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<HTML><HEAD><TITLE>new</TITLE><META content="text/html; charset=gb2312" http-equiv=Content-Type><LINK href="text.css" rel=stylesheet type=text/css><META content="Microsoft FrontPage 4.0" name=GENERATOR></HEAD><body leftmargin="15"><center><b><br>4 (无阻尼)自由振动</b></center>    <table border="0" cellpadding="0" cellspacing="0" width="560">     <tr>       <td>         <table border="0" cellpadding="0" cellspacing="0" width="100%">           <tr>             <td width="50%"><b><font color="#0000FF">一、模型</font></b></td>            <td width="25%" rowspan="5">              <p align="center"><img border="0" src="pic2/3084.h59.gif" width="176" height="103"></td>            <td width="25%" rowspan="5">              <p align="center"><img border="0" src="pic2/3084.h60.gif" width="109" height="130"></td>          </tr>          <tr>            <td width="50%">两种最简模型如图。</td>          </tr>          <tr>            <td width="50%">对扭转振动:</td>          </tr>          <tr>            <td width="50%"><img border="0" src="pic2/3084.h61.gif" width="108" height="28"></td>          </tr>          <tr>            <td width="50%">Kn&nbsp; -------扭转刚度</td>           </tr>           <tr>             <td width="50%"></td>             <td width="25%" align="center">直线振动</td>             <td width="25%" align="center">扭转振动</td>           </tr>         </table>       </td>     </tr>     <tr>       <td><b><font color="#0000FF">二、振动方程</font></b></td>    </tr>    <tr>      <td>        <table border="0" cellpadding="0" cellspacing="0">          <tr>            <td><img border="0" src="pic2/3084.h62.gif" width="89" height="22"></td>            <td>&nbsp;&nbsp; 或&nbsp;&nbsp;&nbsp;</td>             <td><img border="0" src="pic2/3084.h63.gif" width="91" height="31"></td>             <td></td>             <td>&nbsp; (1)</td>           </tr>         </table>       </td>     </tr>     <tr>       <td>         <table border="0" cellpadding="0" cellspacing="0">           <tr>             <td>式中&nbsp; <b>(无阻尼)固有(圆)频率</b></td>             <td>&nbsp; <img border="0" src="pic2/3084.h64.gif" width="79" height="56">&nbsp;&nbsp;</td>             <td><b>固有周期&nbsp;&nbsp;</b></td>             <td><img border="0" src="pic2/3084.h65.gif" width="66" height="52"></td>             <td></td>             <td></td>           </tr>           <tr>             <td>               <p align="center"><b>固有频率&nbsp;&nbsp;</b></td>             <td><img border="0" src="pic2/3084.h66.gif" width="106" height="52"></td>             <td></td>             <td></td>             <td></td>             <td></td>           </tr>         </table>       </td>     </tr>     <tr>       <td><b><font color="#0000FF">三、解</font></b></td>    </tr>    <tr>      <td>由常微分方程理论知方程(1)的解:</td>    </tr>    <tr>      <td><img border="0" src="pic2/3084.h67.gif" width="227" height="87"></td>    </tr>    <tr>      <td>式中A和θ为由初始条件确定的两个常数。</td>    </tr>    <tr>      <td></td>    </tr>    <tr>      <td>        <p align="center"> <a href="3083.htm"><font color="#FF6666">[ 上一节 ]</font></a> &nbsp;  <a href="3085.htm"><font color="#00CC00">[ 下一节 ]</font></a>        </td>   </tr> </table> </BODY></HTML>                                                            

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