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New Micro-Cap 9 Features

Micro-Cap Operators and Functions

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Arithmetic
+ Addition
- Subtraction
* Multiplication
/ Division
MOD Modulus (remainder after integer division)
DIV Integer division
 
Digital
D(A) Digital state on node A
HEX(A,B,C,D) Hex value of the digital states of nodes A, B, C, D
BIN(A,B,C,D) Binary value of the digital states of nodes A, B, C, D
DEC(A,B,C,D) Decimal value of the digital states of nodes A, B, C, D
OCT(A,B,C) Octal value of the digital states of nodes A, B, C, D
& Bitwise AND of two digital node states
| Bitwise OR of two digital node states
^ Bitwise XOR of two digital node states
~ Bitwise NOT of a digital node state
 
Transcendental
SIN(z) Sine function
COS(z) Cosine function
TAN(z) Tangent function
COT(z) Cotangent function
SEC(z) Secant function
CSC(z) Cosecant function
ASIN(z) Inverse sine function
ACOS(z) Inverse cosine function
ATAN(z) Inverse tangent function
ATN(z) Inverse tangent function
ARCTAN(z) Inverse tangent function = ATN(z)
ATAN2(y,x) Inverse tangent function = ATN(y/x)
ACOT(z) Inverse cotangent function
ASEC(z) Inverse secant function
ACSC(z) Inverse cosecant function
SINH(z) Hyperbolic sine
COSH(z) Hyperbolic cosine
TANH(z) Hyperbolic tangent
COTH(z) Hyperbolic cotangent
SECH(z) Hyperbolic secant
CSCH(z) Hyperbolic cosecant
ASINH(z) Inverse hyperbolic sine
ACOSH(z) Inverse hyperbolic cosine
ATANH(z) Inverse hyperbolic tangent
ACOTH(z) Inverse hyperbolic cotangent
ASECH(z) Inverse hyperbolic secant
ACSCH(z) Inverse hyperbolic cosecant
LN(z) Natural Log
LOG(z) Common log
LOG10(z) Common log
EXP(z) Exponential
EXPL(x,max) Exponential: if x is less than max then exp(x) else exp(max)*(x+1-max )
EXPLP(x,max) Derivative of EXPL with respect to x
POW(z,x) Complex power of operator, z^x
PWR(y,x) Real power of operator, y^x
PWRS(y,x) Real signed power of operator: |y|^x, if y>0, -|y|^x if y<0
** or ^ Power of operator, ie; 5**2=25 or 5^2=25
DB(z) 20 * LOG(|z|)
RE(z) Real part of z
IM(z) Imaginary part of z. IMAG() and IMG() also work.
MAG(z) Magnitude of z. M() also works.
PH(z) Phase of z in degrees. PHASE() and P() also work.
GD(z) Group delay, Delta(phase of z)/Delta(frequency