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i need matlab code for 50 random user locations, 8 Access Points and 1 Base Station on one plane....using m file

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function project() %x= number of user x=50; %y= access point y=8; %z=base station z=2.5;
t1=randn(1,x) t2=randn(1,y)
figure(1) xlabel('x-candidate') ylabel('y-candidate') t=0:0.1:5;
for i=1:x t2=randn(1,x); plot(t1,t,z) grid on
for i =1:x t1=randn(1,y); plot(t2,t,z) grid on end end

Accepted Answer

sixwwwwww
sixwwwwww on 6 Dec 2013
Edited: sixwwwwww on 6 Dec 2013
you can do it like this:
figure('Color', 'white')
UserLocationX = randi(50, 1, 50);
UserLocationY = randi(50, 1, 50);
plot(UserLocationX, UserLocationY, '^', 'MarkerSize', 5, 'LineWidth', 3), hold on
AccessPointX = randi(50, 1, 8);
AccessPointY = randi(50, 1, 8);
plot(AccessPointX, AccessPointY, 'go', 'MarkerSize', 5, 'LineWidth', 4), hold on
BaseStationX = 25;
BaseStationY = 25;
plot(BaseStationX, BaseStationY, 'rs', 'MarkerSize', 5, 'LineWidth', 4), hold on, grid on, grid minor
hleg = legend('User Location', 'Access Point', 'Base Station')
set(hleg, 'Location', 'NorthEastOutside')
  1 Comment
sara hamdy
sara hamdy on 8 Aug 2017
i need matlab code for 240 random user locations, 7 macro Base Station one base station to each cell and 10 femto base station to each cell ....using m file function []=hex_cell(n, R, x_o, y_o, c)
if ~exist('c','var')
c = 'k';
end
k = 0:(n-1);
x = x_o + R * sin(2*pi*k/n);
y = y_o + R * cos(2*pi*k/n);
xplot = [x, x(1)];
yplot = [y, y(1)];
plot(xplot, yplot, 'color', c)
R = 50 ; n = 6; x_o = 0; y_o = 0;
hex_cell(n, R, x_o, y_o, 'b') axis equal hold on
hex_cell(n, R, x_o - R*sqrt(3), y_o, 'c') hex_cell(n, R, x_o - R*sqrt(3)/2, y_o + 3*R/2, 'g') hex_cell(n, R, x_o - R*sqrt(3)/2, y_o - 3*R/2, 'k')
hex_cell(n, R, x_o + R*sqrt(3), y_o, 'm') hex_cell(n, R, x_o + R*sqrt(3)/2, y_o + 3*R/2, 'r')
hex_cell(n, R, x_o + R*sqrt(3)/2, y_o - 3*R/2, [1 .5 0])
hold off

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More Answers (2)

abdulaziz alofui
abdulaziz alofui on 6 Dec 2013
thanks

abdulaziz alofui
abdulaziz alofui on 6 Dec 2013
  4 Comments

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