vcvs & vccs.pdf

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VCCS (Linear Voltage-Controlled Current Source) Symbol Parameters Name Description Units Default G complex current gain; for example, polar(1 S, 45) or P(j×omega)/Q(j×omega) S 1 T time delay associated with current gain nsec 0.0 R1 input resistance Ohm 1e100  R2 output resistance Ohm 1e100  F frequency at which current gain magnitude is down by 3 dB GHz 0.0 ImpNoncausal Length Non-causal function impulse response order Integer None ImpMode Convolut ion mode Integer None ImpMaxFreq Maximum Frequency to which device is evaluated None None ImpDeltaF req Sample spacing in frequency None None ImpMaxOrde r Maximum allowed impulse response order Integer None ImpWindow Smoothing window Intege r None ImpRelTol Relative impulse response truncat ion factor None None ImpAbsTol Absolute impulse response truncation factor None None  See Note #2 below Setting Result F = 0 F =  T = 0 T = 0 R1 = 0 R1 =  

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Page 1: VCVS & VCCS.pdf

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VCCS (Linear Voltage-Controlled CurrentSource)

Symbol

Parameters

Name Description Units Default

G complex current gain; for example, polar(1 S,45) or P(j×omega)/Q(j×omega)

S 1

T time delay associated with current gain nsec 0.0

R1 input resistance Ohm 1e100† 

R2 output resistance Ohm 1e100 † 

F frequency at which current gain magnitude isdown by 3 dB

GHz 0.0

ImpNoncausalLength Non-causal function impulse response order Integer None

ImpMode Convolution mode Integer None

ImpMaxFreq Maximum Frequency to which device isevaluated

None None

ImpDeltaFreq Sample spacing in frequency None None

ImpMaxOrder Maximum allowed impulse response order Integer None

ImpWindow Smoothing window Integer None

ImpRelTol Relative impulse response truncation factor None None

ImpAbsTol Absolute impulse response truncation factor None None

†See Note #2 below

Setting Result

F = 0 F = ∞ 

T = 0 T = 0

R1 = 0 R1 = ∞ 

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R2 = 0 R2 = ∞ 

Notes/Equations

1.  This is a purely linear, dependent source model. Nonlinear controlled sources are available

in the Nonlinear Devices library.2.  If the default of Rx is large (1e100), then: the entry of 0.0 means infinity and any value

greater then 1e20, including the default value, means infinity.If the default value of Rx = 0 (short-circuit), no modification to the value of Rx is made.

3.  This source is assumed to be noiseless.

4. wheref = simulation frequency in hertzF = reference frequency in hertz

T = VCCS time delay in secondsG  ( f  ) = frequency-dependent transconductance

5.  For time-domain analysis, the frequency-domain analytical model is used.6.  This component has no default artwork associated with it

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VCVS (Linear Voltage-Controlled Voltage

Source)

Symbol

Parameters

Name Description Units Default

G complex current gain; for example, polar(1 S,45) or P(j×omega)/Q(j×omega)

None 1

T time delay associated with current gain nsec 0.0

R1 input resistance Ohm 1e100† 

R2 output resistance Ohm 0

F frequency at which current gain magnitude isdown by 3 dB

GHz 0.0

ImpNoncausalLength Non-causal function impulse response order Integer None

ImpMode Convolution mode Integer None

ImpMaxFreq Maximum Frequency to which device isevaluated

None None

ImpDeltaFreq Sample spacing in frequency None None

ImpMaxOrder Maximum allowed impulse response order Integer None

ImpWindow Smoothing window Integer None

ImpRelTol Relative impulse response truncation factor None None

ImpAbsTol Absolute impulse response truncation factor None None

†See Note #2 below

Setting Result

F = 0 F = ∞ 

T = 0 T = 0

R1 = 0 R1 = ∞ 

Page 4: VCVS & VCCS.pdf

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R2 = 0 R2 = 0

Notes/Equations

1.  This is a purely linear, dependent source model. Nonlinear controlled sources are available

in the Nonlinear Devices library.2.  If the default of Rx is large (1e100), then: the entry of 0.0 means infinity and any value

greater then 1e20, including the default value, means infinity.If the default value of Rx = 0 (short-circuit), no modification to the value of Rx is made.

3.  This component is assumed to be noiseless.4.  Voltage gain =

wheref = simulation frequency in hertzF = reference frequency in hertzT = VCVS time delay in secondsµ( f  ) = frequency-dependent voltage gain

5.  For time-domain analysis, the frequency-domain analytical model is used.6.  This component has no default artwork associated with it.