ÌâÄ¿ÄÚÈÝ
2£®ÔÚ¡°²â¶¨½ðÊôµÄµç×èÂÊ¡±ÊµÑéÖУ¬ÎÒÃǾ³£Óõ½¿Ì¶È³ß¡¢Óα꿨³ß¡¢ÂÝÐý²â΢Æ÷¡¢µçѹ±í¡¢µçÁ÷±íµÈ²âÁ¿¹¤¾ß£®£¨1£©ÔÚÒ»´ÎʵÑéÖУ¬Èç¹ûÌṩÁËÏÂÁм¸¸ö³¤¶È²âÁ¿ÒÇÆ÷£º
¢ÙºÁÃ׿̶ȳߣ»¢Ú10·Ö¶ÈÓα꿨³ß£»¢Û20·Ö¶ÈÓα꿨³ß£»¢ÜÂÝÐý²â΢Æ÷£®
Ò»¸öͬѧÓÃÆäÖÐÒ»ÖÖÒÇÆ÷ÕýÈ·²âÁ¿µç×èË¿µÄ³¤¶ÈΪ31.25mm£¬ÔòËûËùʹÓõÄÒÇÆ÷Ϊ¢Û£¨ÌîÒÇÆ÷ÐòºÅ£©£®
Èçͼ1ÊÇÓÃÂÝÐý²â΢Æ÷²âÁ¿µÄµç×è˿ֱ¾¶µÄʾÒâͼ£¬Ôò¸Ãµç×èË¿µÄÖ±¾¶d=1.020mm£®
£¨2£©Ä³Í¬Ñ§ÔÚ´Ö²âµÃ¸Ã¶Îµç×èË¿µÄ×èֵʱ£®Ê×ÏÈÀûÓöàÓõç±íµÄÅ·Ä·µ²´Ö²âÆä×èÖµ£¬ÏÂÁвÙ×÷»ò˵·¨ÖÐÕýÈ·µÄÊÇCD
A£®²âÁ¿Ç°¼ì²é±íÕëÊÇ·ñÍ£ÔÚ×ó¶ËµÄ¡°0¡±Î»Öã¬Èç²»ÔÚÔòÒª½øÐÐÅ·Ä·µ÷Áã
B£®ÈôÓÃÅ·Ä·±í¡°¡Ál¡±µ²²âÁ¿£¬Ö¸ÕëÇ¡ºÃÔڿ̶È30¡«50µÄÕýÖУ¬Ôò´ý²âµç×èΪ40¦¸
C£®ÈôÓÃÅ·Ä·±í¡°¡Á10¡±µ²²âÁ¿£¬Ö¸ÕëÆ«×ª½Ç¶È¹ý´ó£¬Ó¦»»³É¡°¡Á1¡±µ²
D£®Ã¿´Î¸Ä±ä²»Í¬±¶ÂʵÄÅ·Ä·µµºó¶¼ÒªÖØÐ½øÐÐÅ·Ä·µ÷Áã
£¨3£©ÈôͬѧÃÇ´Ö²âµÃ¸Ã¶Îµç×èË¿µÄ×èֵԼΪ5¦¸£¬È»ºóÓ÷ü°²·¨²â¶¨µç×èË¿µÄ×èÖµ£¬ÔÙÀûÓù«Ê½¦Ñ=$\frac{RS}{L}$ÇóµÃµç×èË¿µÄµç×èÂʦѣ®Îª´ËÈ¡À´Á½½ÚÐÂµÄ¸Éµç³Ø¡¢µç¼üºÍÈô¸Éµ¼Ïß¼°ÏÂÁÐÆ÷²Ä£º
A£®µçѹ±í0-3V£¬ÄÚ×è10k¦¸
B£®µçѹ±í0-15V£¬ÄÚ×è50k¦¸
C£®µçÁ÷±í0-0.6A£¬ÄÚ×è0.05¦¸
D£®µçÁ÷±í0-3A£¬ÄÚ×è0.01¦¸
E£®»¬¶¯±ä×èÆ÷£¬0-20¦¸
¢ÙÒªÇó½Ï׼ȷµØ²à³öÆä×èÖµ£¬µçѹ±íӦѡA£¬µçÁ÷±íӦѡC£®£¨ÌîÐòºÅ£©
¢ÚʵÑéÖÐËûµÄʵÎï½ÓÏßÈçͼ2Ëùʾ£¬ÇëÖ¸³ö¸ÃͬѧʵÎï½ÓÏßÖеÄÁ½´¦Ã÷ÏÔ´íÎó£®
´íÎó1µ¼ÏßÁ¬½ÓÔÚ»¬¶¯±ä×èÆ÷µÄ»¬Æ¬ÉÏ
´íÎó2²ÉÓÃÁ˵çÁ÷±íÄÚ½Ó·¨²âµç×裮
·ÖÎö £¨1£©ÓÉËù¸øÊý¾ÝλÊý£¬½áºÏ¸÷Æ÷²ÄµÄ¾«È·¶È½øÐзÖÎö£¬²¢ÓÉÂÝÐý²â΢Æ÷¹Ì¶¨¿Ì¶ÈÓë¿É¶¯¿Ì¶ÈʾÊýÖ®ºÍÊÇÂÝÐý²â΢Æ÷µÄʾÊý£»
£¨2£©¿¼²éÅ·Ä·±íµÄʹÓãºÃ¿Ñ¡¶¨Ò»´ÎÅ·Ä·µµÎ»ºóµç··¢Éú¸Ä±äÒªÖØÐ½øÐÐÅ·Ä·µ÷Á㣬²âÁ¿µç×èÒª°Ñµç×èÓëÆäËüÔª¼þ¶ÀÁ¢£»²âÍêÒª°ÑÑ¡Ôñ¿ª¹ØÕýÈ··ÅÖã®
¸ù¾Ýµç··¢Èȹ¦ÂÊÓëµç×è¿ÉÇó³ö×î´óµçÁ÷¹À¼ÆÖµ£¬´Ó¶ø¿ÉÒÔÑ¡ÔñµçÁ÷±í£¬¸ù¾ÝµçÔ´µç¶¯ÊÆ¡¢´ý²âµç×è×èÖµÓëËùÑ¡µçÁ÷±íÑ¡Ôñ»¬¶¯±ä×èÆ÷£»
£¨3£©¢ÙÁ½½Ú¸Éµç³Øµç¶¯Êƹ²Îª3V£¬Îª¼õС¶ÁÊýÎó²î£¬Ñ¡Ð¡Á¿³Ìµçѹ±í£»¸ù¾ÝÅ·Ä·¶¨ÂÉ£¬µçÁ÷²»³¬¹ý0.6A£¬¹ÊµçÁ÷±íͬÑùÑ¡ÔñСÁ¿³ÌµÄ£»
¢ÚÁ¬Ïßµç·ҪעÒ⣺µç±í¼«ÐÔ²»Äܽӷ´£¬Á¿³ÌÑ¡ÔñÇ¡µ±µÄ£¬°²Åà±íÄÚÍâ½Ó·¨µÄÑ¡Ôñ£®
½â´ð ½â£º£¨1£©Òò31.25mm£¬Ã׳ßÊǺÁÃ׿̶ȳߣ¬Ö»ÄܹÀ¶Áµ½0.1mm£»10·Ö¶ÈÓα꿨³ß¿ÉÒÔ¶Áµ½0.1mm£»20·Ö¶ÈÓα꿨³ß¿ÉÒÔ¶Áµ½0.05mm£¬Ä©Î²Îª0»ò5
¹Ê31.25mmÊÇ20·Ö¶ÈÓα꿨³ß¶ÁÊýµÃµ½£®
ÓÉͼʾÂÝÐý²â΢Æ÷¿ÉÖª£¬¹Ì¶¨¿Ì¶È¶ÁÊý£º1.0mm£»¿É¶¯¿Ì¶È¶ÁÊý0.01mm¡Á2.0=0.020mm£»¹ÊÂÝÐý²â΢Æ÷¶ÁÊýΪ£º1.020mm£»
£¨2£©A¡¢²âÁ¿Ç°¼ì²é±íÕëÊÇ·ñÍ£ÔÚ×ó¶ËµÄ¡°0¡±Î»Öã¬Èç²»ÔÚÔòÒª½øÐлúеУÁ㣮¹ÊA´íÎó£¬
B¡¢ÈôÓÃÅ·Ä·±í¡°¡Ál¡±µ²²âÁ¿£¬Ö¸ÕëÇ¡ºÃÔڿ̶È30¡«50µÄÕýÖУ¬Ôò´ý²âµç×費Ϊ40¦¸ÒòΪŷķ¿Ì¶ÈÅ̲»¾ùÔÈ£¬¹ÊB´íÎó£®
C¡¢±íÕëÆ«×ª¹ý´ó£¬ËµÃ÷µç×赵ѡÔñ¹ý´ó£¬Ó¦»»Ð¡µµÎ»½øÐвâÁ¿£»¹ÊCÕýÈ·£»
D¡¢ÔËÓÃÅ·Ä·±í²âÁ¿µç×èʱ£¬²»ÊÇÿ´Î²âÁ¿¶¼ÒªÖØÐµ÷Á㣬¶øÊÇÔÚ»»µ²ºóÒªÖØÐµ÷Á㣮¹ÊDÕýÈ·£®
¹ÊÑ¡£ºCD£»
£¨3£©¢ÙÁ½½Ú¸Éµç³Øµç¶¯Êƹ²Îª3V£¬Îª¼õС¶ÁÊýÎó²î£¬Ñ¡Ð¡Á¿³Ìµçѹ±í£¬¹ÊÑ¡A£»
¸ù¾ÝÅ·Ä·¶¨ÂÉ£¬I¡Ö$\frac{E}{R}$=$\frac{3}{5}$A=0.6A£¬µçÁ÷²»³¬¹ý0.6A£¬¹ÊµçÁ÷±íͬÑùÑ¡ÔñСÁ¿³ÌµÄ£¬¼´Ñ¡C£»
¹ÊÑ¡£ºA£¬C£»
¢Ú·ü°²·¨²âµç×èʱ£¬²âÁ¿½Ï´óµç×èÓð²Åà±íÄÚ½Ó·¨£¬²âÁ¿½ÏСµç×èÓð²Åà±íÍâ½Ó·¨£¬
±¾Ìâ´ý²âµç×èÓë°²Åà±íµç×èÏà½Ó½ø£¬¹Ê²ÉÓð²Åà±íÍâ½Ó·¨£»
ͬʱµ¼ÏßÁ¬½ÓÔÚ»¬¶¯±ä×èÆ÷µÄ»¬Æ¬ÉÏ£»
¹Ê´ð°¸Îª£º£¨1£©¢Û£»1.020£»
£¨2£©CD£»£¨3£©¢ÙA£¬C£®¢Úµ¼ÏßÁ¬½ÓÔÚ»¬¶¯±ä×èÆ÷µÄ»¬Æ¬ÉÏ£»²ÉÓÃÁ˵çÁ÷±íÄÚ½Ó·¨²âµç×裮
µãÆÀ ±¾ÌâµÚÒ»ÎʹؼüÃ÷È·³£¼ûµÄ³¤¶È²âÁ¿Æ÷²ÄµÄ¶ÁÊý·½·¨£¬ÕÆÎÕÓα꿨³ßÓëÂÝÐý²â΢Æ÷µÄ¶ÁÊýÓëÇø±ð£»
µÚ¶þÎÊ¿¼²éÁËÅ·Ä·±íµÄʹÓ÷½·¨£¬Ìرð×¢ÒâÊÇÿ´Î»»µ²¶¼ÒªÖØÐµ÷Á㣬¹Ø¼ü²»ÒªÍüÁ˳ËÒÔ±¶ÂÊ£»
µÚÈýÎʹؼüÃ÷È·Ëù²âµç×èµÄ×î´óµçÁ÷Óë×î´óµçѹ£¬´Ó¶øÈ·¶¨µçÁ÷±íÓëµçѹ±í£¬ÔÙÓÉËù²â×èÖµ¿ÉÈ·¶¨»¬¶¯±ä×èÆ÷µÄ×èÖµ£¬¼°·Öѹ»¹ÊÇÏÞÁ÷ʽ£®
| A£® | С´ÅÕëµÄN¼«ÏòÖ½ÃæÍâת | B£® | С´ÅÕëµÄN¼«ÏòÖ½ÃæÀïת | ||
| C£® | С´ÅÕëÔÚÖ½ÃæÄÚ¾²Ö¹²»¶¯ | D£® | С´ÅÕëÔÚÖ½ËùÔÚÆ½ÃæÄÚ×óÓÒ°Ú¶¯ |
| A£® | ÉÏÉý¡¢Ï½µ¾ù¶ÔºÐµ×ÓÐѹÁ¦ | |
| B£® | ÉÏÉý¡¢Ï½µÊ±¶ÔºÐ¾ùÎÞѹÁ¦ | |
| C£® | ÉÏÉýʱ¶ÔºÐ¶¥ÓÐѹÁ¦£¬Ï½µÊ±¶ÔºÐµ×ÓÐѹÁ¦ | |
| D£® | ÉÏÉý¶ÔºÐµ×ÓÐѹÁ¦£¬Ï½µ¶ÔºÐ¶¥ÓÐѹÁ¦ |
| A£® | FN=4.6N | B£® | FN=1.8N | C£® | f=1.6N | D£® | f=1.2N |
| A£® | 1Å£/°²•Ã× | B£® | 1ǧ¿Ë/°²•Ãë2 | ||
| C£® | 1ǧ¿Ë/¿â•Ãë2 | D£® | 1ǧ¿Ë•Ã×2/°²•Ãë2 |
| A£® | ÎïÌåÔÚºãÁ¦×÷ÓÃÏ£¬Ò»¶¨×öÇúÏßÔ˶¯ | |
| B£® | ÎïÌåÔÚÊܵ½ÓëËٶȲ»¹²ÏßµÄÁ¦µÄ×÷ÓÃÏ£¬Ò»¶¨×öÇúÏßÔ˶¯ | |
| C£® | ÎïÌåÔÚ±äÁ¦×÷ÓÃÏ£¬Ò»¶¨×öÇúÏßÔ˶¯ | |
| D£® | ÎïÌåÔÚ±äÁ¦×÷ÓÃÏ£¬²»¿ÉÄÜ×öÔÈËÙÔ²ÖÜÔ˶¯ |
| A£® | ${\;}_{90}^{232}$Th¾¹ý6´Î¦ÁË¥±äºÍ4´Î¦ÂË¥±äºó³ÉΪÎȶ¨µÄÔ×ÓºË${\;}_{82}^{208}$Pb | |
| B£® | Ôں˷´Ó¦¶ÑÖУ¬ÎªÊ¹¿ìÖÐ×Ó¼õËÙ£¬ÔÚÓ˰ôÖÜΧҪ·Å¡°Âý»¯¼Á¡±£¬³£ÓõÄÂý»¯¼ÁÓÐʯī¡¢ÖØË®ºÍÆÕͨˮ | |
| C£® | µ±ÓÃÀ¶É«¹âÕÕÉäij½ðÊô±íÃæÊ±Óеç×ÓÒݳö£¬Ôò¸ÄÓúì¹âÕÕÉäÒ²Ò»¶¨»áÓеç×ÓÒݳö | |
| D£® | ½«ÓÉ·ÅÉäÐÔÔªËØ×é³ÉµÄ»¯ºÏÎï½øÐиßηֽ⣬»á¸Ä±ä¸Ã·ÅÉäÐÔÔªËØµÄ°ëË¥ÆÚ | |
| E£® | Ô×Ó´ÓaÄܼ¶×´Ì¬Ô¾Ç¨µ½bÄܼ¶×´Ì¬Ê±·¢É䲨³¤Îª¦Ë1µÄ¹â×Ó£»Ô×Ó´ÓbÄܼ¶×´Ì¬Ô¾Ç¨µ½cÄܼ¶×´Ì¬Ê±ÎüÊÕ²¨³¤Îª¦Ë2µÄ¹â×Ó£¬ÒÑÖª¦Ë1£¾¦Ë2£®ÄÇôÔ×Ó´ÓaÄܼ¶×´Ì¬Ô¾Ç¨µ½µ½cÄܼ¶×´Ì¬Ê±½«ÒªÎüÊÕ²¨³¤Îª$\frac{{{¦Ë_1}{¦Ë_2}}}{{{¦Ë_1}-{¦Ë_2}}}$µÄ¹â×Ó |