Module description
- cpx -- Complex number data type
-
The cpx module implements complex numbers. A complex number consists of
two float numbers on the stack: first the real part of the complex number
and second the imaginary part of the number.
Complex Structure
- cpx% ( -- n )
- Get the required space for a cpx variable
Complex variable creation, initialisation and destruction
- cpx-init ( cpx -- )
- Initialise to the zero complex number
- cpx-create ( "<spaces>name" -- ; -- cpx )
- Create a named complex number variable in the dictionary
- cpx-new ( -- cpx )
- Create a new complex number variable on the heap
- cpx-free ( cpx -- )
- Free the complex number variable from the heap
Calculation module words
- cpx+add ( F: r1 r2 r3 r4 -- r5 r6 )
- Add the complex number r1+jr2 to r3+jr4
- cpx+sub ( F: r1 r2 r3 r4 -- r5 r6 )
- Subtract the complex number r1+jr2 from the number r3+jr4
- cpx+mul ( F: r1 r2 r3 r4 -- r5 r6 )
- Multiply the complex numbers r1+jr2 with r3+jr4
- cpx+rmul ( F: r1 r2 r3 -- r4 r5 )
- Multiply the complex number r1+jr2 with the real number r3
- cpx+imul ( F: r1 r2 r3 -- r4 r5 )
- Multiply the complex number r1+jr2 with the imaginary number r3
- cpx+div ( F: r1 r2 r3 r4 -- r5 r6 )
- Divide the complex number r3+jr4 by number r1+jr2
- cpx+conj ( F: r1 r2 -- r3 r4 )
- Conjugate the complex number r1+jr2
- cpx+nrm ( F: r1 r2 -- r3 )
- Calculate the square of the modulus of the complex number r1+jr2
- cpx+abs ( F: r1 r2 -- r3 )
- Calculate the modulus of the complex number r1+jr2
- cpx+sqrt ( F: r1 r2 -- r3 r4 )
- Calculate the square root for the complex number r1+jr2
- cpx+exp ( F: r1 r2 -- r3 r4 )
- Calculate the exponent function for the complex number r1+jr2
- cpx+ln ( F: r1 r2 -- r3 r4 )
- Calculate the natural logarithm for the complex number r1+jr2
- cpx+sin ( F: r1 r2 -- r3 r4 )
- Calculate the trigonometric functions sine for the complex number r1+jr2
- cpx+cos ( F: r1 r2 -- r3 r4 )
- Calculate the trigonometric functions cosine for the complex number r1+jr2
- cpx+tan ( F: r1 r2 -- r3 r4 )
- Calculate the trigonometric functions tangent for the complex number r1+jr2
- cpx+asin ( F: r1 r2 -- r3 r4 )
- Calculate the inverse trigonometric function sine for the complex number r1+jr2
- cpx+acos ( F: r1 r2 -- r3 r4 )
- Calculate the inverse trigonometric function cosine for the complex number r1+jr2
- cpx+atan ( F: r1 r2 -- r3 r4 )
- Calculate the inverse trigonometric function tangent for the complex number r1+jr2
- cpx+sinh ( F: r1 r2 -- r3 r4 )
- Calculate the hyperbolic function sine for the complex number r1+jr2
- cpx+cosh ( F: r1 r2 -- r3 r4 )
- Calculate the hyperbolic function cosine for the complex number r1+jr2
- cpx+tanh ( F: r1 r2 -- r3 r4 )
- Calculate the hyperbolic function tangent for the complex number r1+jr2
- cpx+asinh ( F: r1 r2 -- r3 r4 )
- Calculate the inverse hyperbolic function sine for the complex number r1+jr2
- cpx+acosh ( F: r1 r2 -- r3 r4 )
- Calculate the inverse hyperbolic function cosine for the complex number r1+jr2
- cpx+atanh ( F: r1 r2 -- r3 r4 )
- Calculate the inverse hyperbolic function tangent for the complex number r1+jr2
Conversion module words
- cpx+to-string ( F: r1 r2 -- ; -- c-addr u )
- Convert the complex number r1+jr2 to a string, using precision and PAD
- cpx+to-polar ( F: r1 r2 -- r3 r4 )
- Convert the complex number r1+jr2 to polar notation with radius r3 and theta r4
- cpx+from-polar ( F: r1 r2 -- r3 r4 )
- Convert the polar radius r1, theta r2 to complex number r3+jr4
Compare module words
- cpx+equal? ( F: r1 r2 r3 r4 -- ; -- flag )
- Check if the complex numbers r1+jr2 and r3+jr4 are [true] equal
Variable words
- cpx-re@ ( F: -- r ; cpx -- )
- Get the real part of the complex number
- cpx-im@ ( F: -- r ; cpx -- )
- Get the imaginary part of the complex number
- cpx-get ( F: -- r1 r2 ; cpx -- )
- Get the complex number r1+jr2 from the complex variable
- cpx-set ( F: r1 r2 -- ; cpx -- )
- Set the complex number r1+jr2 in the complex variable
- cpx^move ( cpx2 cpx1 -- )
- Move complex2 in complex1
- cpx^equal? ( cpx2 cpx1 -- flag )
- Check if complex2 is [true] equal to complex1
- cpx-dump ( cpx -- )
- Dump the complex variable
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