freepeople性欧美熟妇, 色戒完整版无删减158分钟hd, 无码精品国产vα在线观看DVD, 丰满少妇伦精品无码专区在线观看,艾栗栗与纹身男宾馆3p50分钟,国产AV片在线观看,黑人与美女高潮,18岁女RAPPERDISSSUBS,国产手机在机看影片

正文內(nèi)容

精品課件大學物理2(雙語)-預覽頁

2025-05-27 15:54 上一頁面

下一頁面
 

【正文】 ntegral. ? ? ? ? ? ? ??? dthfty ?? ? ??? Why? The superposition integral for CT systems Graphic view of staircase approximation to the superposition integral CT convolution )(tf )(tyDerivation of staircase approximation to superposition integral ?)(tf)( ?? ?t)()( ?? ?thf)()( ??? ?? tf)()( ?? ?ttf)(ty)()( ?? ?? thfMechanics (步驟 、 技巧 ) To pute the superposition integral ? ? ? ? ? ? ? ? ? ? ??? dthfthtfty ???? ? ???Step 1 Plot f and h vs since the convolution integral is on . Step 2 Flip h ( ? ) around the vertical axis to obtain h ( ? ) Step 3 Shift h ( ? ) by t to obtain h ( t ? ) Step 4 Multiply to obtain f ( ? ) h ( t ? ) Step 5 Integrate on ? to pute Step 6 Increase t and repeat step 3 to 6 ? ? ? ? ??? dthf ?????)(?h )(180 2 ?????? ?? ff l i p ? )())(( ?? ???????? ?? ththts hi f t CT convolution solution Example1 f1(?) ? t 1 1 f2(t?) t1 f1(?) ? t 1 1 f2(t?) t1 f1(?) ? t 1 1 f2(t?) t1 f1(?) ? t 1 1 f2(t?) t1 f1(?) ? t 1 1 f2(t?) t1 f(t) t 1 1 1 2 )(*)()( 21 tftftg ?Example2: y(t) = p1(t) ? p1(t) )(1 ?p? .?11),(1 ???? ttp ??t??? 50 .1a) ?? t ? ?1 y(t)=0 01),(1 ??? ttp ??t??? 50 .1b) ?1 ? t 0 y(t)=1+t 10),(1 ?? ttp ??t??? 50 .1c) 0 ? t 1 y(t)=1?t ? ttp 1),(1 ??t??? 50 .1d)1 ? t ? y(t)=0 )()( 11 tptp ?t1?11CT convolution solution CT convolution properties The convolution integral has properties similar to those of the convolution sum. The last property implies that differentiating the input n times and the impulse response m times results in an output that is differentiated n + m times. )()()()()( tfththtfty ????)]()([)()()()]()([)(2121ththtftyththtfty??????)()()()()()]()([)()(2121thtfthtftyththtfty???????)()()( 2121 ???? ?????? thtxty)()()( ][][][ thtxty mnmn ???Communitive Associative Distributive Delay accumulation Derivative accumulation )()()()()]()([:.1 212121 tfdtdtftftfdtdtftfdtda t i o nd i f f e r e n t i ?????)()()()()]()([i 212121 tfdfdftfdffe gr at i on ttt ????? ??? ?????? ???????:)()()( )()()( )(2)(1)(21tftftyt h entftftyw h eninin ????? ,)1(21)1(212)1(121))()(39。 ttf ?? )()(39。求例:)()()(,)(1tytekthjsAetfnitist i?????? ??? ?? ?????????? ???? dtekAethtftynititsfi ])([)()()(:1)(解][10)(? ???? ??nisist dekAe i ??????? )(,]R e []R e [ tys fi 則① ??spststni iistfiphAesHAeskAetys???????? )()(][)(,]R e []R e [1 ??? 則②???? ??tectynitixi    1)( ?忽略)(]R e []R e [ tys xi ???)()(]R e []R e [)(Ae)(m a x sHAetyspHtfstist???響應滿足時,系統(tǒng)為無時限指數(shù)信號當輸入?
點擊復制文檔內(nèi)容
教學課件相關推薦
文庫吧 www.dybbs8.com
備案圖鄂ICP備17016276號-1