可能有点儿乱啊~~嘿嘿 %mm1 simulation in matlab clc;clear; ST_Idle=0; ST_Busy=1; EV_NULL=0;# D& ]# [- L# \* j% t EV_Arrive=1;6 E# r% A' n! ~( Q EV_Depart=2; EV_LEN=3; Q_LIMIT=1000; % next_event_type=[];) p; E- z6 p, u5 a" k1 H8 u % num_custs_delayed=[]; t0 f9 x+ `1 E% r7 [ % num_delays_required=[]; % num_events=[]; % num_in_q=[];+ z( ]( |4 A6 U1 K& f$ G" |0 G % server_status=[];: L4 L5 ^! @: t/ C % area_num_in_q=[]; % area_server_status=[]; % mean_interarrival=[];4 o9 [1 L M/ w8 ]3 H2 ? % mean_service=[]; % sim_time=[]; % time_last_event=[]; % total_of_delays=[];4 {$ V2 u+ a) m& | % , l6 {: y% B# g3 E time_arrival=[]; %到达时刻 time_next_event=zeros(1,EV_LEN); %仿真参数" @6 N6 C3 c' R num_events=EV_LEN-1;# o) s. F6 P$ F! v ~0 W mean_interarrival=1;0 E6 z- ~8 f( @ mean_service=.5; num_delays_required=2000; % outfile=fopen('mm1.txt','w'); fprintf(outfile, 'Single-server queueing system\n\n'); fprintf(outfile, 'Mean interarrival time%11.3f minutes\n\n',mean_interarrival); fprintf(outfile, 'Mean service time%16.3f minutes\n\n', mean_service); fprintf(outfile, 'Number of customers%14d\n\n', num_delays_required); %%%%%%%%%%%%%part19 N8 f1 o" B, F& H# u" h sim_time=0.0;% B/ p; {4 m& }- q' f % /* Initialize the state variables. */ server_status = 0;%idle( F) V# n9 o7 P) M& H, v num_in_q = 0;$ v0 t2 G' m9 R time_last_event = 0.0; 8 J, o. t3 w8 h- @ % /* Initialize the statistical counters. */ num_custs_delayed = 0; total_of_delays = 0.0; area_num_in_q = 0.0;# _' v0 j) i, }, c+ C area_server_status = 0.0; % /* Initialize event list. Since no customers are present, the departure % (service completion) event is eliminated from consideration. */+ W4 D) z1 t3 c time_next_event(EV_Arrive) = sim_time + randexp(mean_interarrival);8 J6 Y/ G! Q7 M, E, B3 }0 I( A7 L time_next_event(EV_Depart) = 1.0e+230; + a0 b A% A4 `% N + F; [% i9 q7 B2 \$ R* J %%%%%%%%%%%%part2 while (num_custs_delayed < num_delays_required)- ^- g, A8 E2 h' N %Run the simulation while more delays are still needed.) o9 I, a9 c4 ^6 [ %/* Determine the next event. */ min_time_next_event = 1.0e+290; next_event_type = 0; + c2 {( L. a* n* S9 \ %/* Determine the event type of the next event to occur. */ for i = 1: num_events if (time_next_event(i) < min_time_next_event) ) ?' p$ K3 l5 ` min_time_next_event = time_next_event(i);6 c& D6 L: Y- [: H5 N7 ^" I next_event_type = i; end end %/* Check to see whether the event list is empty. */ if (next_event_type == 0) # X4 S9 A7 h5 @, O0 v$ P7 L* m$ [9 b %/* The event list is empty, so stop the simulation. */ fprintf(outfile, '\nEvent list empty at time %f', sim_time); exit(1);% r3 X3 b r- D% ?1 t end( M- D, {" P5 T! g' J. v( y %/* The event list is not empty, so advance the simulation clock. */ sim_time = min_time_next_event; ! u! M9 D% U- [. `# R/ g1 _& v %/* Update time-average statistical accumulators. */ double time_since_last_event; %/* Compute time since last event, and update last-event-time marker. */ time_since_last_event = sim_time - time_last_event;" H0 K: x; e% b8 u% K time_last_event = sim_time; %/* Update area under number-in-queue function. */ area_num_in_q=area_num_in_q + num_in_q * time_since_last_event; %/* Update area under server-busy indicator function. */ area_server_status =area_server_status + server_status * time_since_last_event;* E& R7 W; W4 y( E5 o %/* Invoke the appropriate event function. */ %%%%%%%%%%%%%arrival if(next_event_type==EV_Arrive)4 p! ^$ Z6 _, M6 ] double delay; " x( @ a( T- i1 U# B& o %/* Schedule next arrival. */ time_next_event(1) = sim_time + randexp(mean_interarrival); %/* Check to see whether server is busy. */ if (server_status == ST_Busy) ( P! z$ R5 L, A1 G: f* E2 Y- d& s 0 F6 F1 d$ ^7 l7 M$ y3 Q) Z7 O* C %/* Server is busy, so increment number of customers in queue. */ num_in_q=1+num_in_q; %/* Check to see whether an overflow condition exists. */ if (num_in_q > Q_LIMIT) ) o. M; R4 N' s" `/ d7 q %/* The queue has overflowed, so stop the simulation. */ fprintf(outfile, '\nOverflow of the array time_arrival at'); fprintf(outfile, ' time %f', sim_time);7 B# u* n, i# V4 N% |$ S3 @ exit(2);1 O& W% q4 b4 j9 ]0 D, l6 [1 ~ end %/* There is still room in the queue, so store the time of arrival of the arriving customer at the (new) end of time_arrival. */ time_arrival(length(time_arrival)+1)=sim_time; else 7 n* z x) H+ }0 } %/* Server is idle, so arriving customer has a delay of zero. (The following two statements are for program clarity 9 Q) z9 i! h1 w; p/ t* k! k %and do not affect the results of the simulation.) */ delay = 0.0; total_of_delays =total_of_delays + delay;8 x4 ^, |( ?6 ?# e %/* Increment the number of customers delayed, and make server busy. */ num_custs_delayed = 1 + num_custs_delayed;) z7 b# S. j ^; r/ }/ Q server_status = ST_Busy; %/* Schedule a departure (service completion). */ time_next_event(EV_Depart) = sim_time + randexp(mean_service); end % if (server_status == ST_Busy) %%%%%%%%depart+ t7 u4 U, P" J; Z) H/ v% n else ^+ t8 r' r: o" ~ double delay; %/* Check to see whether the queue is empty. */ if (num_in_q == 0) % /* The queue is empty so make the server idle and eliminate the departure (service completion) event from consideration. */ server_status = ST_Idle; time_next_event(EV_Depart) = 1.0e+230;% {* u) T7 v: p3 ` * O+ T/ r+ k- q! \; U3 s: v9 X3 k- { else %/* The queue is nonempty, so decrement the number of customers in queue. */ num_in_q=num_in_q-1; %/* Compute the delay of the customer who is beginning service and update the total delay accumulator. */ delay = sim_time - time_arrival(1); total_of_delays =total_of_delays + delay; %/* Increment the number of customers delayed, and schedule departure. */ num_custs_delayed = 1 + num_custs_delayed; time_next_event(EV_Depart) = sim_time + randexp(mean_service); %/* Move each customer in queue (if any) up one place. */ tempForPop=time_arrival(2:length(time_arrival));# e* b b1 O( n, b9 i5 f2 q time_arrival=tempForPop;( K, |( H, F: O S end %if (num_in_q == 0) end %if(next_event_type==EV_Arrive): C; @) m4 \6 L* V; ?" B ! [- R5 U1 R" P2 Y$ d end %while %%%%%%%%%% part 3 %/* Invoke the report generator and end the simulation. */ fprintf(outfile, '\n\nAverage delay in queue%11.3f minutes\n\n',total_of_delays / num_custs_delayed);* l: \( ^) {# ? fprintf(outfile, 'Average number in queue%10.3f\n\n',area_num_in_q / sim_time);9 O% _; P6 w; c2 B fprintf(outfile, 'Server utilization%15.3f\n\n',area_server_status / sim_time); fprintf(outfile, 'Time simulation ended%12.3f minutes', sim_time); fclose(outfile); |
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