|
關注：1
2013-05-23 12:21
求翻譯：分別從時域和復頻域兩方面對傳輸線方程的求解方法進行了探討。在時域內求解傳輸線方程，就是將傳輸線方程消去一個變量后變換為波動方程，然后利用數學物理的方法求解；在復頻域內求解傳輸線方程，首先建立傳輸線的復頻域模型，然后求解出線上電壓、電流在給定激勵和給定邊界條件下的復頻域解，最后通過求解復頻域解的拉氏反變換以獲得時域解。是什么意思？ 待解決
 懸賞分：1
- 離問題結束還有
分別從時域和復頻域兩方面對傳輸線方程的求解方法進行了探討。在時域內求解傳輸線方程，就是將傳輸線方程消去一個變量后變換為波動方程，然后利用數學物理的方法求解；在復頻域內求解傳輸線方程，首先建立傳輸線的復頻域模型，然后求解出線上電壓、電流在給定激勵和給定邊界條件下的復頻域解，最后通過求解復頻域解的拉氏反變換以獲得時域解。
問題補充： |
|
2013-05-23 12:21:38
Respectively, from the time domain and frequency domain aspects of the transmission line equations method is discussed. In the time domain to solve the transmission line equation, that is, transmission line equations eliminating a variable after the transformation of the wave equation, then the use
|
|
2013-05-23 12:23:18
正在翻譯，請等待...
|
|
2013-05-23 12:24:58
Separately has carried on the discussion from the time domain and the duplicate frequency range two aspects to the transmission line equation solution method.Solves the transmission line equation in the time domain, after is eliminates the transmission line equation a variable the transformation is
|
|
2013-05-23 12:26:38
From both complex frequency-domain and time domain transmission line equation solution method was discussed. In Shi domain within solution transmission line equation, is will transmission line equation Xiao to a variable Hou transform for fluctuations equation, and using mathematics physical of meth
|
|
2013-05-23 12:28:18
From both complex frequency-domain and time domain transmission line equation solution method was discussed. In Shi domain within solution transmission line equation, is will transmission line equation Xiao to a variable Hou transform for fluctuations equation, then using mathematics physical of met
|
湖北省互聯網違法和不良信息舉報平臺 | 網上有害信息舉報專區 | 電信詐騙舉報專區 | 涉歷史虛無主義有害信息舉報專區 | 涉企侵權舉報專區
