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ÇóÖú£¬function POINTEHL
    syms ENDA,A1,A2,A3,Z,HM0,DH
   pi=3.14159265 Z=0.68
    [N,PH,E1,ENDA0,RX,US,X0,XE]=deal(33,0.8E9,2.21E11,0.05,0.02,1.0,-2.5,1.5)
    MM=N-1
    A1=log(EDA0)+9.67
    A2=5.1E-9*PH
    A3=0.59/(PH*1.E-9)
    U=EDA0*US/(2.*E1*RX)
    B=pi*PH*RX/E1
    W0=2.*PAI*PH/(3.*E1)*(B/RX)^2
    ALFA=Z*5.1E-9*A1
    G=ALFA*E1
    HM0=3.63*(RX/B)^2*G^0.49*U^0.68*W0^(-0.073)
    ENDA=12.*U*(E1/PH)*(RX/B)^3
    fprintf('%d,%d,%d,%d,%d,%d,%d,%d,%d'\n,N,X0,XE,W0,PH,E1,EDA0,RX,US)
    fprintf('wait please!')
    function  SUBAK(MM)
        function  EHL(N,X0,XE)
    stop
        end
        function  EHL(N,X0,XE)
     X=cell(65),Y=cell(65),H=cell(4500),RO=cell(4500),EPS=cell(4500),EDA=cell(4500),P=cell(4500),POLD=cell(4500),V=cell(4500)
    syms ENDA,A1,A2,A3,Z,HM0,DH
    [ MK,G0]=deal(1,2.0943951)
            function INITI(N,DX,X0,XE,X,Y,P,POLD)
    KK=0
     function HREE(N,DX,KK,H00,G0,X,Y,H,RO,EPS,EDA,P,V)
   
         function ITER(N,KK,DX,H00,G0,X,Y,H,RO,EPS,EDA,P,V)
    MK=MK+1
    function ERP(N,ER,P,POLD)
   fprintf('ER=%d',ER)
    if(ER.>1.E-5&DH.>1.E-6)
    elseif(MK>=20)
    MK=1
    DH=0.5*DH
    end
    KK=15
    end
    if (DH.L<=1.E-6)fprintf('Pressure are not convergent!!!')
        function OUTPUT
        syms N,DX,X,Y,H,P
    return
        end
        function ERP
        syms N,ER,P,POLD
     P=cell(N,N),POLD=cell(N,N)
    ER=0.0
    SUM=0.0
    for I=1:N;  J=1:N
    ER=ER+ABS(P(I,J)-POLD(I,J))
    POLD(I,J)=P(I,J)
    SUM=SUM+P(I,J)
    continue
    ER=ER/SUM
    return
    end
            function INITI
                syms N,DX,X0,XE,X,Y,P,POLD
      X=cell(N),Y=cell(N),P=cell(N,N),POLD=cell(N,N)
    NN=(N+1)/2
    DX=(XE-X0)/(N-1.)
    Y0=-0.5*(XE-X0)
   for I=1:N
    X(I)=X0+(I-1)*DX
    Y(I)=Y0+(I-1)*DX
    continue
    for I=1:N
    D=1.-X(I)*X(I)
    for  J=1:NN
    C=D-Y(J)*Y(J)
   if(C<=0.0) P(I,J)=0.0
   elseif(C>=0.0) P(I,J)=sqrt(C)
    POLD(I,J)=P(I,J)
   end
    end
    return
    end
   
    function  HREE
    syms N,DX,KK,H00,G0,X,Y,H,R0,EPS,EDA,P,V
    X=cell(N),Y=cell(N),P=cell(N,N),H=cell(N,N),R0=cell(N,N),EPS=cell(N,N),EDA=cell(N,N),V=cell(N,N)
    syms ENDA,A1,A2,A3,Z,HM0,DH
    AK=(0:65,0:65)
    DATA PAI,PAI1/3.14159265,0.2026423/
    NN=(N+1)/2
    fonction  VI(N,DX,P,V)
    HMIN=1.E3
    for I=1:N;J=1:NN
    RAD=X(I)*X(I)+Y(J)*Y(J)
    W1=0.5*RAD
    H0=W1+V(I,J)
    if (H0<HMIN) HMIN=H0
    H(I,J)=H0
     if(KK==0)
    KK=1
    DH=0.01*HM0
    H00=-HMIN+HM0
     end
    W1=0.0
   for I=1:N; J=1:N
     W1=W1+P(I,J)
    W1=DX*DX*W1/G0
    DW=1.-W1
    if(DW<0.0) H00=H00+DH
     if(DW>0.0)H00=H00-DH
     end
    end
   for  I=1:N; J=1:NN
    H(I,J)=H00+H(I,J)
    ENDA1=EXP(A1*(-1.+(1.+A2*P(I,J))^Z))
    EDA(I,J)=EDA1
    R0(I,J)=(A3+1.34*P(I,J))/(A3+P(I,J))
     EPS(I,J)=R0(I,J)*H(I,J)^3/(ENDA*EDA1)
for    J=NN+1:N
    JJ=N-J+1
   for I=1:N
    H(I,J)=H(I,JJ)
    R0(I,J)=R0(I,JJ)
    EDA(I,J)=EDA(I,JJ)
  EPS(I,J)=EPS(I,JJ)
    return
   end
   function ITER
   syms N,KK,DX,H00,G0,X,Y,H,RO,EPS,EDA,P,V
         X=cell(N),Y=cell(N),P=cell(N,N),H=cell(N,N),RO=cell(N,N),EPS=cell(N,N),EDA=cell(N,N),V=cell(N,N)
        AK=cell(0:65,0:65)
        pi=0,3.14159265
        if KG1~=0 NN=(N+1)/2
        KG1=1
        AK00=AK(0,0)
        AK10=AK(1,0)
    end
        for K=1:KK
         for J=2:NN
        J0=J-1
        J1=J+1
        D2=0.5*(EPS(1,J)+EPS(2,J))
        for I=2:N-1
        I0=I-1
        I1=I+1
        D1=D2
        D2=0.5*(EPS(I1,J)+EPS(I,J))
        D4=0.5*(EPS(I,J0)+EPS(I,J))
        D5=0.5*(EPS(I,J1)+EPS(I,J))
        D8=2.0*RO(I,J)*AK00/PAI^2
        D9=2.0*RO(I0,J)*AK10/PAI^2
        D10=D1+D2+D4+D5+D8*DX-D9*DX
        D11=D1*P(I0,J)+D2*P(I1,J)+D4*P(I,J0)+D5*P(I,J1)
        D12=(RO(I,J)*H(I,J)-D8*P(I,J)-RO(I0,J)*H(I0,J)+D9*P(I,J))*DX
        P(I,J)=(D11-D12)/D10
        if(P(I,J)<=0.0) P(I,J)=0.0
continue
for   J=1:NN
        JJ=N+1-J P(I,JJ)=P(I,J)
        for I=1:N
        P(I,JJ)=P(I,J)
    function HREE
continue
        return
    end
    end
end
function VI
syms N,DX,P,V
         P=cell(N,N),V=cell(N,N)
        AK=cell(0:65,0:65)
        PAI1=0.2026423
        for  I=1:N  J=1:N
        H0=0.0 V(I,J)=H0*DX*PAI1
    end
for K=1:N
        IK=abs(I-K) H0=H0+AK(IK,JL)*P(K,L)
        for L=1:N
        JL=abs(J-L) H0=H0+AK(IK,JL)*P(K,L)
        return
    end
    function SUBAK
    syms MM
AK=cell(0:65,0:65)
        S(X,Y)=X+sqrt(X^2+Y^2)
        for I=0:MM
        XP=I+0.5
        XM=I-0.5
        for  J=0:I
        YP=J+0.5
        YM=J-0.5
        A1=S(YP,XP)/S(YM,XP)
        A2=S(XM,YM)/S(XP,YM)
        A3=S(YM,XM)/S(YP,XM)
        A4=S(XP,YP)/S(XM,YP)
        AK(I,J)=XP*ALOG(A1)+YM*ALOG(A2)+XM*ALOG(A3)+YP*ALOG(A4)
    AK(J,I)=AK(I,J)
        return
    end
    function OUTPUT
    syms N,DX,X,Y,H,P
        X=cell(N),Y=cell(N),H=cell(N,N),P=cell(N,N)
        A=0.0
        fprintf('1X=%d' I,Y(I))
        for I=1:N
        fprintf ('X(I)',I,J,H(I,J))
    end
        fprintf('A=%d' I,Y(I))
        for I=1:N
         fprintf('X(I)=%d',I,J,(P(I,J) )
    end
   return
    end
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