ÌâÄ¿ÄÚÈÝ
£¨1£©18OÔ×ӽṹʾÒâͼ £¬ÖÊÁ¿ÏàµÈµÄO3ºÍO2ÖУ¬Ô×Ó¸öÊýÖ®±ÈΪ
£¨2£©¼×ÔªËØM²ãµÄµç×ÓÊýÊÇÆäK²ãµÄµç×ÓÊýµÄ
£¬»³ö¼×Àë×ӵĽṹʾÒâͼ
£¨3£©Ä³ÁòÔ×ÓµÄÖÊÁ¿ÊÇa g£¬ÈôNAÖ»±íʾ°¢·ü¼ÓµÂÂÞ³£ÊýµÄÊýÖµ£¬Ôòm g¸ÃÁòÔ×ÓµÄÎïÖʵÄÁ¿Îª mol
£¨4£©°Ñ200mLº¬ÓÐÂÈ»¯±µºÍÂÈ»¯¼ØµÄ»ìºÏÈÜÒº·Ö³É2µÈ·Ý£¬È¡Ò»·Ý¼ÓÈ뺬a molÁòËáÄÆµÄÈÜÒº£¬Ç¡ºÃʹ±µÀë×ÓÍêÈ«³Áµí£¬Áíȡһ·Ý¼ÓÈ뺬b molÏõËáÒøµÄÈÜÒº£¬Ç¡ºÃʹÂÈÀë×ÓÍêÈ«³Áµí£¬Ôò¸Ã»ìºÏÈÜÒºÖмØÀë×ÓŨ¶ÈΪ mol/L£®
£¨2£©¼×ÔªËØM²ãµÄµç×ÓÊýÊÇÆäK²ãµÄµç×ÓÊýµÄ
| 1 |
| 2 |
£¨3£©Ä³ÁòÔ×ÓµÄÖÊÁ¿ÊÇa g£¬ÈôNAÖ»±íʾ°¢·ü¼ÓµÂÂÞ³£ÊýµÄÊýÖµ£¬Ôòm g¸ÃÁòÔ×ÓµÄÎïÖʵÄÁ¿Îª
£¨4£©°Ñ200mLº¬ÓÐÂÈ»¯±µºÍÂÈ»¯¼ØµÄ»ìºÏÈÜÒº·Ö³É2µÈ·Ý£¬È¡Ò»·Ý¼ÓÈ뺬a molÁòËáÄÆµÄÈÜÒº£¬Ç¡ºÃʹ±µÀë×ÓÍêÈ«³Áµí£¬Áíȡһ·Ý¼ÓÈ뺬b molÏõËáÒøµÄÈÜÒº£¬Ç¡ºÃʹÂÈÀë×ÓÍêÈ«³Áµí£¬Ôò¸Ã»ìºÏÈÜÒºÖмØÀë×ÓŨ¶ÈΪ
¿¼µã£ºÎïÖʵÄÁ¿µÄÏà¹Ø¼ÆËã,Ô×ӽṹʾÒâͼ,ÎïÖʵÄÁ¿Å¨¶ÈµÄÏà¹Ø¼ÆËã
רÌ⣺¼ÆËãÌâ
·ÖÎö£º£¨1£©18OÔ×ÓÖÊ×ÓÊýΪ8£¬ºËÍâµç×ÓÊýΪ8£¬ÓÐ2¸öµç×Ӳ㣬¸÷²ãµç×ÓÊýΪ2¡¢6£»
O3ºÍO2¶¼ÓÉOÔ×Ó¹¹³É£¬¶þÕßÖÊÁ¿ÏàµÈ£¬º¬ÓÐOÔ×ÓÊýÄ¿ÏàµÈ£»
£¨2£©¼×ÔªËØM²ãµÄµç×ÓÊýÊÇÆäK²ãµÄµç×ÓÊýµÄ
£¬ÔòM²ãµç×ÓÊý=1£¬¹Ê¼×ΪNaÔªËØ£¬Ô×ÓºËÍâÓÐ3¸öµç×Ӳ㣬¸÷²ãµç×ÓÊýΪ2¡¢8¡¢1£»
£¨3£©¼ÆËãmgÁòÔ×ÓÊýÄ¿£¬ÔÙ¸ù¾Ýn=
¼ÆËãSÔ×ÓÊýÄ¿£»
£¨4£©»ìºÏÈÜÒº·Ö³ÉÁ½µÈ·Ý£¬Ã¿·ÝÈÜҺŨ¶ÈÏàͬ£®Ò»·Ý¼ÓÈ뺬a mol ÁòËáÄÆµÄÈÜÒº£¬·¢Éú·´Ó¦Ba2++SO42-=BaSO4¡ý£¬Ç¡ºÃʹ±µÀë×ÓÍêÈ«³Áµí£¬¿ÉÖª¸Ã·ÝÖÐn£¨Ba2+£©=£¨Na2SO4£©£»ÁíÒ»·Ý¼ÓÈ뺬bmol ÏõËáÒøµÄÈÜÒº£¬·¢Éú·´Ó¦Ag++Cl-=AgCl¡ý£¬Ç¡ºÃʹÂÈÀë×ÓÍêÈ«³Áµí£¬Ôòn£¨Cl-£©=n£¨Ag+£©£¬ÔÙÀûÓõçºÉÊØºã¿É֪ÿ·ÝÖÐ2n£¨Ba2+£©+n£¨K+£©=n£¨Cl-£©£¬¾Ý´Ë¼ÆËãÿ·ÝÖÐn£¨K+£©£¬¸ù¾Ýc=
¼ÆËã¼ØÀë×ÓŨ¶È£®
O3ºÍO2¶¼ÓÉOÔ×Ó¹¹³É£¬¶þÕßÖÊÁ¿ÏàµÈ£¬º¬ÓÐOÔ×ÓÊýÄ¿ÏàµÈ£»
£¨2£©¼×ÔªËØM²ãµÄµç×ÓÊýÊÇÆäK²ãµÄµç×ÓÊýµÄ
| 1 |
| 2 |
£¨3£©¼ÆËãmgÁòÔ×ÓÊýÄ¿£¬ÔÙ¸ù¾Ýn=
| N |
| NA |
£¨4£©»ìºÏÈÜÒº·Ö³ÉÁ½µÈ·Ý£¬Ã¿·ÝÈÜҺŨ¶ÈÏàͬ£®Ò»·Ý¼ÓÈ뺬a mol ÁòËáÄÆµÄÈÜÒº£¬·¢Éú·´Ó¦Ba2++SO42-=BaSO4¡ý£¬Ç¡ºÃʹ±µÀë×ÓÍêÈ«³Áµí£¬¿ÉÖª¸Ã·ÝÖÐn£¨Ba2+£©=£¨Na2SO4£©£»ÁíÒ»·Ý¼ÓÈ뺬bmol ÏõËáÒøµÄÈÜÒº£¬·¢Éú·´Ó¦Ag++Cl-=AgCl¡ý£¬Ç¡ºÃʹÂÈÀë×ÓÍêÈ«³Áµí£¬Ôòn£¨Cl-£©=n£¨Ag+£©£¬ÔÙÀûÓõçºÉÊØºã¿É֪ÿ·ÝÖÐ2n£¨Ba2+£©+n£¨K+£©=n£¨Cl-£©£¬¾Ý´Ë¼ÆËãÿ·ÝÖÐn£¨K+£©£¬¸ù¾Ýc=
| n |
| V |
½â´ð£º
½â£º£¨1£©18OÔ×ÓÖÊ×ÓÊýΪ8£¬ºËÍâµç×ÓÊýΪ8£¬ÓÐ2¸öµç×Ӳ㣬¸÷²ãµç×ÓÊýΪ2¡¢6£¬Ô×ӽṹʾÒâͼΪ£º
£¬O3ºÍO2¶¼ÓÉOÔ×Ó¹¹³É£¬¶þÕßÖÊÁ¿ÏàµÈ£¬º¬ÓÐOÔ×ÓÊýÄ¿ÏàµÈ£¬¼´¶þÕߺ¬ÓÐOÔ×ÓÊýĿ֮±ÈΪ1£º1£¬
¹Ê´ð°¸Îª£º
£»1£º1£»
£¨2£©¼×ÔªËØM²ãµÄµç×ÓÊýÊÇÆäK²ãµÄµç×ÓÊýµÄ
£¬ÔòM²ãµç×ÓÊý=1£¬¹Ê¼×ΪNaÔªËØ£¬Ô×ÓºËÍâÓÐ3¸öµç×Ӳ㣬¸÷²ãµç×ÓÊýΪ2¡¢8¡¢1£¬ÆäÔ×ӽṹʾÒâͼΪ£º
£¬
¹Ê´ð°¸Îª£º
£»
£¨3£©ÁòÔ×ÓµÄÖÊÁ¿ÊÇa g£¬Ôòm g¸ÃÁòÔ×ÓµÄÊýÄ¿=
=
£¬¹ÊSÔ×ÓÎïÖʵÄÁ¿=
=
mol£¬
¹Ê´ð°¸Îª£º
mol£»
£¨4£©°Ñ200mL»ìºÏÈÜÒº·Ö³ÉÁ½µÈ·Ý£¬Ã¿·ÝÈÜҺŨ¶ÈÏàͬ£¬Ò»·Ý¼ÓÈ뺬a mol ÁòËáÄÆµÄÈÜÒº£¬·¢Éú·´Ó¦Ba2++SO42-=BaSO4¡ý£¬Ç¡ºÃʹ±µÀë×ÓÍêÈ«³Áµí£¬¿ÉÖª¸Ã·ÝÖÐn£¨Ba2+£©=£¨Na2SO4£©=amol£»
ÁíÒ»·Ý¼ÓÈ뺬bmol ÏõËáÒøµÄÈÜÒº£¬·¢Éú·´Ó¦Ag++Cl-=AgCl¡ý£¬Ç¡ºÃʹÂÈÀë×ÓÍêÈ«³Áµí£¬Ôòn£¨Cl-£©=n£¨Ag+£©=bmol£¬
¸ù¾ÝµçºÉÊØºã¿É֪ÿ·ÝÖÐ2n£¨Ba2+£©+n£¨K+£©=n£¨Cl-£©£¬Ã¿·ÝÈÜÒºÖÐn£¨K+£©=bmol-2amol=£¨b-2a£©mol£¬¹Ê¼ØÀë×ÓŨ¶ÈΪ
=10£¨b-2a£© mol/L£¬
¹Ê´ð°¸Îª£º10£¨b-2a£©£®
¹Ê´ð°¸Îª£º
£¨2£©¼×ÔªËØM²ãµÄµç×ÓÊýÊÇÆäK²ãµÄµç×ÓÊýµÄ
| 1 |
| 2 |
¹Ê´ð°¸Îª£º
£¨3£©ÁòÔ×ÓµÄÖÊÁ¿ÊÇa g£¬Ôòm g¸ÃÁòÔ×ÓµÄÊýÄ¿=
| m g |
| a g |
| m |
| a |
| ||
| NAmol-1 |
| m |
| aNA |
¹Ê´ð°¸Îª£º
| m |
| aNA |
£¨4£©°Ñ200mL»ìºÏÈÜÒº·Ö³ÉÁ½µÈ·Ý£¬Ã¿·ÝÈÜҺŨ¶ÈÏàͬ£¬Ò»·Ý¼ÓÈ뺬a mol ÁòËáÄÆµÄÈÜÒº£¬·¢Éú·´Ó¦Ba2++SO42-=BaSO4¡ý£¬Ç¡ºÃʹ±µÀë×ÓÍêÈ«³Áµí£¬¿ÉÖª¸Ã·ÝÖÐn£¨Ba2+£©=£¨Na2SO4£©=amol£»
ÁíÒ»·Ý¼ÓÈ뺬bmol ÏõËáÒøµÄÈÜÒº£¬·¢Éú·´Ó¦Ag++Cl-=AgCl¡ý£¬Ç¡ºÃʹÂÈÀë×ÓÍêÈ«³Áµí£¬Ôòn£¨Cl-£©=n£¨Ag+£©=bmol£¬
¸ù¾ÝµçºÉÊØºã¿É֪ÿ·ÝÖÐ2n£¨Ba2+£©+n£¨K+£©=n£¨Cl-£©£¬Ã¿·ÝÈÜÒºÖÐn£¨K+£©=bmol-2amol=£¨b-2a£©mol£¬¹Ê¼ØÀë×ÓŨ¶ÈΪ
| (b-2a)mol |
| 0.1L |
¹Ê´ð°¸Îª£º10£¨b-2a£©£®
µãÆÀ£º±¾Ì⿼²éºËÍâµç×ÓÅŲ¼¡¢ÎïÖʵÄÁ¿¼°ÎïÖʵÄÁ¿Å¨¶È¼ÆË㣬£¨4£©Öиù¾ÝµçºÉÊØºã¼ÆËã¼ØÀë×ÓµÄÎïÖʵÄÁ¿Êǹؼü£¬ÄѶÈÖеȣ®
Á·Ï°²áϵÁдð°¸
Ïà¹ØÌâÄ¿