matlab code for femtocell, Study Guides, Projects, Research of Matlab skills

matlab simulation for femtocell network

Typology: Study Guides, Projects, Research

2017/2018

Uploaded on 10/13/2018

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: MATLAB 6E
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function [Zp,Xp,Yp,LC1,LC2]=GACFA(M,N,Pm)
%--------------------------------------------------------------------------
% GACFA.m
% Genetic Algorithm for Capacity and Flow Assignment
% 94
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:http://blog.sina.com.cn/greensim
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greensim%--------------------------------------------------------------------------
% 51
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% 4F
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%--------------------------------------------------------------------------
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.1996,16(2):9-15
%--------------------------------------------------------------------------
% 8F
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)
% Pm 53
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%--------------------------------------------------------------------------
% 8F
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% Zp 76
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% LC2 65
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%--------------------------------------------------------------------------
%7 B
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:
load DATA_CFA;
Xp=zeros(14,1);
Yp=zeros(8,3);
LC1=zeros(1,M);
LC2=LC1;
%7 B
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:
farm_X=zeros(14,N);
farm_Y=zeros(8,3*N);
for i=1:N
for j=1:2:13
RAND=rand;
if RAND>0.5
farm_X(j,i)=1;
pf3
pf4
pf5
pf8
pf9
pfa

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function [Zp,Xp,Yp,LC1,LC2]=GACFA(M,N,Pm)

% GACFA.m

% Genetic Algorithm for Capacity and Flow Assignment

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greensim%--------------------------------------------------------------------------

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load DATA_CFA;

Xp=zeros(14,1);

Yp=zeros(8,3);

LC1=zeros(1,M);

LC2=LC1;

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farm_X=zeros(14,N);

farm_Y=zeros(8,3*N);

for i=1:N

for j=1:2:

RAND=rand;

if RAND>0.

farm_X(j,i)=1;

else

farm_X(j+1,i)=1;

end

end

end

for i=1:N

for j=1:

RAND=rand;

if RAND<1/

farm_Y(j,3*i-2)=1;

elseif RAND>2/

farm_Y(j,3*i)=1;

else

farm_Y(j,3*i-1)=1;

end

end

end

counter=0;%

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while counter<M%

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newfarm_X=zeros(14,N);

newfarm_Y=zeros(8,3*N);

Ser=randperm(N);

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for i=1:2:(N-1)

A_X=farm_X(:,Ser(i));

B_X=farm_X(:,Ser(i+1));

cp=2*unidrnd(6);

a_X=[A_X(1:cp);B_X((cp+1):end)];

b_X=[B_X(1:cp);A_X((cp+1):end)];

newfarm_X(:,i)=a_X;

newfarm_X(:,i+1)=b_X;

end

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for i=1:2:(N-1)

A_Y=farm_Y(:,(3Ser(i)-2):(3Ser(i)));

B_Y=farm_Y(:,(3Ser(i+1)-2):(3Ser(i+1)));

cp=unidrnd(7);

a_Y=[A_Y(1:cp,:);B_Y((cp+1):end,:)];

b_Y=[B_Y(1:cp,:);A_Y((cp+1):end,:)];

newfarm_Y(:,(3i-2):(3i))=a_Y;

newfarm_Y(:,(3i+1):(3i+3))=b_Y;

end

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FARM_X=[farm_X,newfarm_X];

FARM_Y=[farm_Y,newfarm_Y];

end

pos2=unidrnd(8);

GT_Y(pos2,:)=zeros(1,3);

GT_Y(pos2,unidrnd(3))=1;

end

end

counter=counter+

end

Xp=Xp';

Yp=Yp';

%plot(LC1)

%hold on

plot(LC2)

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function [BestPop,Trace]=fga

(FUN,LB,UB,eranum,popsize,pCross,pMutation,pInversion,options)

% [BestPop,Trace]=fmaxga

(FUN,LB,UB,eranum,popsize,pcross,pmutation)

% Finds a maximum of a function of several variables.

% fmaxga solves problems of the form:

% max F(X) subject to: LB <= X <= UB

% BestPop -

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% eranum -

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% popsize -

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; D 650--200(

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% pcross -

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% pmutation -

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% pInversion -

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A 40.2)

% options - 1*

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T1=clock;

if nargin<3, error('FMAXGA requires at least three input arguments');

end

if nargin==3,

eranum=200;popsize=100;pCross=0.8;pMutation=0.1;pInversion=0.

5;options=[0 1e-4];end

if nargin==4,

popsize=100;pCross=0.8;pMutation=0.1;pInversion=0.15;options=[

1e-4];end

if nargin==5, pCross=0.8;pMutation=0.1;pInversion=0.15;options=[

1e-4];end

if nargin==6, pMutation=0.1;pInversion=0.15;options=[0 1e-4];end

if nargin==7, pInversion=0.15;options=[0 1e-4];end

if find((LB-UB)>0)

error('

6 E

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E F,^

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F 7

C D

B 0

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6 5(LB<UB):');

end

s=sprintf('

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A 6%.4f^

D 2

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F 4,^

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4 9......',(eranum*popsize/1000));

disp(s);

global m n NewPop children1 children2 VarNum

bounds=[LB;UB]';bits=[];VarNum=size(bounds,1);

precision=options(2);%

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bits=ceil(log2((bounds(:,2)-bounds(:,1))' ./ precision));%

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[Pop]=InitPopGray(popsize,bits);%

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[m,n]=size(Pop);

NewPop=zeros(m,n);

children1=zeros(1,n);

children2=zeros(1,n);

pm0=pMutation;

BestPop=zeros(eranum,n);%

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1 D

C B

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F 4BestPop,Trace

Trace=zeros(eranum,length(bits)+1);

i=1;

while i<=eranum

for j=1:m

value(j)=feval(FUN(1,:),(b2f(Pop(j,:),bounds,bits)));%

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A 1

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end

[MaxValue,Index]=max(value);

BestPop(i,:)=Pop(Index,:);

Trace(i,1)=MaxValue;

Trace(i,(2:length(bits)+1))=b2f(BestPop(i,:),bounds,bits);

%R

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function [R,Rlength]=geneticTSP(D,n,C,m,alpha)

[N,NN]=size(D);

farm=zeros(n,N);%

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for i=1:n

farm(i,=randperm(N);%

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end

R=farm(1,;%

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len=zeros(n,1);%

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fitness=zeros(n,1);%

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counter=0;

while counter<C

for i=1:n

len(i,1)=myLength(D,farm(i,);%

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end

maxlen=max(len);

minlen=min(len);

fitness=fit(len,m,maxlen,minlen);%

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rr=find(len==minlen);

R=farm(rr(1,1),;%

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FARM=farm;%

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nn=0;

for i=1:n

if fitness(i,1)>=alpha*rand

nn=nn+1;

FARM(nn,=farm(i,;

end

end

FARM=FARM(1:nn,;

[aa,bb]=size(FARM);%

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while aa<n

if nn<=

nnper=randperm(2);

else

nnper=randperm(nn);

end

A=FARM(nnper(1),;

B=FARM(nnper(2),;

[A,B]=intercross(A,B);

FARM=[FARM;A;B];

[aa,bb]=size(FARM);

end

if aa>n

FARM=FARM(1:n,;%

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C D

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end

farm=FARM;

clear FARM

counter=counter+

end

Rlength=myLength(D,R);

function [a,b]=intercross(a,b)

L=length(a);

if L<=10%

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W=1;

elseif ((L/10)-floor(L/10))>=rand&&L>

W=ceil(L/10);

else

W=floor(L/10);

end

p=unidrnd(L-W+1);%

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3 0p+W

for i=1:W%

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x=find(a==b(1,p+i-1));

y=find(b==a(1,p+i-1));

[a(1,p+i-1),b(1,p+i-1)]=exchange(a(1,p+i-1),b(1,p+i-1));

[a(1,x),b(1,y)]=exchange(a(1,x),b(1,y));

end

function [x,y]=exchange(x,y)

temp=x;

x=y;

y=temp;

8 B

A 1

7 B

8 D

E F

5 F

5 B

7 A

0 B

5 E

8 F

function len=myLength(D,p)

[N,NN]=size(D);

len=D(p(1,N),p(1,1));

for i=1N-1)

len=len+D(p(1,i),p(1,i+1));

end

8 B

A 1

7 B

5 F

4 E

5 E

3 C

5 B

7 A

0 B

5 E

8 F

function fitness=fit(len,m,maxlen,minlen)

fitness=len;

for i=1:length(len)

fitness(i,1)=(1-((len(i,1)-minlen)/(maxlen-minlen+0.000001))).^m;

x(:,1)=[m:-1:1]';

[y x(:,2)]=sort(selectprob);

r=q/(1-(1-q)^m);%

C 6

5 E

F A

3 C

newfit(x(:,2))=r*(1-q).^(x(:,1)-1);%

1 F

E 9

newfit=cumsum(newfit);%

8 B

A 1

7 B

E 9

4 E

4 B

8 C

rNums=sort(rand(m,1));

fitIn=1;newIn=1;

while newIn<=m

if rNums(newIn)<newfit(fitIn)

selectpop(newIn,:)=pop(fitIn,:);

newIn=newIn+1;

else

fitIn=fitIn+1;

end

end

4 E

A 4

C 9

C D

4 F

5 C

function [NewPop]=CrossOver(OldPop,pCross,opts)

%OldPop

4 E

3 A

4 E

E 3

C D

7 F

A 4,pcross^

4 E

3 A

4 E

A 4

C 9

global m n NewPop

r=rand(1,m);

y1=find(r<pCross);

y2=find(r>=pCross);

len=length(y1);

if len>2&mod(len,2)==1%

9 C

8 F

D B

4 C

4 E

A 4

C 9

D 3

4 F

4 E

3 A

5 C

8 C

4 E

3 A

y2(length(y2)+1)=y1(len);

y1(len)=[];

end

if length(y1)>=

for i=0:2:length(y1)-

if opts==

[NewPop(y1(i+1),:),NewPop(y1(i+2),:)]=EqualCrossOver(OldPop

(y1(i+1),:),OldPop(y1(i+2),:));

else

[NewPop(y1(i+1),:),NewPop(y1(i+2),:)]=MultiPointCross(OldPop

(y1(i+1),:),OldPop(y1(i+2),:));

end

end

end

NewPop(y2,:)=OldPop(y2,:);

C 7

4 E

A 4

C 9

function [children1,children2]=EqualCrossOver(parent1,parent2)

global n children1 children

hidecode=round(rand(1,n));%

8 F

3 A

1 F

A 9

crossposition=find(hidecode==1);

holdposition=find(hidecode==0);

children1(crossposition)=parent1(crossposition);%

A 9

4 E

3 A^1

4 E

3 A

5 B

5 0^1

D 0

4 F

9 B

F A

E 0

children1(holdposition)=parent2(holdposition);%

A 9

4 E

3 A^0

4 E

3 A

5 B

5 0^1

D 0

4 F

9 B

F A

E 0

children2(crossposition)=parent2(crossposition);%

A 9

4 E

3 A^1

4 E

3 A

5 B

5 0^2

D 0

4 F

9 B

F A

E 0

children2(holdposition)=parent1(holdposition);%

A 9

4 E

3 A^0

4 E

3 A

5 B

5 0^2

D 0

4 F

9 B

F A

E 0

C 7

1 A

B 9

4 E

A 4

C 9

4 E

A 4

C 9

B 9

D 8

C F

B 3

5 B

, 9 A

function [Children1,Children2]=MultiPointCross(Parent1,Parent2)

global n Children1 Children2 VarNum

Children1=Parent1;

Children2=Parent2;

Points=sort(unidrnd(n,1,2*VarNum));

for i=1:VarNum

Children1(Points(2i-1):Points(2i))=Parent2(Points(2*i-1):Points

(2*i));

Children2(Points(2i-1):Points(2i))=Parent1(Points(2*i-1):Points

(2*i));

end

D 8

5 F

C D

4 F

5 C

function [NewPop]=Mutation(OldPop,pMutation,VarNum)

global m n NewPop

r=rand(1,m);

position=find(r<=pMutation);

len=length(position);

if len>=

for i=1:len

k=unidrnd(n,1,VarNum); %

8 B

B E

7 F

6 E

D 8

5 F

B 9

4 E

2 C

8 B

B E

7 F

, 6 E 1

B 9

for j=1:length(k)

if OldPop(position(i),k(j))==

OldPop(position(i),k(j))=0;

else

OldPop(position(i),k(j))=1;

end

end

end

end

NewPop=OldPop;

4 F

4 D

C D

4 F

5 C

function [NewPop]=Inversion(OldPop,pInversion)