Chladni Figures III

Stacking multiple Figures

inspired by logic gates, we have

0 * 0 = 0

0 * b = 0

a * 0 = 0

a * b = ab

from the stand point of "0"

it is like an OR gate

this means that :

when we want to stack 2 or more graphs / figures together

we only need to multiply them together

here are some examples :

sin(3/2*atan(y/x))

AND

sin(2*pi*sqrt(x^2+y^2))

cos(1*pi*x)cos(2*pi*y) - cos(2*pi*x)cos(1*pi*y)

AND

sin(2*atan(y/x))

AND

sqrt(x^2+y^2)-0.4

sin(3*pi*x)sin(4*pi*y) + sin(4*pi*x)sin(3*pi*y)

AND

cos(1*pi*x)cos(4*pi*y) + cos(4*pi*x)cos(1*pi*y)

---

XOR ?

( 0 + 0 ) % 0.5 = 0

( a + 0 ) % 0.5 = sliced a

( 0 + b ) % 0.5 = sliced b

( a + b ) % 0.5 = sliced a+b

here % causes something CAN be 0

(

sin(3*pi*x)sin(4*pi*y) + sin(4*pi*x)sin(3*pi*y)

+

cos(1*pi*x)cos(4*pi*y) + cos(4*pi*x)cos(1*pi*y)

)

% 0.5