• 2022-06-29
     求下列函数 [tex=1.643x1.357]Wfem9oxh0ZS7nZ3KGomKoQ==[/tex] 的像函数 [tex=1.929x1.357]CsHYmgN8a4Yt6bxTnBWLzw==[/tex]. [tex=6.071x1.5]JZIU9YUPuLdXRa8cIvnZ03rg7ub72ZXamt2+R+MRJp0=[/tex][br][/br]
  • 解  [tex=6.071x1.5]JZIU9YUPuLdXRa8cIvnZ03rg7ub72ZXamt2+R+MRJp0=[/tex] 。[p=align:center][tex=16.429x3.071]qeiYnKXLEhyhuGRg8yLtr2Eify8ohuwAIqnOaRFrUY+xiLIQ/9YRHepr28TtvtPRTDegE5j+yDHojYefPh6dbSW0m/xTRD8Y40Lw6+QgBhe3qCqRnDZIgYHtcTuYxd65F5MWBxHbpc5WDOvufKpIONz4S1ymFskXecWOu4XK4yFwN/fiUiCwWFnI3xJCdqo6dLK5tL0BW2HHcNT78sQU5A==[/tex][tex=20.071x5.357]RRixobHivRwT+lnRb5AosQkU22eiEFNREKAZJRJGPtrZTddqsl8PRyRAoeQQKnUWbcKCAkBewc2AYHGYyynGnnej2/pAarNODKDKV42EqBhgxixOOZo7DbAEMcfhY5QSHYY8cONvwfCh41pv3fTfa79YQIGfMB6ZvdzVygCugQzYDRISgKJSMYxrVDk3DAy+VQABl9NOXKTufkcPOMflG0YEZWvNcpeEQ5fDS5D3lou8Sd/ccUWIzvsq6ydhCbyljkxgra67TmcuDn8pNRMPhETK63mNs8Po+X5S/3afsm8=[/tex]本小题主要是利用拉普拉斯变换的线性性质和查常用函数的拉普拉斯变换表。

    内容

    • 0

      求下列时间函数[tex=1.643x1.357]Wfem9oxh0ZS7nZ3KGomKoQ==[/tex] 的拉氏变换[tex=1.929x1.357]CsHYmgN8a4Yt6bxTnBWLzw==[/tex]. [tex=8.286x1.357]oZ7RD1EoQar2RSh941WS/CpvheH19gjahi2H0/VXciQ=[/tex]

    • 1

      求下列像函数[tex=1.929x1.357]CsHYmgN8a4Yt6bxTnBWLzw==[/tex] 的拉氏逆变换.[tex=3.286x2.429]vHiVCTPwtbhGee6khJwntYpSjs/JysBtrGTjZjYP5HY=[/tex];

    • 2

      如果已知因果函数 [tex=1.643x1.357]Wfem9oxh0ZS7nZ3KGomKoQ==[/tex]的象函数[tex=6.929x2.429]sMR63Gd/hhMniuOXbiZJxvMt8CJ2qX74SbFbHjhZRE8=[/tex] 求下列函数的象函数。[tex=4.143x1.5]eYKBKVEvHiqF0C2bEOpos9WXKqr2uPg9sVKcNFd+fg8=[/tex]

    • 3

      如果已知因果函数 [tex=1.643x1.357]Wfem9oxh0ZS7nZ3KGomKoQ==[/tex]的象函数[tex=6.929x2.429]sMR63Gd/hhMniuOXbiZJxvMt8CJ2qX74SbFbHjhZRE8=[/tex] 求下列函数的象函数。[tex=5.071x1.5]3diBFlE9Wiv+Rspi6BfH5UXBtxrWUqkqvbewQ7p8dY4=[/tex]

    • 4

      如果已知因果函数 [tex=1.643x1.357]Wfem9oxh0ZS7nZ3KGomKoQ==[/tex]的象函数[tex=6.929x2.429]sMR63Gd/hhMniuOXbiZJxvMt8CJ2qX74SbFbHjhZRE8=[/tex] 求下列函数的象函数。[tex=3.786x1.357]nX+pPKp9Oaj4K/xG7xvmHA==[/tex]