ÌâÄ¿ÄÚÈÝ
12£®ÔڰѵçÁ÷±í¸Ä×°³Éµçѹ±íµÄʵÑéÖУ¬ËùÓõçÁ÷±íGµÄÂúÆ«µçÁ÷Ig=200¦ÌA£¬ÄÚ×èRg¹À¼ÆÔÚ400¦¸µ½600¦¸Ö®¼ä£®£¨1£©°´Í¼£¨a£©ÀûÓá°°ëÆ«·¨¡±²â¶¨µçÁ÷±íGµÄÄÚ×èRg£¬ÐèҪѡÓúÏÊÊµÄÆ÷²Ä£¬ÏÖÓй©Ñ¡ÓÃµÄÆ÷²ÄÈçÏ£º
A£®µç×èÏ䣨×èÖµ·¶Î§1-100¦¸£© B£®µç×èÏ䣨×èÖµ·¶Î§0-999¦¸£©
C£®»¬¶¯±ä×èÆ÷£¨×èÖµ·¶Î§0-1750¦¸£© D£®»¬¶¯±ä×èÆ÷£¨×èÖµ·¶Î§0-99999¦¸£©
E£®µçÔ´£¨µç¶¯ÊÆ6V£¬ÄÚ×è0.3¦¸£© F£®µçÔ´£¨µç¶¯ÊÆ12V£¬ÄÚ×è0.6¦¸£©
°´ÊµÑéÒªÇ󣬵ç·ͼÖеϬ¶¯±ä×èÆ÷RӦѡÓÃD£¬µç×èÏäR¡äӦѡÓÃB£¬µçÔ´EӦѡÓÃF£®£¨ÌîÈëÑ¡ÓÃÆ÷²ÄµÄ×Öĸ´úºÅ£©
£¨2£©¼Ù¶¨ÓÉÉÏÊö²½ÖèÒѲâ³öµçÁ÷±íÄÚ×èRg=500¦¸£¬ÏÖÔÚͨ¹ý´®ÁªÒ»¸ö24.5k¦¸µÄµç×è°ÑËü¸Ä×°³ÆÎªÒ»¸öµçѹ±í£¬´Ëµçѹ±íµÄÁ¿³ÌΪ5V£®
£¨3£©Í¼£¨b£©ÊDzⶨδ֪µç×èRxµÄµç·ͼ£¬Í¼£¨c£©Êǵç·ÖÐËùÐèÒªµÄÆ÷²Ä£¨ÐéÏß¿òÄÚΪÉÏÊöÒѸÄ×°ºÃµÄµçѹ±í£©£¬Çë°´µç·ͼ»³öÁ¬Ïߣ¬½«ËùʾÆ÷²Ä½Ó³ÉʵÑéµç·£®
£¨ÓÐ´í²»¸ø·Ö£¬Ì«ÂÒ¿´²»Çå²»¸ø·Ö£¬Á¬Ïß²»Äܽ»²æ£©
£¨4£©²âÁ¿Ê±£¬µçÁ÷±íµÄ¶ÁÊýΪ0.20A£¬¶ø¸Ä×°ºóµÄµçѹ±íµÄ±íÍ·¶ÁÊýÈçͼ£¨d£©Ëùʾ£¬ÄÇôRxµÄ×èÖµµÈÓÚ15¦¸£®
·ÖÎö £¨1£©Ñ¡ÔñʵÑéÆ÷²Ä£ºÒò²¢Áªµç×èºóÈÏΪ×ܵçÁ÷²»±ä£¬ÔòÒªÇóËù´®µÄµç×èÒª´ó£¬Ëù²¢ÁªµÄµç×èÒªÓëµçÁ÷±íµÄÄÚ×èÏ൱¹ÊRӦѡ´óµÄ£¬R¡äӦѡСµÄ£®Òò×ܵç×èÒª´ó¹ÊËùÑ¡µç¶¯ÊÆÒª´óһЩ£®
£¨2£©µçÁ÷±í¸Ä×°³Éµçѹ±íÒª´®Áªµç×èR£¬UΪ¸Ä×°ºóµÄÁ¿³ÌÔòÁ¿³ÌΪU=Ig£¨Rg+R£©£®
£¨3£©¸ù¾Ýµç·ͼÁ¬½ÓʵÎïµç·ͼ£®
£¨4£©Óɵçѹ±íµÄ¸Ä×°ÔÀí¼ÆËãµÃ³öµçѹֵ£¬ÔÙÓÉÅ·Ä·¶¨ÂÉÇóµÃ×èÖµ£®
½â´ð ½â£º£¨1£©ÒòK2±ÕºÏǰºó×ܵçÁ÷±ä»¯ÒªºÜС£¬Ôò´®ÁªµÄRµÄ×èÖµÒª´ó¹ÊRÑ¡D£¬²¢ÁªµÄµç×èÒªÓëµçÁ÷±íµÄÄÚ×èÏ൱£¬¹ÊR¡äÑ¡B£¬Òò×ܵç×è´ó£¬Ôòµç¶¯ÊÆÒª´óһЩѡF£®
£¨2£©¸Ä×°³Éµçѹ±íµÄÁ¿³ÌΪU£ºÎªU=Ig£¨Rg+R£©=200¡Á10-6¡Á£¨500+24.5¡Á103£©=5.0V£»
£¨3£©¸ù¾ÝͼbËùʾµç·ͼÁ¬½ÓʵÎïµç·ͼ£¬ÊµÎïµç·ͼÈçͼËùʾ£º![]()
£¨4£©µçÁ÷ѹ±íµÄ¶ÁÊýΪ£ºI£¨Rg+R£©=120¡Á10-6£¨500+24.5¡Á103£©=3V£¬
Ôò×èÖµRX=$\frac{U}{I}$¨T15¦¸
¹Ê´ð°¸Îª£º£¨1£©D£»B£»F£»£¨2£©5£»£¨3£©µç·ͼÈçͼËùʾ£»£¨4£©15£®
µãÆÀ ±¾Ì⿼²é°ëÆ«·¨²âµç×裬ÈÏΪµçÁ÷±íÓëµç×è²¢Áªºó×ܵçѹ²»±ä£¬ÔòµçÁ÷±íµÄÄÚ×è=Ëù²¢Áªµç×èÖµ£®¿¼²éµÄµçѹ±íµÄ¸Ä×°ÔÀí£¬Ã÷È·´®Áªµç×èµÄ·Öѹ×÷Ó㬻áÇó´®Áªµç×èµÄÁ¿³Ì£¬¼°µçÁ÷µ½µçѹµÄ»»Ë㹫ʽ£®
| A£® | BµãΪÖд¹ÏßÉϵ糡ǿ¶È×î´óµÄµã£¬³¡Ç¿E=1V/m | |
| B£® | ÓÉCµ½AµÄ¹ý³ÌÖÐÎï¿éµÄµçÊÆÄÜÏȼõСºó±ä´ó | |
| C£® | ÓÉCµãµ½AµãµçÊÆÖð½¥Éý¸ß | |
| D£® | UBC£¾UAB |
| A£® | ·Ö×ÓÒýÁ¦´óÓÚ·Ö×Ó³âÁ¦Ê¹Ò»ÏµÁÐÎïÖÊ·Ö×Ó½áºÏΪPM2.5 | |
| B£® | µ±³ÇÊÐÀï´óÂ¥Ô½½¨Ô½¸ß£¬×èµ²ºÍĦ²Á×÷ÓÃʹ·çÁ÷¾³ÇÇøÊ±Ã÷ÏÔ¼õÈõ£®¼«¶ËÇé¿öϳöÏÖ¾²·çÏÖÏóʱ£¬Ðü¸¡ÓÚ¿ÕÖеÄPM2.5Ö»×ö²¼ÀÊÔ˶¯£¨¾äºÅǰµÄ²ûÊöÊÇÊÂʵ£¬¿¼ÉúÐëÅжϵÄÊǺó°ë¾ä£© | |
| C£® | Æû³µÅŷŵįøÌ¬ÎÛȾÎ±ÈÈ絪Ñõ»¯ÎïµÈ£¬ÅöÉÏÎíÌ죬ÈÝÒ×ת»¯Îª¶þ´ÎҺ̬¿ÅÁ£ÎÛȾÎ±íÃæÕÅÁ¦ÔÚάϵ´ËÖÖ¿ÅÁ£³ÉÌåÉÏÒ²ÆðÁË×÷Ó㨾äºÅǰµÄ²ûÊöÊÇÊÂʵ£¬¿¼ÉúÐëÅжϵÄÊǺó°ë¾ä£© | |
| D£® | ¸ß¿ÕµÄÆøÎÂ±ÈµÍ¿ÕÆøÎ¸ü¸ßµÄÏÖÏó½ÐÄæÎÂÏÖÏó£¬ÕâÑùÌìÆøÏÂʹµÃ´óÆø²ãµÍ¿ÕµÄ¿ÕÆø´¹Ö±Ô˶¯Êܵ½ÏÞÖÆ£¬¿ÕÆøÖÐÐü¸¡Î¢Á£ÄÑÒÔÏò¸ß¿ÕƮɢ£®´Ëʱ£¬À©É¢ÏÖÏóÍ£Ö¹£¨¾äºÅǰµÄ²ûÊöÊÇÊÂʵ£¬¿¼ÉúÐëÅжϵÄÊǺó°ë¾ä£© | |
| E£® | Èç¹ûµØÇòÉÏÆû³µ²»ÓÃȼÓ͸ÄÓþƾ«×÷ΪȼÁÏ£¬Îíö²ÏÖÏó»á¼õÈõ¡¢¼õÉÙ |
| A£® | µØÇòµÄÖÊÁ¿Îª$\frac{{g{r^2}}}{G}$ | |
| B£® | ÎÀÐÇ¡°G1¡±µÄÖÜÆÚΪ$\frac{2¦Ðr}{R}\sqrt{\frac{r}{g}}$ | |
| C£® | ¡°¸ß·ÖÒ»ºÅ¡±µÄ¼ÓËÙ¶ÈСÓÚÎÀÐÇ¡°G1¡±µÄ¼ÓËÙ¶È | |
| D£® | ¡°¸ß·ÖÒ»ºÅ¡±µÄÔËÐÐËÙ¶È´óÓÚµÚÒ»ÓîÖæËÙ¶È |