Category:Definitions/Half Wave Rectified Sine Curve
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This category contains definitions related to Half Wave Rectified Sine Curve.
Related results can be found in Category:Half Wave Rectified Sine Curve.
The half wave rectified sine curve is the real function $f: \R \to \R$ defined as:
- $\forall t \in \R: \map f t = \begin {cases} \sin t & : 2 n \pi \le t \le \paren {2 n + 1} \pi \\ 0 & : \paren {2 n + 1} \pi \le t \le \paren {2 n + 2} \pi \end {cases}$
for all integers $n$.
Graph of Half Wave Rectified Sine Curve
The graph of the half wave rectified sine curve can be presented as follows:
Pages in category "Definitions/Half Wave Rectified Sine Curve"
The following 2 pages are in this category, out of 2 total.