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Subsections
Rxxxxxxx n+ n- value
Rxxxxxxx n+ n- expression
Rxxxxxxx n+ n- model {L=length}
{W=width} {TEMP=temperature}
.RESistor label n+ n- expression
Resistor, or general current controlled dissipative element.
N+ and n- are the positive and negative element nodes,
respectively. Value is the resistance in Ohms.
The resistor (type R) differs from the admittance (type Y) in
that the resistor is a current controlled element, and the conductance is a
voltage controlled element, in addition to the obvious use of conductance
() instead of resistance.
You may specify the value in one of three forms:
- A simple value. This is the resistance in Ohms.
- An expression, as described in the behavioral modeling chapter.
The expression can specify the voltage as a function of current, or
the resistance as a function of time.
- A model, which calculates the resistance as a function of
length and width, referencing a .model statement of type R. This is compatible with the Spice-3 ``semiconductor
resistor''.
A model statement may be used,, with model type R or Res.
The parameters are:
- RSH = x
- Sheet resistance. (Ohms / square). (Required)
- CJSW = x
- Junction sidewall capacitance. (Farads /
meter). (Default = 0.)
- DEFW = x
- Default width. (meters). (Default = 1e-6)
- NARROW = x
- Narrowing due to side etching. (meters).
(Default = 0.)
- TC1 = x
- First order temperature coefficient.
(Farads / degree C). (Default = 0.)
- TC2 = x
- Second order temperature coefficient.
(Farads / degree C squared). (Default = 0.)
- TNOM = x
- Parameter measurement temperature.
(degrees C.). (Default = 27.)
Resistance is computed by the formula:
resistance = RSH * (L - NARROW) / (W - NARROW)
After the nominal value is calculated, it is adjusted for temperature
by the formula:
value *= (1 + TC1 * (T-T0) + TC2 * (T-T0)^2)
Next: S: Voltage Controlled Switch
Up: Circuit description
Previous: Q: Bipolar Junction Transistor
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Al Davis
2002-03-26