ÌâÄ¿ÄÚÈÝ
4£®ÈçͼËùʾ£¬ÏȺóÓò»Í¬µÄ½»Á÷µçÔ´¸øÍ¬Ò»ÕµµÆÅݹ©µç£®µÚÒ»´ÎµÆÅÝÁ½¶ËµÄµçÑ¹ËæÊ±¼ä°´ÕýÏÒ¹æÂɱ仯£¬Èçͼ¼×Ëùʾ£»µÚ¶þ´ÎµÆÅÝÁ½¶ËµÄµçѹ±ä»¯¹æÂÉÈçͼÒÒËùʾ£®Èôͼ¼×¡¢ÒÒÖеÄU0¡¢TËù±íʾµÄµçѹ¡¢ÖÜÆÚÖµÊÇÏàͬµÄ£¬ÔòÒÔÏÂ˵·¨ÕýÈ·µÄÊÇ£¨¡¡¡¡£©| A£® | µÚÒ»´ÎµÆÅÝÁ½¶ËµÄµçѹÓÐЧֵÊÇ$\frac{\sqrt{2}}{2}$U0 | |
| B£® | µÚ¶þ´ÎµÆÅÝÁ½¶ËµÄµçѹÓÐЧֵÊÇ$\frac{3}{2}$U0 | |
| C£® | µÚÒ»´ÎºÍµÚ¶þ´ÎµÆÅݵĵ繦ÂÊÖ®±ÈÊÇ2£º9 | |
| D£® | µÚÒ»´ÎºÍµÚ¶þ´ÎµÆÅݵĵ繦ÂÊÖ®±ÈÊÇ1£º9 |
·ÖÎö ¶ÔÓÚÕýÏÒʽµçÁ÷µÄÓÐЧֵU=$\frac{\sqrt{2}}{2}$Um£¬Óɼ×ͼ¶Á³öµçѹµÄ×î´óÖµ£¬Çó³öÓÐЧֵ£®¶ÔÓÚÒÒͼ£¬¸ù¾ÝÓÐЧֵµÄ¶¨Ò壬Çó³öÓÐЧֵ£®¹¦ÂʵĹ«Ê½P=$\frac{{U}^{2}}{R}$£¬ÓÃÓÐЧֵÇó³öµç¹¦ÂÊÖ®±È£®
½â´ð ½â£º
A¡¢BµÚÒ»´ÎµÆÅÝÁ½¶ËµÄµçѹÓÐЧֵΪU1=$\frac{\sqrt{2}}{2}$Um=$\frac{\sqrt{2}}{2}{U}_{0}$£®ÉèµÚ¶þ´ÎµçѹµÄÓÐЧֵΪU2£¬¸ù¾ÝÓÐЧֵµÄ¶¨Ò壬ÔòÓÐ
$\frac{£¨2{U}_{0}£©^{2}}{R}•\frac{T}{2}+\frac{{U}_{0}^{2}}{R}•\frac{T}{2}=\frac{{U}^{2}}{R}•T$£¬½âµÃ£¬U2=$\frac{\sqrt{10}}{2}{U}_{0}$£®¹ÊAÕýÈ·£¬B´íÎó£®
C¡¢DÓɹ¦ÂʵĹ«Ê½P=$\frac{{U}^{2}}{R}$µÃ£¬µÆÅݵĵ繦ÂÊÖ®±ÈÊÇ${P}_{1}£º{P}_{2}=\frac{{U}_{1}^{2}}{R}£º\frac{{U}_{2}^{2}}{R}$=1£º5£®¹ÊCD´íÎó£®
¹ÊÑ¡£ºA
µãÆÀ Ö»ÓÐÕýÏÒ½»±äµçÁ÷×î´óÖµÓëÓÐЧֵ²ÅÊÇ$\sqrt{2}$±¶µÄ¹ØÏµ£¬ÆäËû½»±äµçÁ÷Òª¸ù¾ÝÓÐЧֵµÄ¶¨Ò壬´ÓÈÈЧӦ½Ç¶ÈÈ¥ÇóÓÐЧֵ£®
| A£® | ÀëµØÔ½¸ßµÄÌ«¿ÕÀ¬»øÔËÐÐÖÜÆÚÔ½´ó | |
| B£® | ÀëµØÔ½¸ßµÄÌ«¿ÕÀ¬»øÔËÐеÄÏòÐļÓËÙ¶ÈÔ½´ó | |
| C£® | Óɹ«Ê½V=$\sqrt{gR}$µÃ£¬ÀëµØÔ½¸ßµÄÌ«¿ÕÀ¬»øÔËÐÐËÙ¶ÈÔ½´ó | |
| D£® | Ì«¿ÕÀ¬»ø¿ÉÄܸúͬһ¹ìµÀÉÏͬÏò·ÉÐеĺ½ÌìÆ÷Ïàײ |
| A£® | ÎïÌå³õ¶¯Á¿·½ÏòÒ»¶¨ÓëÕâ¸ö³åÁ¿µÄ·½ÏòÏà·´ | |
| B£® | ÎïÌåÄ©¶¯Á¿Ò»¶¨ÊǸºÖµ | |
| C£® | ÎïÌ嶯Á¿µÄÔöÁ¿Ò»¶¨Óë¹æ¶¨µÄÕý·½ÏòÏà·´ | |
| D£® | ÎïÌåµÄ¶¯Á¿Ò»¶¨¼õС |
| A£® | ºÏÁ¦´óÓÚÏòÐÄÁ¦ | B£® | ºÏÁ¦Ð¡ÓÚÏòÐÄÁ¦ | C£® | ºÏÁ¦µÈÓÚÏòÐÄÁ¦ | D£® | ÓëÊÜÁ¦ÎÞ¹Ø |
| A£® | 5 cm¡¢12.5cm | B£® | 5 cm¡¢125cm | C£® | 0¡¢30cm | D£® | 0¡¢125cm |