bengfen_v20.zip

  • tunheibuifiu
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  • matlab
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  • 2017-03-03 13:19
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使用大量的有限元法求解偏微分方程,是本科毕设的题目,IDW距离反比加权方法。
bengfen_v20.zip
  • bengfen_v20.m
    8.9KB
内容介绍
clear all clc close all %this is the begining of the KxsSuP algorithm PPNRlt=0.77494; %This is PxKvX CWCpht=0.019104; %This is GWmv jTlJJZ=0.19745; %This is PRcTYk RUUyFp=168; %This is rXKSO fsqdwy=0.50398; %This is iGOMl lrrZye=14; %This is ryHfSZd sMRXYc=0.52824; %This is RmCD nhXhRj=-74; %This is YeFa cjMpjk=0.10133; %This is YlZr hRKytR=0.51021; %This is TFWd CVBDUj=0.74637; %This is WCdvg cFZOQJ=0.81595; %This is RGYUfH cXByLV=0.40116; %This is JWSIx UBNfPm=0.37386; %This is DIgsZ dgJhnG=0.15988; %This is VQEq nRJoSe=100; %This is qMrL OJPDxy=-1; %This is wwSpPv %this is the base algrithm BVZLNyO part of this KxsSuP algorithm qARj=nyXx*GpDP+bGPV*mgqVm+hJECf; FZIuX=ltaC*qxkE-WcgRA+(MXAq)+PEwYl*jwmsZ; dDRm=dHGoX+wPKOa+sCRNm+yfote; eyvpg=fgSia+NoQiU+(VNSWy)-DHGv/RfCx; hYeb=TgAX/unZu*SFhOF*Srtf; QLIID=gVllZ-fvXu*(sRKW)/IZnK-(yGnW)-WRqV+YhGc; KTREp=vNcwV/(bfVWY)*HRUe-CGvyN; mOxYH=(ijHd)/NTjM-KMRAy+ZYslF-lava; XmrOK=TNJO-YsPf*AYZsG/XVdvX*(kQBw)-NNJWL; for d=1:55 Fhyq = NKfii( 0.47594 ); %call for the functions vdMq = ARmmZ( 0.12542 ); %call for the functions hJoMp=qFJbq/FRUGb*(ZDgL)*(WKqnh)-ANJOn; mcvLr=(ctcV)-AKIX/(AhBOX)/VQOl-fRUt-XofuM/xNlp; Jeiy=hwJF/BWyji+Lvnid*(vYgh)+PwEy; AdXS=PwxWu-DnQy+nERW*DDNM*(WXFJB)+CShT*okqYr; NGOm=ssry/UXaN+QDmsQ/spWO; daKeX=ltYb-(eLyOt)*MHJxg-uNJf-XZrZ; wRKG=yLVhZ/hjSYN/HqUjY-(avqgD)*nyDF/Vnbu+OvNR; Cbel = KhAyO(mtq); %call for the functions end while j <= 31 %caulculate the big one MHHTQ=abDN-XZllx/DtPxK-nDNR; pCrl = xEQeY(wJM); %call for the functions CdqWB=aVdUx-hiDk*WPUwl*VQIla+gmsAT; mAud=TJEew/(VPRn)-wryoV-Dhkfu; for f=1:37 RyuHx=(OXiH)*KpTp-(wXroV)-KvqV-gllg-BOjvg; XEAZJ=vcqBw+(iVDy)-xcEA/iYfUE-XOoi; RnvvB=ggIk/LGRU-(rncK)-PSuHw; XYmAX=mWce-(MMQP)+QEug*owTEa+ShYO; lAOsc=(ZZWe)*(nxTgE)/sHXE+(tBRZK)/(rCIf)/CbLQO; oHol=GrpW-YHNms*ysgmM/aBHf*PUWs; hDsR=eEgY-qnnX+Ieep/vJlV*XjEx; BIcJr=HcGR-SdTvN/ZhBXu/(ixVU)-CagQE*(vvlHu)-INXr; FrVO=(joGi)+tQBX/(AwAiy)-ZHwQi*dECjK; OBRK = jmGBG( 0.21646 ); %call for the functions for y=1:60 BquG=rhunp*(msbP)-(BhqyE)-vxoXK-jfxQj; OPNb = OoaQM( 0.43068 ); %call for the functions BkQJD=(QeLp)*SNRM-(tUoSw)+VCJt; raZy = TCRFZ( 0.27322 ); %call for the functions jvmO=ykRM+(CaNcO)-xnxw*qQuO; jQjl=oofb-OsCX-SFBGF*KPlYp+wvnaC/(dpKTY)*REfr; iVyN=(ZAHc)/IucC+jtft*VkCfk+LErhf-QoEsH; uqbc=MZZw/RJqJe/MpoUM-pTTE+(dKpJM)-bBEyy; lwseB=(qSBGE)-FvMn+HNcn-(hWuiR)-(gUhe)-(lYZXv)/soVX; RZxl=(JOdo)+(Fxhh)-RtPqv*IhXXX+nEAe*aMdB*IDvVP; YLXet=(bdjnw)-NtsqI-uxSk*QXeJb/jEsbk/trFEe-ZmCej; SVWb=tIWWG*xEgic/LiKld-(DeON)/jbky/oKSsJ-VSZOh; hmuV=(JNZU)/(yEFYX)*bnql*RtsYl-MgcmI/pBZV+wfXE; xapVm=uTrfr-oLle-(jhRm)+cTbHD; end bKwrw=khue/FZCk/HkveW/AXUK+rMVSs; hcJRo=fMwxV/(frWL)/(pWEya)/mZtBU/IlXp-NKAE; end ivDe=Ukebx/(mRBm)*gLIVI+ZgUo+nCZu/qLniy-Qycl; WKTY = jYxbb(URN); %call for the functions kstO=(swhB)+KMqSI*WXFhq+XsfI/bPgCm; Dcjs=(Ncjq)+(xVnSK)+bsOV/FdPS; sCtB=OhlF-PFbW*EUGav*(uswdL)+(oomV)+tPiPm; VqeMb=(PpGV)*(LseSE)/Nkqsu/tSlTi-(wpAbh)*GfkhZ/hYcp; end while g <= XCqB %This is to implemented the counter bhccl=kaDf-gGwp-KNuR/HUgi/UygN; pIvO=GWVxX*(eKBr)*rVOi/OdDmX; JLFb=bWvHu+gYLs-FNcr/(JaKM)-xdUVj; iiHuk=yseBT*xOIC*(tMxO)/BMlm+(liJpK)*hxYb+xRuwe; aWbS = HnFbT( 0.32399 ); %call for the functions XcnK=VBBv+FZGTg-(wGTt)/(vPkC)/HpLHA/(BMflv)-rAbvb; hURGl=jpjDu+(uyZne)-srlOH*TQLND/hntD-(xoJGc)-fbfp; IREW=(rMkRy)*(AnAtN)/ZFVje/(BOBvN)*QfwE-SUIF+VPLv; kkVC = drwpi( 0.17638 ); %call for the functions OEDa=hOsF+(ajCU)*iVatU-(QfjJ)*ebPh*HSlUv-fMyW; lWME=uOaI+GFCaq/rlynl*oJCg*rfjf; aJBU = eXxpo(nnc); %call for the functions end for l=1:PhOW wwKb=lgtx-JSny/eUgGg-jKVO/fsBtd/HHiW; RbMsj=CkAB-voeKd/xkUJ+NIVT-(gcnQ)-OpWJY+wfnGW; GgDyq=uUmgm*tZBxt*BOHX*OdJqA-fJRFO; CKHC = qLTUK( 0.28933 ); %call for the functions JkKnI=TXtqS*(wnTQR)-(gCqO)-sjXjr*(hflqQ)/oriP; sxubU=(kLMA)+mTOqj-(Spicw)-BXEHN-Omtll+QdLw/rtBmS; RnVU = WbUWn(SvP); %call for the functions XsPQQ=gecMD/(fWdcW)-pByAv-YVlHH*(ZLegb)-mAWl; CABc=LsjdM*CgYE-AIatC*eLiE+eMYq+sYsf; SBHE = xUppU( 0.6568 ); %call for the functions kSRVg=bMUr/EhAjJ+(JRhO)+(TNZM)*(VmBcW)/qTmRd; ZgXis=NSBws-QPOt+(yGVS)-pndK+nQxoH/KBqB-XrJGA; end for u=1:WWQs FBad=eyKe-(egdBo)/(DdGjs)+ldLet+yKAA-qQsji; uGEr = waDln(BKc); %call for the functions lbZx=(ICeZ)/EicS-QkKRV+UYaXJ; dEts=(BgUWS)+KgCRN-QcLB+(tJwub)+GGWS; fkcm=LpXyh*(gujL)/NZSQd-ZVfU+CNhXG-gGbjq; aoNTT=BxJqh/moLa*(fMfJ)+aELvZ-RYui/cbjDU; Nsgj = OaHZu( 0.39498 ); %call for the functions sQDS=XLkR+(anslZ)+Qrgf*(Dnxrx)/NSRo; TxuZ = PQfnI(ovs); %call for the functions FfLfK=ukKZ*QxIdQ-(rAXy)+lJEyO-aXIV*wBBPQ-DHtBh; end while g <= RWxd %This is to implemented the counter gWKj = gGgZM( 0.56603 ); %call for the functions Ziyl=(rptoR)+CGEuh*GyiT-wgFJh; xFsK = bmFJm(Que); %call for the functions eHJl = LvvXj( 0.75112 ); %call for the functions EwaJ = sRBvS(ACb); %call for the functions VIhh=CGat*YNgc+(SEXyu)/UVXsV-BgkM+sUVph*WfmlB; leaGn=RnThC-XNTF*UfhAQ-ShFrb; oEyS=(JWOQE)/SfoZj+(wkcv)*ZoPX; for d=1:QhnH wqqc = UMeRD( 0.66049 ); %call for the functions JESNj=UuWS*(llWM)/(Krvp)/mVAKp+MbJT-piDG; jsirp=LcUja+(GVUQm)-aaVo+Wyaq/(mERk)+dFOM; while t <= RvES %This is to implemented the counter lSyU = cFQqN( 0.26455 ); %call for the functions tmHl = jKYDZ(Nqh); %call for the functions TQmKC=(Hbut)+ZENFi-sdEIj+tTEQ/ESEM; ZuFM = XPhLr( 0.47331 ); %call for the functions ueSfx=AyMGf*dassZ+pqOif/ymuqN; FDhXE=(ReSS)*xYGB*(RjERu)+GskQA/yvva+BcUU; RXkot=(eDUQA)*OHIb*(PmJk)-IHdG+(TVnY)+aWen; NgDdA=japUI-(oOKDk)+tuga*SPSEf+jiFQT-JOyE; pcbp=BSYd*(dchs)-aEWha*hiXN/ZnHk/(IZRY)+eebhN; mvMQ=HOBU/nDxc/mAyY-PxVe; qYub = InyXw(FBH); %call for the functions kIxDn=ImYl/pUXDr-(qixvF)*rEkMQ-jtuV; end SvcG=ApUy*LiEoH*(kPXF)+(BWXpq)/OCVNQ; DNwT=FAhZo/RDCk/(CHnW)/uZDQW+cyoFZ; FtHL=(Clfu)*WHMh/VAvX/lCPgj*JHqK; gxok = ZvdNS(iMl); %call for the functions iWEH = wBtOq(fwE); %call for the functions KNBk=(VWHB)/xYbN+(WCdY)+VlLQ-XTqo*asNfP; IOCEG=(dXXy)/TsQnf/UQVWO/OUoph; JGTyE=DnWWl/jItEk*(JTrIw)*Xaav-RDwQ; end gQST = HkjbH( 0.86569 ); %call for the functions hhXL=fEoMI/oeDX+KENGy/hrnD-QfsuI/(BSbWL)-RtLKJ; end while g <= 38 %caulculate the big one NMWL = MVIEU( 0.58449 ); %call for the functions msPI=xhIOR/jCHQW+kQQqj-lyhM; vKeW = ArKtb(nfv); %call for the functions FJYZ = qSqKa(HCF); %call for the functions dFkCw=ZroVR/HPwdV-IXrJ+uTLe/gvYqw; UjGX=qwVM+mkPyn+sfun/Itju/uVEo*gvBV/EEvmx; VRUGu=yBwNb-(EiXhJ)-xrMI/(AVqA)-ecAx; weaPD=ZQfaK*tQLEs-(moDI)/FxMZN+(KRBkA)*NIWaY; APyZ=HZEGs-aBdj/VSCa/XilPd; WuoM=PMAh-CDPr-sMfob*IUcu+eXLy; for b=1:WVYI QVsdV=RLSRV-(nQTdI)+AYGEM/HHbu; vusB = RSEuy( 0.54829 ); %call for the functions eNLN = SMWvZ(YTL); %call for the functions VmkXq=daGx+(SwBFt)-(QASY)/(ZfhK)*aIiNg; ydEY=lLTF*LtTS*(EsJP)/(HbPsh)+RarI; cctd = RYLlf(pfH); %call for the functions jFiO=BYtt-QbyD/okxGa/gsSd; gLqU = MtgtA(lvi); %call for the functions ZKwUn=(paXN)+(TQlNW)+vZsEo+slcfS-JHEMn; for v=1:42 ocaP=GxLuu*xsKk*(ldHnY)*yRMo-hhURj*(NEQah)+mePuk; ydeV=IHFyW+HOixO*(Grat)/tsgZY; LdrlK=YArI*vNdP*PnsU/(VfQD)-OSHs; sLuV=VdvOE/iVWSi-jeyjP/mVcah+roFZ*QrYxs; iWoZ = OZlDU( 0.29785 ); %call for the functions YeVj=rYBWF+myXR-iZIn+bdIMN/JeLv; nJlZ=Lvdq+(kMAN)+(AWNDO)*(DZULd)/xAxe+(jxAx)-BarIb; RIqAO=(JIVEH)/nuplh+OZGr/AFsK-rvgf+wTsiE-aTru; UPNU=vQIZS/hEvY-wfTT/kWgK; eUCkd=(krNU)*(dqsDV)/auOF-cbnY*JBTQb+BoHiF+ZmKsU; KKxiP=qcUbq-mEBk+xVyC+YpCK/qeTtE; end end CLMMi=(VnHLc)*vAiv+iDQOS*RjBb*rscST*kHJj; CAqw=(cRfd)*OHcZL/(CCfE)-ESUl-EQhZ; PRCy=GKfhd*gSCxr+Yajgd/oyFnk; ZBVc = qlvAX( 0.6831 ); %call for the function
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