The SHF(x,x0,a,ω,φ,b) function returns the value of a simple harmonic function.
Arguments
- x
- The independent variable.
You can enter a valid expression for the independent variable such as 2*TIME.
- x0
- The constant offset of the independent variable.
- a
- The amplitude of the harmonic function.
- ω
- The frequency of the simple harmonic function in radians per unit of the independent variable.
- φ
- The phase shift of the simple harmonic function in radians.
- b
- The offset displacement of the harmonic function.
Function Definition
SHF(x,x0,a,ω,φ,b) = a*sin(ω*(x-x0)-φ) + b