ÌâÄ¿ÄÚÈÝ
17£®ÔÚ̽¾¿¸Ü¸ËƽºâÌõ¼þµÄ¹ý³ÌÖУ¬ÎÒÃǰÑÖ§µãѡȡÔÚÖʵؾùÔȵÄÖ±¸ËÖм䣬ÇÒµ÷½Ú¸Ü¸ËÁ½¶ËµÄƽºâÂÝĸ£¬²¢Ê¹¸Ü¸ËÔÚˮƽλÖÃÆ½ºâ£¬ÕâÑù×öµÄÄ¿µÄÊDZÜÃâ¸Ü¸Ë×ÔÉíÖØÁ¦¶Ô¸Ü¸ËƽºâµÄÓ°Ï죻ʵÑéʱ£¬Í¨¹ýÔö¼õ¹³Âë»òÒÆ¶¯¹³ÂëλÖã¬ÈÔʹֱ¸ËÔÚˮƽλÖÃÆ½ºâ£¬ÕâÑù×öµÄºÃ´¦ÊDZãÓÚ²âÁ¿Á¦±Û£»Í¬Ñ§ÃÇͨ¹ý¶à´ÎʵÑ飬µÃ³öÒÔÏÂÊý¾Ý£¬·ÖÎöµÃ³ö¸Ü¸ËƽºâÌõ¼þ£¬ÇëÄãÓ¦ÓÃ¸Ü¸ËÆ½ºâÌõ¼þ£¬°Ñ±í¸ñÖеÄÊý¾ÝÌîдÍêÕû£®| 1 | 2 | 3 | 4 | |
| L1/m | 0.1 | 0.15 | 0.2 | 0.2 |
| F1/N | 0.5 | 0.5 | 1.5 | 2 |
| L2/m | 0.05 | 0.05 | 0.1 | 0.1 |
| F2/N | 1 | 1.5 | 3 | 4 |
·ÖÎö £¨1£©Ì½¾¿¸Ü¸ËƽºâÌõ¼þʱ£¬¸Ü¸ËµÄÖØÐÄÔÚÖ§µãÉÏ£¬Ä¿µÄÊÇΪÁËʹ¸Ü¸ËµÄ×ÔÖØ¶Ô¸Ü¸Ëƽºâ²»²úÉúÓ°Ï죻
£¨2£©Ê¹¸Ü¸ËÔÚˮƽλÖÃÆ½ºâ£¬´ËʱÁ¦µÄ·½ÏòÓë¸Ü¸Ë´¹Ö±£¬Á¦±ÛµÄ³¤¶È¿ÉÒÔÖ±½Ó´Ó¸Ü¸ËÉ϶Á³öÀ´£»
£¨3£©¸ù¾Ý¸Ü¸ËµÄƽºâÌõ¼þ¼ÆËã³öµÚ2¡¢4´ÎʵÑéÖÐËùȱÉÙµÄÎïÀíÁ¿£®
½â´ð ½â£º£¨1£©µ÷½Ú¸Ü¸Ëƽºâʱ£¬Ðèµ÷½Ú¸Ü¸ËÁ½¶ËµÄƽºâÂÝĸ£¬Ê¹¸Ü¸ËÔÚˮƽλÖÃÆ½ºâ£¬ÕâÑùÁ¦±ÛµÈÓÚÖ§µãµ½Á¦µÄ×÷ÓÃÏߵľàÀ룬µ±¸Ü¸ËÔÚˮƽλÖÃÆ½ºâʱ£¬Á¦µÄ·½ÏòÓë¸Ü¸Ë´¹Ö±£¬Á¦±Û¿ÉÒԴӸܸ˱ê³ß¿Ì¶ÈÉÏÖ±½Ó¶Á³öÀ´£»
£¨2£©Í¨¹ýÔö¼õ¹³Âë»òÒÆ¶¯¹³ÂëλÖã¬ÈÔʹֱ¸ËÔÚˮƽλÖÃÆ½ºâ£¬ÕâÑùʹΪÁ˱ÜÃâ¸Ü¸Ë×ÔÉíÖØÁ¦¶ÔƽºâµÄÓ°Ï죻
£¨3£©¸ù¾Ý¸Ü¸ËƽºâÌõ¼þ£ºF1L1=F2L2£¬
L2=$\frac{{F}_{1}{L}_{1}}{{F}_{2}}$=$\frac{0.5N¡Á0.15m}{1.5N}$=0.05m£»
F1=$\frac{{F}_{2}{L}_{2}}{{L}_{1}}$=$\frac{4N¡Á0.1m}{0.2m}$=2N£®
¹Ê´ð°¸Îª£ºÆ½ºâÂÝĸ£»±ÜÃâ¸Ü¸Ë×ÔÉíÖØÁ¦¶Ô¸Ü¸ËƽºâµÄÓ°Ï죻±ãÓÚ²âÁ¿Á¦±Û£»0.05£»2£®
µãÆÀ ±¾Ì⿼²éÁË¸Ü¸ËÆ½ºâµÄÌõ¼þ£¬ÔÚʵÑéʱÎÒÃÇӦעÒ⣺µ÷½Ú¸Ü¸ËÁ½¶ËµÄƽºâÂÝĸ£¬Ê¹¸Ü¸ËÔÚˮƽλÖÃÆ½ºâ£¬ÒÔ±ãÄÜÖ±½Ó¶Á³öÁ¦±Û£®¸Ü¸ËƽºâµÄÌõ¼þ¾ÍÊÇ£º¶¯Á¦¡Á¶¯Á¦±Û=×èÁ¦¡Á×èÁ¦±Û£®