
ATANH(x)
returns hyperbolic arctangent value of x
COSH(x)
returns hyperbolic cosine value of x
SINH(x)
returns hyperbolic sine value of x
TANH(x)
returns hyperbolic tangent value of x

Integral

Syntax
Description
AVG(x,y)
returns moving average of x

y (optional) is the threshold

DDT(x)
returns time derivative of x
IDT(x,ic,a)
returns time integral of x; optional initial condition ic, reset if a is true

IDTMOD(x,ic,m,o)
returns time integral of x; optional initial condition ic, reset on reaching modulus m, offset output by o

RMS(x,y)
returns root mean square of x

y (optional) is the threshold

IDT(x,y,z)
returns time integral of x

y (optional) is the initial condition

if z (optional) is true (nonzero positive value) resets

Logarithmic

Syntax
Description
x ** y
returns value of real part of raising x to the power of y
x ^ y
returns value of raising x to the power of y
DB(x)
returns value of x in decibels (20lg(x))
EXP(x)
returns exponent value of x
LN(x)
returns natural logarithm value of x
LOG(x)
returns natural logarithm value of x
LOG10(x)
returns decimal logarithm value of x
POW(x,y)
returns value of real part of raising x to the power of y
PWR(x,y)
returns value of raising of module of x to the power of y
PWRS(x,y)
returns value of raising of module of x to the power of y; the result has a sign of x
SQRT(x)
returns square root value for x
SQUARE(x)
returns square value for x

Miscellaneous

Syntax
Description
x ? y : z
if x is true (nonzero positive value) returns y else returns z
CEIL(x)
returns 'ceil' integer value of x
DNLIM(x,y,z)
returns maximum value of x and y; z defines the width of the area of continuity for the first derivative (smoothing area)
FLOOR(x)
returns 'floor' integer value of x
HYPOT(x,y)
returns the square root of the sum of squares of x and y
INT(x)
returns integer part of x
INTQ(x)
if x is integer returns 1 else return 0
LIMIT(x,y,z)
if y<x<z returns x; if x<y returns y; if x>z returns z
MAX(x,y)
returns maximum value of x and y
MIN(x,y)
returns minimum value of x and y
NINT(x)
rounds x to the nearest integer value
ONE(x)
returns 1
PWL(x,a,b,c,d,...)
interpolate a value for x based on a look-up table given as a set of pairs of points. The abscissa of points must be ascending. Where the value of the input variable is outside of the range defined by the value pairs, the function will simply keep the slope.
ROUND(x)
rounds x to the nearest integer value
SGN(x)
if x>0 returns 1; if x=0 returns 0; if x<0 returns -1
STP(x)
if x>0 returns 1; if x=0 returns 0.5; if x<0 returns 0
TABLE(x,a,b,c,d,...)
interpolate a value for x based on a look-up table given as a set of pairs of points. The abscissa of points must be ascending. Where the value of the input variable is outside of the range defined by the value pairs, the following happens:

if the input value is less than the first value in the first (leftmost) pair, then the second value of that pair will be used as the output.
if the input value is greater than the first value in the last (rightmost) pair, then the second value of that pair will be used as the output.
TBL(x,a,b,c,d,...)
interpolate a value for x based on a look-up table given as a set of pairs of points. The abscissa of points must be ascending. Where the value of the input variable is outside of the range defined by the value pairs, the following happens:

if the input value is less than the first value in the first (leftmost) pair, then the second value of that pair will be used as the output.
if the input value is greater than the first value in the last (rightmost) pair, then the second value of that pair will be used as the output.
U(x)
if x>0 returns 1; if x=0 returns 0.5; if x<0 returns 0
U2(x)
if 0<x<1 returns x; if x>1 returns 1; if x<0 returns 0
UPLIM(x,y,z)
returns minimum value of x and y; z defines the width of the area of continuity for the first derivative (smoothing area)
URAMP(x)
if x>0 returns x else returns 0
ZERO(x)
returns 0

Trigonometric

Syntax
Description
ACOS(x)
returns value of real part of arccosine of x
ARCCOS(x)
returns value of real part of arccosine of x
ARCSIN(x)
returns value of real part of arcsine of x
ARCTAN(x)
returns arctangent value of x
ASIN(x)
returns value of real part of arcsine of x
ATAN(x)
returns arctangent value of x
ATAN2(y,x)
returns arctangent value of y/x
COS(x)
returns cosine value of x
SIN(x)
returns sine value of x
TAN(x)
returns tangent value of x

Configuring and Performing Simulation Measurements
Measurements are a collection of quantities that characterize the behavior and quality of the circuit. The values of the measurements are calculated according to the specified rules by evaluating the characteristics of the waveforms in the circuit. Examples of measurements include bandwidth, gain, rise time, fall time, pulse width, frequency, and period.

Measurements for an output waveform are configured in the Measurements tab of the Add Output Expression dialog. Click the Add Measurement control to add a new measurement and configure it in the entry that appears: measurement's name, type and associated parameters. There are no limits to the number of measurements you can define. Names of added measurements are shown in the entry of the output expression in the Simulation Dashboard panel.

Add required measurements when configuring an output expression.

Available Measurement Types and Their Parameters

Measurement Type
Description
Parameters
BandWidth
Bandwidth in the range
Level – the level of reduction under the maximum in the units of measurement of the waveform
Wave Type – waveform type: `log`

– logarithmic, `ampl`

– amplitude
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
CutoffHigh
The upper cutoff frequency of the bandwidth in the range
Level – the level of reduction under the maximum in the units of measurement of the waveform
Wave Type – waveform type: `log`

– logarithmic, `ampl`

– amplitude
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
CutoffLow
The lower cutoff frequency of the bandwidth in the range
Level – the level of reduction under the maximum in the units of measurement of the waveform
Wave Type – waveform type: `log`

– logarithmic, `ampl`

– amplitude
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
CenterFrequency
The bandwidth center frequency in the range
Level – the level of reduction under the maximum in the units of measurement of the waveform
Wave Type – waveform type: `log`

– logarithmic, `ampl`

– amplitude
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
QualityFactor
The quality factor in the bandwidth in the range
Level – the level of reduction under the maximum in the units of measurement of the waveform
Wave Type – waveform type: `log`

– logarithmic, `ampl`

– amplitude
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
Period
The waveform period in the range
Num – match number in the measurement range
Level – the value of the ordinate, which determines the frequency of the waveform
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
PeriodLastPoint
The period value at the last waveform point in the range
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
Frequency
The frequency in the range
Num – match number in the measurement range
Level – the value of the ordinate, which determines the frequency of the waveform
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
FrequencyLastPoint
The frequency value at the last waveform point in the range
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
RiseTime
The duration of the rising edge time of the waveform in the range
Num – edge number in the measurement range
LevelMin – minimum level for determining the beginning of the front
LevelMax – maximum level for determining the end of the front
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
FallTime
The duration of the falling edge of the waveform in the range
Num – edge number in the measurement range
LevelMin – minimum level (beginning of the front) to determine the beginning of the front
LevelMax – maximum level (end of the front) to determine the end of the front
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
Max
The value of the ordinate of the waveform maximum point in the range
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
XatMax
The value of the abscissa of the waveform maximum point in the range
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
Min
The value of the ordinate of the waveform minimum point in the range
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
XatMin
The value of the abscissa of the waveform minimum point in the range
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
PeakY
The value of the ordinate of the specified waveform peak (local maximum) in the range
Num – peak number in the measurement range
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
PeakX
The value of the abscissa of the specified waveform peak (local maximum) in the range
Num – peak number in the measurement range
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
ValleyY
The value of the ordinate of the specified waveform trough (local maximum) in the range
Num – peak number in the measurement range
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
ValleyX
The value of the abscissa of the specified waveform trough (local maximum) in the range
Num – peak number in the measurement range
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
FirstY
The ordinate value of the first waveform point in the range
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
FirstX
The abscissa value of the first waveform point in the range
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
LastY
The ordinate value of the last waveform point in the range
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
LastX
The abscissa value of the waveform point in the range
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
YatX
The value of the ordinate at a given value of the abscissa of the waveform point
Xfixed – the value of the abscissa of the waveform point
XatY
The value of the abscissa at a given event of crossing a given waveform level in the range
Num – match number in the measurement range
Level – level
Cross Type – comparison method: `cross`

– intersection, `rise`

– rising edge, `fall`

– falling edge
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
DeltaY
Difference of ordinates of two selected waveform points
Xfirst – the value of the abscissa of the first point
Xlast – the value of the abscissa of the second point
RangeY
The difference between the ordinates of the maximum and minimum points of the waveform in the range
Xfirst – the value of the abscissa of the point of the beginning of the range
Xlast – the value of the abscissa of the point of the end of the range
NY
The ordinate value of the selected waveform data point (by calculated point number) in the range
Num – data point number
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
NX
The abscissa value of the selected waveform data point (by calculated point number) in the range
Num – data point number
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
AVG
The average value of the ordinate of the waveform in the range
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
Int
Integral bounded above by the waveform in the range
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
Rms
The mean square value of the waveform in the range
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
Width
The difference of the abscissa values of the two closest waveform data points to the specified ordinate value in the range
Num – sequence number of the match
Level – the specified level for the ordinate value
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
DeltaX
The difference between the abscissa values of two selected waveform points, for which the ordinate values are defined in the range
Num – sequence number of the match
Yfirst – the value of the ordinate of the first point of the waveform
Ylast – the value of the ordinate of the second point of the waveform
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range
Slope
Tangent of the angle of inclination (steepness) at the selected waveform point
Xfixed – the value of the abscissa of the waveform point
SlopeX
The abscissa value of the waveform data point for which the slope tangent (slope) is equal to the selected value in the range
SlopeMin – minimum slope value
SlopeMax – maximum slope value
Num – sequence number of the match
From – the initial value of the waveform abscissa to determine the measurement range
To – the final value of the waveform abscissa to determine the measurement range

The result data of measurements are displayed on the Measurements tab of the Sim Data panel when exploring the simulation result document. Learn more about Working with Measurement Results .

Global Parameters
Global parameters are used to define the parametric dependence of the electric circuit element's characteristics. As a rule, global parameters are used for the selection of element characteristics before the selection of its final implementation, if the element model allows the use of parametric dependence.

Global parameters are defined in the Global Parameters tab of the Advanced Analysis Settings dialog (accessed by clicking Settings in the Analysis Setup & Run region of the Simulation Dashboard panel). Note that a global parameter can be defined explicitly or using a formula. In the latter case, both parameter value and formula will be shown in the Value column.

Use the Global Parameters tab of the Advanced Analysis Settings dialog to define global parameters for simulation.

Add the expression or global parameter name in the parameter values of components in the circuit – when the simulator detects this, it will attempt to evaluate it, first checking the list of global parameters.

Component values reference global parameters.

Since the simulator first checks the list of global parameters for the names used in expressions, any user-defined names have higher priority. For example, if there is a global parameter named `pi`

with value `4`

, then `pi`

will be replaced with that value everywhere in expressions; the simulator's internal value for pi will not be used in this case.

Advanced Simulation Options
The Advanced tab of the Advanced Analysis Settings dialog (accessed by clicking Settings in the Analysis Setup & Run region of the Simulation Dashboard panel) enables you to define advanced simulation options, including the values of SPICE variables, the integration method used by the simulator and the simulation reference net.

The Advanced tab of the Advanced Analysis Settings dialog

The top part of this tab lists options that give you direct access to SPICE variables, from where you can change iteration limits, error tolerances, etc. The following details each of the SPICE variables contained in the list.

In general, you should not have to change any of the advanced SPICE parameters on this tab of the dialog for accurate simulation. Only change these options if you have a good understanding of SPICE simulation parameters.

SPICE Options

SPICE Option
Description
Default Value
ABSTOL
Sets the absolute current error tolerance (in Amps).
1e-12
AUTOPARTIAL
Enables automatic computation of partial derivatives for XSpice code modules.
Disabled
BADMOS3
Uses the older version of the MOS3 model with the "kappa" discontinuity.
Disabled
BYPASS
Enables device bypass scheme for nonlinear model evaluation.
Disabled
CHGTOL
Provides lower limit on capacitor charge or inductor flux (in Coulombs); used in the LTE timestep control algorithm.
1e-14
CONVABSSTEP
Sets limit of the absolute step size in solving for the DC operating point convergence for code model inputs.
0.1
CONVLIMIT
Disables convergence algorithm used in some built-in component models.
Enabled
CONVSTEP
Sets the limit of the relative step size in solving for the DC operating point convergence for code model inputs.
0.25
CURRENTMNS
Sets scale factor used to determine min supply current when value not specified in SimCode model.
1.5
CURRENTMXS
Scale factor used to determine max supply current when value not specified in SimCode model.
0.5
DEFAD
Sets the MOS drain diffusion area.
0.0
DEFAS
Sets the MOS source diffusion area.
0.0
DEFL
Sets the MOS channel length (in micrometers).
1e-4
DEFW
Sets the MOS channel width (in micrometers).
1e-4
DIGERRDEFAULT
Default error limit per digital constraint device
20
DIGIL
Digital input low voltage
1e-1
DIGIH
Digital input high voltage
9e-1
DIGIOLVL
Default digital I/O level: 1-4
1
DIGIRD
Digital input rise delay time
1e-9
DIGIFD
Digital input fall delay time
1e-9
DIGOL
Digital output low voltage
0.0
DIGOH
Digital output high voltage
1.0
DIGOU
Digital output undefined voltage
0.5
DIGOR
Digital output rise time
1e-9
DIGOF
Digital output fall time
1e-9
DIGMNTYMX
Default delay selector: 1=min, 2=typical, 3=max
2
DIGMNTYSCALE
Scale factor used to derive minimum delays from typical delays
.4
DIGTYMXSCALE
Scale factor used to derive maximum delays from typical delays
1.6
DRIVEMNS
Sets scale factor used to determine min output drive capacity when value not specified in SimCode model.
1.5
DRIVEMXS
Sets scale factor used to determine max output drive capacity when value is not specified in SimCode model.
0.5
DRVMNTYMX
Temporary global override for output drive capacity index on SimCode devices (None, Minimum, Typical, Maximum).
None
GMIN
Sets min conductance (max resistance) of any device in the circuit (in mhos). Also sets value of the conductance that is placed in parallel with each pn junction in the circuit.
1e-12
GMINSTEP
Sets the number of steps in the GMIN stepping algorithm. When set to 0, GMIN stepping is disabled, making source stepping the simulator's default DC (operating point) convergence algorithm.
1
IMNTYMX
Temporary global override for supply current index on SimCode devices (None, Minimum, Typical, Maximum).
None
ITL1
Sets Operating Point Analysis iteration limit.
100
ITL2
Sets DC Analysis iteration limit.
50
ITL3
Sets lower Transient Analysis iteration limit.
4
ITL4
Sets Transient Analysis timepoint iteration limit.
40
ITL5
Sets Transient Analysis total iteration limit.
5000
KEEPOPINFO
Retains operating point information when an AC Analysis is run.
Disabled
LDMNTYMX
Temporary global override for input loading index on SimCode devices (None, Minimum, Typical, Maximum).
None
LOADMNS
Sets scale factor used to determine min input loading (max input resistance) when value not specified in SimCode model.
1.5
LOADMXS
Sets scale factor used to determine max input loading (min input resistance) when value not specified in SimCode model.
0.5
MAXEVTITER
Sets the max number of event iterations for DC (operating point) convergence.
0
MAXOPALTER
Sets the max number of analog/event alternations for DC (operating point) convergence.
0
MINBREAK
Sets the min time between breakpoints (in seconds).
0.0 (Automatic)
NOOPALTER
Enables DC (operating point) alternations.
Disabled
NOOPITER
Skip directly to GMIN stepping algorithm.
Disabled
PIVREL
Sets relative ratio between the largest column entry in the matrix and an acceptable pivot value. The value must be between 0 and 1.
1e-3
PIVTOL
Sets the absolute min value for a matrix entry to be accepted as a pivot.
1e-13
PROPMNS
Sets scale factor used to determine min propagation delay when value is not specified in SimCode model.
0.5
PROPMXS
Sets scale factor used to determine max propagation delay when value is not specified in SimCode model.
1.5
RAMPTIME
Controls turn-on time of independent sources and capacitor and inductor initial conditions from zero to their final value during the time period specified (in seconds).
0.0
RELTOL
Sets relative error tolerance of the program. The value must be between 0 and 1.
1e-3
RNODETOGND
Shunt resistance (in ohms) for nodes without a DC path to ground.
1e12
RSHUNT
Value (in ohms) of resistors added between each circuit node and ground, helping to eliminate problems such as "singular matrix" errors. In general, the value of RSHUNT should be set to a very high resistance (1e12).
0.0 (No shunt resistors)
SIMWARN
Allows SimCode warning messages to be displayed at run time. SimCode warnings may include information concerning timing violations (tsetup, thold, etc.) or indicate supply voltage dropping below device specifications (None, No, Yes).
None
SRCSTEP
Sets the number of steps in the source stepping algorithm for DC (operating point) convergence.
1
TEMP
Sets the actual operating temperature of the circuit (in Degrees C). Any deviation from TNOM will produce a change in the simulation results. Where a device model has a Temperature parameter that can be set at the component-level, setting a value for that parameter will override TEMP.

For temperature analysis, the `TEMP`

keyword can be used in constant parameters.

The keyword `TEMP`

can be used in constant parameters. The image shows the `TEMP`

keyword being used to calculate the `IS`

parameter of transistor `Q11`

.

Note that if the

`TEMP`

keyword is used in a constant parameter, the simulator will not be able to perform a

DC Sweep analysis when the

Temp parameter is selected as a parameter to be stepped for this analysis.

27.0
TNOM
Sets the nominal temperature for which device models are created (in Degrees C). Where a device model has a TNOM parameter that can be set at the model file-level, setting a value for that parameter will override TNOM.
27.0
TPMNTYMX
Temporary global override for propagation delay index on SimCode devices (None, Minimum, Typical, Maximum).
None
TRTOL
Used in the LTE timestep control algorithm. This is an estimate of the factor by which SPICE overestimates the actual truncation error.
7.0
TRYTOCOMPACT
Applicable to the LTRA model. When specified, the simulator tries to condense LTRA transmission line's past history of input voltages and currents
Disabled
VNTOL
Sets the absolute voltage tolerance of the program (in Volts).
1e-6

To return a numerical option to its default value, clear its currently defined value.
When troubleshooting Transient analysis failure, try setting:
`ABSTOL = RELTOL * (lowest current magnitude in the circuit)`

`VNTOL = RELTOL * (lowest voltage magnitude in the circuit)`

Raising the value of `GMIN`

may help with convergence, but decreases accuracy.
`ITL1`

may need to be raised as high as 500 for many circuits.
`ITL2`

may need to be raised as high as 200 for some circuits.
`ITL3`

is not implemented in SPICE3. It is provided for compatibility in creating SPICE2 netlists.
Raising `ITL4`

to 100 or more may help to eliminate "timestep too small" errors improving both convergence and speed.
`ITL5`

is not implemented in SPICE3. It is provided for compatibility in creating SPICE2 netlists.
Enabling the `KEEPOPINFO`

option is useful if the circuit is large and you do not want to run a redundant Operating Point Analysis.
In the numerical pivoting algorithm, the allowed min pivot is determined by:

`EPSREL = AMAX1(PIVREL * MAXVAL, PIVTOL)`

where `MAXVAL`

is the max element in the column where a pivot is sought (partial pivoting).

With respect to the `RELTOL`

option, larger values mean faster simulation time, but less accuracy.
You can define the numerical integration method used for simulations in the Integration method field. The `Trapezoidal`

method is relatively fast and accurate, but tends to oscillate under certain conditions. The `Gear`

methods require longer simulation times, but tend to be more stable. Using a higher gear order theoretically leads to more accurate results, but increases simulation time. The default method is `Trapezoidal`

.

When a simulation is run, all data that is collected for all available signals is referenced to a specific net in the circuit. This net is defined in the Spice Reference Net Name field and, by default, is the `GND`

net. To run a transient simulation which references a net other than ground, enter the net name in this field.

The Digital Supply VCC and Digital Supply VDD settings are not used by the simulator in current versions of Altium Designer.

Running the Analyses
Once the required analysis type(s) are configured, click the corresponding Run button at the right of the analysis name to perform the analysis. The analysis results will be presented in a new document named `<ProjectName>.sdf`

that will automatically open as a document tab.

To run all of the analysis types and display them in the same simulation result document, use the Simulate » Run Simulation command from the main menus (shortcut: F9 ). The results of each analysis type will be presented on its own chart.

You can abort the current simulation analysis and waveform generation in the SimData editor by clicking the button on the SimView Standard toolbar. The simulation will stop. The waveforms for any collected data will be displayed if they are already generated, up to the point of the abort. In some cases, waveforms will be partially displayed, in other cases, no data will be present.
Mixed simulation can be configured to use a dedicated thread to improve interface response time during simulation. This is available when the `Simulation.Threads`

option is enabled in the Advanced Settings dialog (ON by default).
If a circuit will not simulate, identify if the problem is in the circuit or the process of simulation. Refer to the

Simulation Troubleshooting page to learn more.