ÌâÄ¿ÄÚÈÝ
12£®£¨1£©£¨¶àÑ¡£©¹ØÓÚ¸ÃʵÑéÓÐÏÂÁÐÐðÊöÕýÈ·µÄÊÇAC£®
£¨A£©±¾ÊµÑéÊÇÓõçÁ÷³¡À´Ä£Äâ¾²µç³¡½øÐвÙ×÷µÄ
£¨B£©ÔÚľ°åÉÏÒÀ´ÎÆÌ·Å°×Ö½¡¢µ¼µçÖ½ºÍ¸´Ð´Ö½
£¨C£©ÊµÑéÖÐÔ²ÖùÐε缫Óëµ¼µçÖ½Ó¦ÓÐÁ¼ºÃµÄ½Ó´¥
£¨D£©·ÅÖõ¼µçֽʱÓе¼µçÎïÖʵÄÒ»ÃæÏòÏÂ
£¨2£©¶Ô´«¸ÐÆ÷½øÐе÷Áãºó½øÐвâÁ¿£¬Èç¹û´«¸ÐÆ÷µÄºìɫ̽Õë¸úµ¼µçÖ½ÉÏ»ù×¼µãC½Ó´¥£¬ºÚɫ̽Õë¸úµ¼µçÖ½ÉÏQµã½Ó´¥£¨ÒÑÖªQcºÍPb´¹Ö±ÓÚAB£©£¬Ôò´«¸ÐÆ÷¶ÁÊýΪÁ㣨ѡÌî¡°Õý¡±¡¢¡°¸º¡±¡¢¡°Á㡱£©£®Èç¹û´«¸ÐÆ÷µÄºìɫ̽Õë¸úµ¼µçÖ½ÉÏ»ù×¼µãb½Ó´¥£¬ºÚɫ̽Õë¸úµ¼µçÖ½ÉÏPµã½Ó´¥£¬Ôò´«¸ÐÆ÷¶ÁÊýΪÕý£¨Ñ¡Ìî¡°Õý¡±¡¢¡°¸º¡±¡¢¡°Á㡱£©£®
·ÖÎö £¨1£©±¾ÌâÒªÀí½âµç³¡µÈÊÆÏßÃè»æµÄ·½·¨£¬²ÉÓÃÁ˺㶨µçÁ÷³¡À´Ä£Äâ¾²µç³¡£¬¸ù¾ÝʵÑéÖеÄʵÑé·½·¨¼°ÊµÑéÒªÇó½øÐÐÕýÈ·°²×°£®
£¨2£©¸ù¾Ýµç³¡Ïߵķֲ¼¹æÂÉ¿ÉÖªÁ½µã¼äµÄµçÊÆ¸ßµÍ£¬´Ó¶øÈ·¶¨´«¸ÐÆ÷µÄ¶ÁÊý£®
½â´ð ½â£º£¨1£©A¡¢±¾ÊµÑéÊÇÓõçÁ÷³¡À´Ä£Äâ¾²µç³¡½øÐвÙ×÷µÄ£¬¹ÊAÕýÈ·£»
B¡¢ÔÚľ°åÉÏÒÀ´ÎÆÌ·Å°×Ö½¡¢¸´Ð´Ö½ºÍµ¼µçÖ½£¬¹ÊB´íÎó£»
C¡¢ÊµÑéÖÐÔ²ÖùÐε缫Óëµ¼µçÖ½Ó¦ÓÐÁ¼ºÃµÄ½Ó´¥£¬¹ÊCÕýÈ·£»
D¡¢·ÅÖõ¼µçֽʱÓе¼µçÎïÖʵÄÒ»ÃæÓ¦ÏòÉÏ£¬¹ÊD´íÎó£»
¹ÊÑ¡£ºAC£®
£¨2£©¸ù¾Ý¶ÔÓ¦µÄµç³¡Ïߺ͵çÊÆ·Ö²¼¹æÂÉ¿ÉÖª£¬CQÁ½µãµçÊÆÏàµÈ£¬¹ÊÁ½Ö¸Õë½ÓCQʱ£¬´«¸ÐÆ÷¶ÁÊýΪÁ㣻
Èç¹û´«¸ÐÆ÷µÄºìɫ̽Õë¸úµ¼µçÖ½ÉÏ»ù×¼µãb½Ó´¥£¬ºÚɫ̽Õë¸úµ¼µçÖ½ÉÏPµã½Ó´¥£¬ÓÉÓÚbµãµçÊÆ¸ßÓÚPµãµçÊÆ£¬¹ÊÔò´«¸ÐÆ÷¶ÁÊýΪÕý£»
¹Ê´ð°¸Îª£º£¨1£©AC£»£¨2£©Á㣻Õý
µãÆÀ Ã÷È·¡°ÓÃÃè¼£·¨»³öµç³¡ÖÐÆ½ÃæÉϵĵÈÊÆÏß¡±ÊµÑéµÄÔÀíºÍ·½·¨Êǽâ¾ö´ËʵÑéµÄ¹Ø¼ü£®ÖªµÀ±¾ÊµÑé²ÉÓÃÄ£Äâ·¨Ãè»æ¾²µç³¡µÈÊÆÏߣ¬ÒªÔÚÀí½âµÄ»ù´¡ÉÏÀμÇÒªµã£®
| A£® | »¬¶¯±ä×èÆ÷ÉÏÏûºÄµÄ¹¦ÂÊΪP=100I2R | |
| B£® | ±äѹÆ÷ÔÏßȦÁ½¶ËµÄµçѹU1=10IR | |
| C£® | abÑØ»·×ª¶¯¹ý³ÌÖÐÊܵ½µÄ×î´ó°²ÅàÁ¦F=$\sqrt{2}$BIL | |
| D£® | È¡abÔÚ»·µÄ×îµÍ¶Ëʱt=0£¬Ôòµ¼Ìå°ôabÖиÐÓ¦µçÁ÷µÄ±í´ïʽÊÇi=$\sqrt{2}$Isin¦Ø |
| A£® | a·½Ïò | B£® | b·½Ïò | C£® | c·½Ïò | D£® | d·½Ïò |
| A£® | Ëٶȱ仯Á¿´óСΪ$\sqrt{\frac{2{E}_{k}}{m}}$-v0 | |
| B£® | СÇòµÄ¸ß¶ÈϽµ$\frac{{E}_{k}}{mg}$-$\frac{{{v}_{0}}^{2}}{2g}$ | |
| C£® | СÇòÔ˶¯µÄƽ¾ùËÙ¶ÈΪ$\frac{{v}_{0}}{2}$+$\sqrt{\frac{{E}_{k}}{2m}}$ | |
| D£® | СÇòÖØÁ¦µÄƽ¾ù¹¦ÂÊΪ$\frac{mg}{2}$$\sqrt{\frac{2{E}_{k}}{m}-{{v}_{0}}^{2}}$ |
| A£® | 2±¶ | B£® | 4±¶ | C£® | 6±¶ | D£® | 8±¶ |
| A£® | ´øµçÁ£×ÓÔÚaµãÊÜÁ¦½Ï´ó | B£® | Á£×Ó´øÕýµçºÉ | ||
| C£® | ´øµçÁ£×ÓÔÚbµãµÄËٶȽϴó | D£® | ´øµçÁ£×ÓÔÚbµãµÄµçÊÆÄܽϴó |