(Untitled) | (Untitled) | (Untitled) | (Untitled) | (Untitled) | Examples |

IEVref: | 103-07-01 | ID: | |

Language: | en | Status: backup | |

Term: | sinusoidal, adj | ||

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Definition: | pertaining to an alternating quantity represented by the product of a real constant and a sine or cosine function whose argument is a linear function of the independent variable NOTE 1 The real constant may be a scalar, vector or tensor quantity. NOTE 2 Examples are $a(t)=\widehat{A}\text{cos}(\omega \text{\hspace{0.05em}}t+{\vartheta}_{0})$ and $a(x)=\widehat{A}\text{cos}[k(x-{x}_{0})]$. | ||

Publication date: | 2009-12 | ||

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NOTE 1 The real constant may be a scalar, vector or tensor quantity.

NOTE 2 Examples are $a(t)=\widehat{A}\text{cos}(\omega \text{\hspace{0.05em}}t+{\vartheta}_{0})$ and $a(x)=\widehat{A}\text{cos}[k(x-{x}_{0})]$.

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