V(mutex); V(s2);
13.ÊÔÓÃÐźÅÁ¿»úÖÆÃèÊöÁ½ÈËÏÂÏóÆåµÄ¹ý³Ì
ÀàËÆÓÚÒ»¸öÉú²úÕߺÍÒ»¸öÏû·ÑÕßÀûÓõ¥»º³å£¨ÆåÅÌ£©Í¨ÐŵÄÀý×Ó
14£®ÉèABÁ½µãÖ®¼äÊÇÒ»¶Î¶«Î÷ÏòµÄµ¥ÐгµµÀ£¬ÏÖÔÚÒªÉè¼ÆÒ»¸öAB·¶Î×Ô¶¯¹ÜÀíϵͳ£¬¹æÔòÈçÏ£ºµ±AB¼äÓгµÁ¾ÔÚÐÐʻʱͬ·½ÏòµÄ³µ¿ÉÒÔÊ»È룬ÁíÒ»·½ÏòµÄ³µ±ØÐëÔÚAB¶ÎÍâµÈ´ý£»µ±AB¶ÎÖ®¼äÎÞ³µÁ¾ÐÐʻʱ£¬ÈÎÒ»·½Ïòµ½´ïµÄ³µ¶¼¿ÉÊ»È룬µ«²»ÄÜ´ÓÁ½¸ö·½ÏòͬʱʻÈ룻µ±Ä³·½ÏòÔÚAB¶ÎÐÐÊ»µÄ³µÁ¾Ê»³öÁËAB¶ÎÇÒÔÝÎÞ³µÁ¾½øÈëAB¶Îʱ£¬Ó¦ÈÃÁíÒ»·½ÏòµÈ´ýµÄ³µÁ¾½øÈëAB¶ÎÐÐÊ»¡£ÊÔÓÃÐźÅÁ¿ºÍP¡¢V²Ù×÷¹ÜÀíAB·¶Î³µÁ¾µÄÐÐÊ»
·ÖÎö£ºÕâÊǶÁÕß¡ªÐ´ÕßÎÊÌâµÄ±äÐΣ¬Ï൱ÓÚÁ½×é¶ÁÕߣ¨¼´Á½¸ö·½ÏòµÄ³µÁ¾£©·ÃÎÊͬһ¸ö¹²ÏíÎļþ£¨¼´AB·¶Î£©µÄ»¥³âÎÊÌâ¡£ £¨1£©ÐźÅÁ¿¼°ÆäÉèÖÃ
S1¡¢S2³õÖµ¾ùΪ0£¬·Ö±ðÓÃÓÚ¶Ô´ÓA¡¢BµãÊ»ÈëABµÄ³µÁ¾¼ÆÊý
»¥³âÐźÅÁ¿mutex£¬³õֵΪ1£¬ÓÃÓÚʵÏÖ²»Í¬·½ÏòµÄµÚÒ»Á¾³µ»¥³âÊ»ÈëAB·¶Î¡£ »¥³âÐźÅÁ¿ma¡¢mb£¬³õÖµ¾ùΪ1£¬·Ö±ðÓÃÓÚÁ½¸ö·½ÏòµÄ³µ»¥³âµÄ·ÃÎʼÆÊýÆ÷±äÁ¿¡£ ÏòÎ÷ÐÐÊ»µÄ³µÁ¾£º P(ma);
If S1=0 then P(mutex); S1++; V(ma);
³µÁ¾´ÓAµãͨ¹ýAB·¶Îµ½´ïBµã P(ma); S1--;
If S1=0 then V(mutex); V(ma);
Ïò¶«ÐÐÊ»µÄ³µÁ¾£º P(mb);
IfS2=0 then P(mutex); S2++; V(mb);
³µÁ¾´ÓBµãͨ¹ýAB·¶Îµ½´ïAµã P(mb); S2--;
If S2=0 then V(mutex); V(mb);
15.ÔÚ4¡Á100½ÓÁ¦ÈüÖУ¬ËĸöÔ˶¯Ô±Ö®¼ä´æÔÚÈçϹØÏµ£º1ºÅ´«¸ø2ºÅ£¬2ºÅ´«¸ø3ºÅ£¬3ºÅ´«¸ø4ºÅ£¬4ºÅÅÜÍêÈ«³Ì¡£ÊÔÓÃÐźÅÁ¿»úÖÆ½øÐÐÃèÊö¡£ ÓÃǰÇýͼÃèÊö£º
Ô˶¯Ô±1¡ª¡ªÔ˶¯Ô±2¡ª¡ªÔ˶¯Ô±3¡ª¡ªÔ˶¯Ô±4
ÐźÅÁ¿ S12 S23 S34 ³õÖµ¾ùΪ0 Ô˶¯Ô±1£º
11 / 13
³Ö°ôÅÜ100Ã×£» ½»°ô¸øÔ˶¯Ô±2£» V(S12)£»
Ô˶¯Ô±2£º P(S12)£»
³Ö°ôÅÜ100Ã×£» ½»°ô¸øÔ˶¯Ô±3£» V(S23)£»
Ô˶¯Ô±3ͬÔ˶¯Ô±2
Ô˶¯Ô±4£º P(S34)£»
³Ö°ôÅÜ100Ã×£»
16.½ñÓÐÒ»ÎļþF¹©A¡¢BÁ½×é½ø³Ì¹²Ïí£¬¹æ¶¨Í¬×éµÄ½ø³Ì¿ÉÒÔͬʱ¶ÁÎļþF£»µ«µ±ÓÐA×飨»òB×飩µÄ½ø³ÌÔÚ¶ÁÎļþFʱ¾Í²»ÔÊÐíB×飨»òA×飩µÄ½ø³Ì¶ÁÎļþ¡£
¶¨ÒåÕûÐμÆÊýÆ÷±äÁ¿C1ºÍC2£¬·Ö±ð¼Ç¼A×éºÍB×éÖжÁÎļþFµÄ½ø³ÌÊý£¬³õÖµ¾ùΪ0.ÉèÖÃ3¸ö³õÖµ¾ùΪ1µÄÐźÅÁ¿S1¡¢S2ºÍSAB¡£ ½ø³ÌAi£º
_______________; ½«C1¼Ó1£»
ÈôC1=1 Ôò_________________;
_________________; ¶ÁÎļþF£»
__________________; ½«C1¼õ1£»
ÈôC1=0 Ôò________________;
_________________;
½ø³ÌBi£º
_______________; ½«C2¼Ó1£»
ÈôC2=1 Ôò_________________;
_________________; ¶ÁÎļþF£»
__________________;
12 / 13
½«C2¼õ1£»
ÈôC2=0 Ôò________________;
_________________; ÒªÇ󣺣¨1£©ËµÃ÷ÐźÅÁ¿S1¡¢S2¡¢SABµÄ×÷Óã»
S1ÊÇÓÃÓÚA×é½ø³Ì»¥³âʹÓüÆÊýÆ÷C1µÄ»¥³âÐźÅÁ¿£»S2ÊÇÓÃÓÚB×é½ø³Ì»¥³âʹÓüÆÊýÆ÷C2µÄ»¥³âÐźÅÁ¿£»SABÊÇÓÃÓÚA¡¢BÁ½×é½ø³Ì»¥³â·ÃÎÊÎļþFµÄ»¥³âÐźÅÁ¿ £¨2£©ÌîÉϺÏÊʵÄP¡¢V²Ù×÷
P(S1)£¬P(SAB)£¬V(S1)£¬P(S1)£¬V(SAB)£¬V(S1)£»P(S2)£¬P(SAB)£¬V(S2)£¬P(S2)£¬V(SAB)£¬V(S2) 17. ÉèÓÐÁ½¸ö½ø³ÌP¡¢Q£»QµÄÓÅÏȼ¶¸ßÓÚP£¬Í¬Ê±½øÈë¾ÍÐ÷¶ÓÁУ»¸÷×ÔÔËÐеijÌÐò¶ÎÈçÏ£º ½ø³ÌP£º P1 Y=8£» P2 Y=A-Y; P3 V(S1)£» P4 Y=A+X£» P5 P(S2); P6 X=Y+A£» ½ø³ÌQ£º Q1 X=10£» Q2 A=X+A£» Q3 P(S1); Q4 X=A+Y; Q5 V(S2); Q6 A=X+Y; ÆäÖÐS1¡¢S2ΪÐźÅÁ¿£¬³õֵΪ0£¬ÒÑÖªX¡¢Y¡¢AΪ¹²Ïí±äÁ¿£¬X¡¢YµÄ³õֵΪ0£¬AµÄ³õֵΪ20£¬Èôµ÷¶È³ÌÐòÖ´ÐеIJßÂÔΪÇÀÕ¼·½Ê½ÓÅÏÈȨÔÔò£¬ÊÔÎÊ£º
£¨1£© Ö´ÐÐÐòÁУ¨ÓÃPi£¬Qi±íʾ£¬i=1£¬¡£¡£¡£6£©
±äÁ¿X¡¢Y¡¢AµÄÔËÐнá¹ûÊÇʲô£¿ ½â£º£¨1£©Q1Q2Q3(Q×èÈû)P1P2P3£¨»½ÐÑQ£¬Pµ½¾ÍÐ÷¶ÓÁУ©Q4Q5Q6P4P5P6 £¨2£©X=200£»Y=126£»A=74 ËÄ¡¢Ìî¿ÕÌâ
1.²¢·¢Ö´ÐеijÌÐò¾ßÓÐÏÂÁÐÌØÕ÷£º___,____,_____¡££¨¼ä¶ÏÐÔ£¬Ê§È¥·â±ÕÐÔ£¬²»¿ÉÔÙÏÖÐÔ£© 2.Ò»¸ö½ø³ÌÊÇÓÉ__________£¬__________£¬__________¹¹³É£¬ÆäÖÐ__________Êǽø³Ì´æÔÚµÄΨһ±êÖ¾£¬ÏµÍ³¸ù¾ÝËü¶ø¸ÐÖª½ø³ÌµÄ´æÔÚ¡££¨³ÌÐò¶Î£¬Êý¾Ý¶Î£¬PCB»ò½ø³Ì¿ØÖƿ飬PCB£© 3.½ø³Ì¾ßÓÐ5¸öÌØÕ÷£¬·Ö±ðÊÇ£º__________£¬__________£¬__________£¬__________ºÍ__________£¬ÆäÖÐ__________Êǽø³Ì×î»ù±¾µÄÌØÕ÷¡££¨½á¹¹ÌØÕ÷£¬¶¯Ì¬ÐÔ£¬²¢·¢ÐÔ£¬¶ÀÁ¢ÐÔ£¬Òì²½ÐÔ£¬¶¯Ì¬ÐÔ£© 4.½ø³ÌÊǽø³ÌʵÌåµÄ__________¹ý³Ì£¬ÊÇϵͳ½øÐÐ__________ºÍ__________µÄÒ»¸ö¶ÀÁ¢µ¥Î»¡££¨ÔËÐУ¬×ÊÔ´·ÖÅ䣬µ÷¶È£©
5.½ø³ÌµÄÈýÖÖ»ù±¾×´Ì¬ÊÇ£º__________£¬__________ºÍ__________¡££¨¾ÍÐ÷̬£¬Ö´ÐÐ̬£¬×èÈû̬£© 6.½ø³Ìͬ²½µÄÖ÷ÒªÈÎÎñÊǶԶà¸öÏà¹Ø½ø³ÌÔÚ__________ÉϽøÐÐе÷£¬ÒÔʹ²¢·¢Ö´ÐеÄÖî½ø³ÌÖ®¼äÄÜÓÐЧµØ__________ºÍ__________£¬´Ó¶øÊ¹³ÌÐòµÄÖ´ÐоßÓÐ__________¡££¨Ö´ÐдÎÐò£¬¹²Ïí×ÊÔ´ºÍÏ໥ºÏ×÷£¬¿ÉÔÚÏÖÐÔ£©
7.²¢·¢Ö´ÐеijÌÐò´æÔÚ×ÅÁ½ÖÖÐÎʽµÄÖÆÔ¼¹ØÏµ£º____ºÍ_____¡££¨¼ä½ÓÏà»¥ÖÆÔ¼£¬Ö±½ÓÏà»¥ÖÆÔ¼£© 8.ÔÚÒ»¶Îʱ¼äÄÚÖ»ÔÊÐíÒ»¸ö½ø³Ì·ÃÎʵÄ×ÊÔ´³ÆÎª__________¡££¨ÁÙ½ç×ÊÔ´£© 9.ÿ¸ö½ø³ÌÖзÃÎÊÁÙ½ç×ÊÔ´µÄÄǶδúÂë³ÆÎª__________¡££¨ÁÙ½çÇø£©
10.¸ß¼¶½ø³ÌͨÐÅ»úÖÆµÄÀàÐͰüÀ¨£º__________£¬__________ºÍ__________¡££¨¹²Ïí´æ´¢Æ÷ϵͳ£¬ÏûÏ¢´«µÝϵͳ£¬¹ÜµÀͨÐÅ£© 11.Ëùν__________£¬ÊÇÖ¸ÓÃÓÚÁ¬½ÓÒ»¸ö¶Á½ø³ÌºÍÒ»¸öд½ø³ÌÒÔʵÏÖËüÃÇÖ®¼äͨÐŵÄÒ»¸ö¹²ÏíÎļþ£¬ÓÖÃûpipeÎļþ¡££¨¹ÜµÀ£©
13 / 13