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¸÷λͬÈÊ£ººÃ£¡ ÎÒÊÇÐÂÊÖ£¬»¹²»Ì«»áÓÃСľ³æ£¬ÎÒÏÖÔÚÏëÓÃmatlabÄ£Äâ¹âÆ×Â˲¨£¬ÒѾÓÐÁËÄ£Äâ¹âÆ×µÄ³ÌÐò£¬ÎÒÐèÒªÔÚÀïÃæ¼ÓÒ»¸ö͸¹ýÂʺ¯Êý½øÐÐÂ˲¨£¬¶øÕâ¸ö͸¹ýÂʺ¯ÊýÀïÃæÐèÒªÊäÈ벨³¤µÄÖµ£¬ËüÊÇÒ»¸ö±äÁ¿£¬ÎÒÔÀ´Ä£ÄâµÄ¹âÆ×ºáÖá²»ÊDz¨³¤£¬ÊÇÒÔÖÐÐIJ¨³¤Æ«ÒÆµÄÆµÂʱíʾµÄ£¬ÎÒÏÖÔÚÏë°ÑËü±ä³ÉºáÖáÓò¨³¤±íʾ¡£È»ºóÔٰѲ¨³¤´øÈë͸¹ýÂʺ¯ÊýÖеóö͸¹ýµÄ¹¦ÂÊ£¬ÖØÐ»³ö¹âÆ×¡£ÏÂÃæÊÇÎÒÔÀ´µÄ³ÌÐò£¬Ï£Íû¸ßÊÖ¸øÎÒÖ¸µãÓ¦¸ÃÔõôÐ޸ġ£ function OIFLD % fencha of OF-LD with/without optical injection clc clear % clf syms t w; T1=clock; %¼¤¹âÆ÷²ÎÊý p.c=3*10^8; %¹â×ÓËÙ¶È p.h=6.63*10^-34; %ÆÕÀʿ˳£Êý p.q=1.6*10^-19; %µçºÉËù´øµçÁ¿ p.dqe=0.266; %ȫ΢·ÖÁ¿×ÓЧӦ p.V=3.24*10^-16; %active region volume 270*10*0.12 um*3 ÓÐÔ´ÇøÌå»ý p.Gn=5.89*10^-12; %ÔöÒæÐ±ÂÊ p.af=5 %Ïß¿íÔöÇ¿Òò×Ó 4.9 p.gm=1*10^-4; %×Ô·¢·øÉäÒò×Ó p.eps=5*10^-23; %ÔöÒæ±¥ºÍ²ÎÁ¿ p.yt=0.24; %¹â³¡ÏÞÖÆÒò×Ó p.tn=2.5*10^-9; %ÔØÁ÷×ÓÊÙÃü p.tl=7.38*10^-12; %гÕñÇ»µÄµ¥´Î»·ÐÐʱ¼ä p.tp=1.17*10^-12; %¹â×ÓÊÙÃü p.n0=0.455*10^24; %͸Ã÷ÔØÁ÷×ÓÃÜ¶È p.nt=1.06*10^24; %ãÐÖµÔØÁ÷×ÓÃÜ¶È p.nsp=2.7; % ¿ØÖÆÏî1--µçÁ÷-- ith=0.022; %ãÐÖµµçÁ÷ % bias of slave, master,and injection laser Is=3.88*ith; %slaveÆ«ÖõçÁ÷ Im=3.88*ith; %masterÆ«ÖõçÁ÷ R2=0.3; %¶ËÃæ·´ÉäÂÊ % OI strength, detuning and time-point ¹â×¢ÈëµÄÇ¿¶È¡¢Ê§Ð³Á¿¡¢Ê±¼äµã p.km=0.09; %×¢ÈëϵÊý p.vs=p.c/(1.55*10^-6); %´Ó¼¤¹âÆ÷µÄƵÂÊ p.dvm=6*10^9; % p.dvm=p.vm-p.vs ʧгÁ¿ p.ti=5*10^-9; %ʱ¼äµã % OF strength,time-point and delay. ¹â·´À¡µÄÇ¿¶È£¬Ê±¼äµã£¬ÑÓ³Ù p.kf=0.011;% ·´À¡ÏµÊý7 p.tf=3*10^-9; %ʱ¼äµã p.tlag=20*10^-9; %ÑÓ³Ùʱ¼ä x0=[1.06*10^24;9.10*10^9;100]; %³õʼÌõ¼þ ts=0; tfm=31*10^-9;tfs=30*10^-9;%for OI tfm=35ns, tfs=30ns, analyzes last 20ns data %for OI tfm=75ns, tfs=70ns,analyzes last 20ns data %_____________________________________________________________ mstep=2*10^-12; opt1=odeset('RelTol',1e-5,'AbsTol',1e-8,'MaxStep',mstep); %Éè΢·Ö·½³ÌµÄ²ÎÊý£¬½âµÃÌõ¼þ RelTolÏà¶ÔÎó²î£¬Ä¬ÈÏֵΪ1e-5 £¬ AbsTol¾ø¶ÔÎó²î£¬Ä¬ÈÏֵΪ1e-8 maxstep´Ë²ÎÊýÊÇÏÞ¶¨Ëã·¨ÄÜʹÓõÄÇø¼ä³¤¶ÈÉÏÏ޵ıêÁ¿ solm=ode45(@master,[ts,tfm],x0,opt1,p,Im); %½â΢·Ö·½³Ì£¬ÖеȾ«¶È£¬Ê¹ÓÃRunge-Kutta·¨µÄËÄÎå½×Ëã·¨¡£ opt2=ddeset('RelTol',1e-5,'AbsTol',1e-8,'MaxStep',mstep,'InitialY',x0,'Jumps',[p.ti,p.tf]);%³£Î¢·Ö·½³ÌDDEµÄÊýÖµÇó½âÆ÷µÄÉèÖà sols=dde23(@OIFRQ,p.tlag,[0,0,0],[ts,tfs],opt2,p,Is,solm); %½â³£Î¢·Ö·½³Ì fs=50*10^9; %²ÉÑùʱ¼ä t=tfs/10:1/fs:tfs; %*********************************** [ys,yps]=deval(sols,t); t=t*10^9; % time /ns changing unit for figure display %Ns=ys(1, /p.nt; % nomalized carrier density by its thresholdSs=ys(2, .^2; % photon density ¹â×ÓÇ¿¶È%pha=ys(3, ; % phase of laser in 2*pi range%dvs=yps(3, *10^-9/(2*pi); % optical frequency chirp of slave laser /GHz Ps=1000*p.dqe*p.V*p.h*p.vs*Ss/(2*p.yt*p.tp);% output power /mW ´Ó¼¤¹âÆ÷µÄÊä³ö¹¦ÂÊ Ps=Ps*0.01 P=Ps-mean(Ps); %Çó¾ùÖµ [ft,pws]=spectrum(fs,P); %Õâ¸öÊǵ÷Óà spectrumÎļþÖеĺ¯Êý ÄǸöº¯ÊýµÄÃèÊöÊÇÕâÑùµÄinput y is in mW , and output pw in dBm£¬ºÃÏñÀïÃæ×öÁËһЩÔËËã %figure(1) % phase space »Í¼ % l=length(Ps); n=fs*10^-9; % 1ns delay % plot(Ps(1:l-n),Ps(n+1:l)) %figure(2) %subplot(2,1,1), %plot(t,Ps) % xlabel('t [ns]');ylabel('P [mW]');v %subplot(2,1,2),plot(t,dvs) %xlabel('t [ns]');ylabel('d¦Õ/dt [GHz]'); figure(3) [N,BW]=simBWchaos(ft,pws) %µ÷ÓÃsimBWchaosº¯Êý £¬ÄǸöº¯ÊýµÄÃèÊöÊÇcalculting bandwidth of chaos,which is defined as the span between the DC and % the frequency where 80% of the energy is contained within. % ¼ÆËã»ìã粨µÄ´ø¿í%¡¡£¤¡¡%£¤¡¡%%¡¡ %figure(4) % [c,lag]=xcorr(P,P,'coeff'); %xcorr ÊÇ×ÔÏà¹Øº¯Êý£¬×ÔÏà¹Øº¯ÊýÊÇÃèÊöËæ»úÐźÅX(t)ÔÚÈÎÒâÁ½¸ö²»Í¬Ê±¿Ìt1£¬t2µÄȡֵ֮¼äµÄÏà¹Ø³Ì¶È£¬ %lag=lag*10^9/fs; % plot(lag,c) fs=1*10^12; tt=8*tfs/10:1/fs:tfs; %*********************************** [ys,yps]=deval(sols,tt); Ss=ys(2, .^2;P=p.dqe*p.V*p.h*p.vs*Ss/(2*p.yt*p.tp); %¹â¹¦ÂÊ W vs=50*10^9; es=sqrt(P).*exp(j*(2*pi*vs*tt+ys(3, )); %¹â¸´Õñ·ù [color=] neff=1.47; lamda=1.55*10^-6; thetar=pi/4; theta2=pi/4; theta1=pi/4; detaL=6.00547*10^-3; Lr=2*detaL+lamda/2; alpha=0.1; k=exp(-alpha*Lr); fair=2*pi*neff*Lr/lamda; T=[cos(thetar)-k*exp(-j*fair)]/[1-cos(thetar)*k*exp(-j*fair)]; detaq=2*pi*neff*detaL/lamda; es1=es.*[T*cos(theta2)*cos(theta1)-sin(theta2)*sin(theta1)*exp(-j*detaq)];[/color¡¿ [fes,ews]=ospect(fs,es) [fes,ews1]=ospect(fs,es1); p=es1.*conj(es1); [ft,pws1]=spectrum(fs,p); figure(5) [N,BW]=simBWchaos(ft,pws1) figure(6) fes=(fes-vs)*10^-9; plot(fes,ews,'black','LineWidth',1.3) %set(gca,'XLim',[-50 50]); xlabel('frequency(ghz)');ylabel('power dBm'); figure(7) fes=(fes-vs)*10^9; plot(fes,ews1,'black','LineWidth',1.3) %set(gca,'XLim',[-50 50]); xlabel('frequency(ghz)');ylabel('power dBm'); save ch t Ps N BW ft pws c lag fes ews fprintf('\n'); fprintf('\t'); fprintf('CPUTIME IS'); lll=etime(clock,T1); disp(lll); ºìÑÕÉ«µÄ²¿·ÖÊÇÎÒµÄ͸¹ýÂʺ¯Êý£¬ÀïÃæ¹âÆ×»Í¼²¿·ÖµÄ³ÌÐòÒÔVS×÷Ϊһ¸öÈÎÒâÖµÀ´»ºáÖáµÄ£¬²»ÖªÔõôÐ޸ϹÇëÖ¸½Ì£¡ |
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