DataViewm Equation Set operations (Operations -> Equation Set)

Symbol:	Description:	Details:
Constants: (over-ridden by columns with same name)
pi	3.14159265 …
kb	Boltzmann constant (J/K)
kbev	Boltzmann constant (ev/K)
e0	permittivity of free space (F/cm)
qe	electron charge (C)
tabs	T(0C) (K)
Equation Set Unary Operations
-	z = -x
sign	z = sign(x)	x > 0 ? 1 : -1
reciprocal	z = reciprocal(x)	1/x
sqrt	z = sqrt(x)
square	z = square(x)	x^2
abs	z = abs(x)
sin	z = sin(x)
cos	z = cos(x)
tan	z = tan(x)
asin	z = asin(x)
acos	z = acos(x)
atan	z = atan(x)
exp	z = exp(x)
expm1	z = expm1(x)	exp(x) - 1
exp2	z = exp2(x)	2^x
log	z = log(x)
log10	z = log10(x)
log2	z = log2(x)
log1p	z = log1p(x)	ln(x+1)
sinh	z = sinh(x)
cosh	z = cosh(x)
tanh	z = tanh(x)
asinh	z = asinh(x)
acosh	z = acosh(x)
atanh	z = atanh(x)
degrees	z = degrees(x)	convert radians to degrees
radians	z = radians(x)	convert degrees to radians
deg2rad	z = deg2rad(x)	convert degrees to radians
rad2deg	z = rad2deg(x)	convert radians to degrees
rint	z = rint(x)	round to nearest integer
fix	z = fix(x)	round to nearest integer towards 0
floor	z = floor(x)	round to nearest integer below
ceil	z = ceil(x)	round to nearest integer above
trunc	z = trunc(x)	truncate
del	z = del(x)	difference between successive values
not	z = not(x)	logical not
!	z = !x	logical not
Equation Set Binary Operations
+	z = x + y
-	z = x - y
*	z = x * y
/	z = x / y
^	z = x ^ y
true_divide	z = true_divide(y, x)
floor_divide	z = floor_divide(y, x)
fmod	z = fmod(y, x)	remainder of division
mod	z = mod(y, x)	remainder of division
rem	z = rem(y, x)	remainder of division
hypot	z = hypot(y, x)
atan2	z = atan2(y, x)
max	z = max(x, y)
min	z = min(x, y)
integ	z = integ(y, x)	integration
dY/dX	z = dY/dX(y, x)	derivative
==	z = x == y
!=	z = x != y
<=	z = x <= y
>=	z = x >= y
<	z = x < y
>	z = x > y
&&	z = x && y	logical and
||	z = x || y	logical or
and	z = and(x, y)	logical and
or	z = or(x, y)	logical or
xor	z = xor(x, y)	logical xor