Advanced Math Functions - Agilent Technologies E5071C Manual

cpx(scalar a, scalar
b)
exp(complex a)
im(complex a)
ln(complex a)
log10(complex a)
mag(complex a)
phase(complex a)
pow(complex
a,complex b)
re(complex a)
sin(complex a)
sqrt(complex a)
tan(complex a)
Constants
e
PI
Mutual transformation is automatically made for scalar and
•
complex.
scalar(x) -> complex(x, 0)
complex(x, y) -> scalar(x)

Advanced Math Functions

In the following table: a,b,c,d are arguments of complex value that are
used in the function. For 2-port network measurement: a,b,c,d
corresponds to Sii,Sji, Sij, Sjj respectively.
The functions can also be defined by scalar arguments with port
•
numbers of the ENA. For example, the function, kfac(1,2)
returns a complex value (a+ib) from two scalar values
returns the exponential of a
returns the imaginary part of a as the scalar part of the
result (zeroes the imaginary part)
returns the natural logarithm of a
returns the base 10 logarithm of a
returns sqrt(a.re*a.re+a.im*a.im)
returns atan2(a) in degrees
returns a to the power b
returns the scalar part of a (zeroes the imaginary part)
takes a in radians and returns the sine
returns the square root of a, with phase angle in the
half-open interval (-pi/2, pi/2]
takes a in radians and returns the tangent
2.71828182845904523536
3.14159265358979323846
Measurement
331