function?TAODV?
%This?function?simulate?the?concepts?of?Ad?Hoc?On-demand?Distance?Vector?

%The?function?finds?path?from?source?node（node1）?to?destination?node（node10）?
%The?output?of?this?function?is?the?figure?displaying?network?topology?and?
%the?selected?path?from?source?to?destinationthe?average?trust?value?of?
%the?selected?path?and?the?number?of?hops?
clc;?
noOfNodes??=10;?
figure（1）;?
clf;?
hold?on;?
sor?=1;%source?node?
des=10;%destination?node?
??
R?=5;?%node?transmission?range?
X?=?[1?2?4?4?8?6?7?9?10?10];%nodes‘?x?coordinates?
Y?=?[6?2?5?8?5?1?10?2?8?5?];%nodes‘?y?coordinates?
Z?=[1?0.1?0.6?0.8?0.6?0?0.1?1?1?1];%nodes‘?trust?values?
??
%plotting?network?topology?
for?i?=?1:noOfNodes?
?plot（X（i）?Y（i）?‘.‘）;?
????text（X（i）?Y（i）?num2str（i））;?
????for?j?=?1:noOfNodes?
????????distance?=?sqrt（（X（i）?-?X（j））^2?+?（Y（i）?-?Y（j））^2）;?
????????if?distance?<=?R?
????????????matr