wm\̑Ŝɂ̃Ot}C ֘Ay[Wɂ̃Ot}𗘗pĂD
pF vXϊC

# vXϊ\

ڍׂ͊ẽy[WQƂĂD

 $f\left(t\right)$  ( $t$ ̊֐)@ $F\left(s\right)$  ($s$  ̊֐)@ $K$ @ $\frac{K}{s}$ @ $Kt$ @ $\frac{K}{{s}^{2}}$ @ $\delta \left(t\right)$ @ $1$ @ $u\left(t\right)$ @ $\frac{1}{s}$ @ $t$ @ $\frac{1}{{s}^{2}}$ @ ${t}^{n}$ @ $\frac{n!}{{s}^{n+1}}$ @ ${t}^{a}$ @ $\frac{\Gamma \left(\alpha +1\right)}{{s}^{\alpha +1}}$ @ ${e}^{-at}$ @ $\frac{1}{s+a}$ @ $t{e}^{-at}$ @ $\frac{1}{{\left(s+a\right)}^{2}}$ @ ${t}^{n}{e}^{-at}$ @ $\frac{1}{{\left(s+a\right)}^{n+1}}$ @ $\frac{1}{\sqrt{\pi t}}$ @ $\frac{1}{\sqrt{s}}$ @ $\sqrt{\frac{4t}{\pi }}$ @ $\frac{1}{{s}^{\frac{3}{2}}}$ @ $sin\omega t$ @ $\frac{\omega }{{s}^{2}+{\omega }^{2}}$ @ $cos\omega t$ @ $\frac{s}{{s}^{2}+{\omega }^{2}}$ @ ${e}^{-at}\mathrm{sin}\omega t$ @ $\frac{\omega }{{\left(s+a\right)}^{2}+{\omega }^{2}}$ @ ${e}^{-at}\mathrm{cos}\omega t$ @ $\frac{s+a}{{\left(s+a\right)}^{2}+{\omega }^{2}}$ @

 $f\left(t\right)$  ( $t$ ̊֐) $F\left(s\right)$  ($s$  ̊֐)@ $t{e}^{-at}\mathrm{sin}\omega t$ @ $\frac{2\omega \left(s+a\right)}{{\left[{\left(s+a\right)}^{2}+{\omega }^{2}\right]}^{2}}$ @ $t{e}^{-at}\mathrm{cos}\omega t$ @ $\frac{{\left(s+a\right)}^{2}-{\omega }^{2}}{{\left[{\left(s+a\right)}^{2}+{\omega }^{2}\right]}^{2}}$ @@ $tsin\omega t$ @ $\frac{2\omega s}{{\left({s}^{2}+{\omega }^{2}\right)}^{2}}$ @ $tcos\omega t$ @ $\frac{{s}^{2}-{\omega }^{2}}{{\left({s}^{2}+{\omega }^{2}\right)}^{2}}$ @ ${sin}^{2}\omega t$ @ $\frac{2{\omega }^{2}}{s\left({s}^{2}+4{\omega }^{2}\right)}$ @ ${cos}^{2}\omega t$ @ $\frac{{s}^{2}+2{\omega }^{2}}{s\left({s}^{2}+4{\omega }^{2}\right)}$ @ $\mathrm{sin}\left(\omega t+\theta \right)$ @ $\frac{\omega \mathrm{cos}\theta +s\mathrm{sin}\theta }{{s}^{2}+{\omega }^{2}}$ @ $\mathrm{cos}\left(\omega t+\theta \right)$ @ $\frac{s\mathrm{cos}\theta -\omega \mathrm{sin}\theta }{{s}^{2}+{\omega }^{2}}$ @ ${e}^{-at}\mathrm{sin}\left(\omega t+\theta \right)$ @ $\frac{\left(s+a\right)\mathrm{sin}\theta +\omega \mathrm{cos}\theta }{{\left(s+a\right)}^{2}+{\omega }^{2}}$ @ ${e}^{-at}\mathrm{cos}\left(\omega t+\theta \right)$ @ $\frac{\left(s+a\right)\mathrm{cos}\theta -\omega \mathrm{sin}\theta }{{\left(s+a\right)}^{2}+{\omega }^{2}}$ @ $sinh\omega t$ @ $\frac{\omega }{{s}^{2}-{\omega }^{2}}$ @ $cosh\omega t$ @ $\frac{s}{{s}^{2}-{\omega }^{2}}$ @ ${sinh}^{2}\omega t$ @ $\frac{2{\omega }^{2}}{s\left({s}^{2}-4{\omega }^{2}\right)}$ @ ${cosh}^{2}\omega t$ @ $\frac{{s}^{2}-2{\omega }^{2}}{s\left({s}^{2}-4{\omega }^{2}\right)}$ @

z[>>JeS[>>>>vXϊ>>vXϊ\

wX^bt쐬

@ŁF2009N34CŏIXVF 2009N623