ADS中黑田转换的问题

LP_T=[1.7508,1.2296,2.5408,1.2296,1.7058]



##LP_T=[0.618,1.618,2.0,1.618,0.618]

LP=[]

TLP=[]



def get_HALF_T():

    N=len(LP_T)

    for i in range(N//2+1,N):

        if(i%2==0):

            LP.append(['C',1/LP_T[i]])

        else:

            LP.append(['L',LP_T[i]])

    print('半边堆栈:',LP)



def add_tl():

    LP.append(['T',1])

    print('增加冗余传输线:',LP)



def TC2LT():

    index=len(LP)

    TL=LP.pop()

    C=LP.pop()

    z_T1=TL[1]

    z_C=C[1]

    N=1+z_C/z_T1

    z_L=z_T1/N

    z_T2=z_C/N

    

    LP.append(['T',z_T2])

    LP.append(['L',z_L])

    print('黑田规则并联电容转串联电感:',LP)



def LT2TC():

    TL=LP.pop()

    L=LP.pop()

    z_T1=TL[1]

    z_L=L[1]

    N=1+z_T1/z_L

    z_C=N*z_T1

    z_T2=N*z_L

    

    

    TLP.append(['C',z_C])

    TLP.append(['T',z_T2])

    print('黑田规则串联电感转并联电感:',LP)

    print('输出:',TLP)



def HALF2FULL():

    N=len(TLP)

    TLP.append(['C',1/LP_T[len(LP_T)//2]])

    for i in range(N):

        TLP.append(TLP[N-1-i])

    print('完整:',TLP)

    

def TL50():

    global TLP

    result=[]

    for v in TLP:

        result.append([v[0],v[1]*50])

        print(v[0],'%.1f'%(v[1]*50),'lambda/8')

get_HALF_T()

add_tl()

TC2LT()

add_tl()

LT2TC()

LT2TC()



HALF2FULL()

TL50()

半边堆栈: [['L', 1.2296], ['C', 0.5862351975612616]]

增加冗余传输线: [['L', 1.2296], ['C', 0.5862351975612616], ['T', 1]]

黑田规则并联电容转串联电感: [['L', 1.2296], ['T', 0.3695764653706852], ['L', 0.6304235346293148]]

增加冗余传输线: [['L', 1.2296], ['T', 0.3695764653706852], ['L', 0.6304235346293148], ['T', 1]]

黑田规则串联电感转并联电感: [['L', 1.2296], ['T', 0.3695764653706852]]

输出: [['C', 2.586235197561262], ['T', 1.630423534629315]]

黑田规则串联电感转并联电感: []

输出: [['C', 2.586235197561262], ['T', 1.630423534629315], ['C', 0.4806587390823714], ['T', 1.5991764653706853]]

完整: [['C', 2.586235197561262], ['T', 1.630423534629315], ['C', 0.4806587390823714], ['T', 1.5991764653706853], ['C', 0.39357682619647355], ['T', 1.5991764653706853], ['C', 0.4806587390823714], ['T', 1.630423534629315], ['C', 2.586235197561262]]

C 129.3 lambda/8

T 81.5 lambda/8

C 24.0 lambda/8

T 80.0 lambda/8

C 19.7 lambda/8

T 80.0 lambda/8

C 24.0 lambda/8

T 81.5 lambda/8

C 129.3 lambda/8