Values not entering IF loop for unknown reason!

Hi I am really struggling with the following, I have code that loops over a time interval, within this I have an if statement from which a function file is ran. From my values I know this should work but it seems nothing is entering the if statement? IF anyone could help on the following it would be much appreciated!!
CODE
time=0; %Initialise time
tfinal=40;
diagstep=10;
diagcounter=0;
while time<tfinal
if ((round(time/diagstep) * diagstep) == time)
[xcounter] = ParticleCounterFun(x0, particleno)
diagcounter=diagcounter+1
end
%Where the function file ParticleCounterFun is;
function [ xcounter ] = ParticleCounterFun( x0, particleno )
%Initialise counters used in E field diagnostics
counter01=0;
counter12=0;
counter23=0;
counter34=0;
counter45=0;
for np=1:particleno
if (0<=x0(np)) & (x0(np)<1)
counter01=counter01+1;
end
if (1<=x0(np)) & (x0(np)<2)
counter12=counter12+1;
end
if (2<=x0(np)) & (x0(np)<3)
counter23=counter23+1;
end
if (3<=x0(np)) & (x0(np)<4)
counter34=counter34+1;
end
if (4<=x0(np)) & (x0(np)<5)
counter45=counter45+1;
end
end
xcounter=[counter01 counter12 counter23 counter34 counter45]
end
I really need this solved as I am unable to continue with work on my project so any help would be greatly appreciated! Thanks in advance

6 Comments

I can't run your code because you don't indicate what x0 and particleno are.
time does not seem to change inside the loop.
this is an extract the full code is as follows;
%Physical constants
q=-1; %Charge of particle
m=1; %Mass of particle
xstart=0;
ystart=0;
dx=1;
dy=1;
particleno=4;
nrows=sqrt(particleno);
ncolumns=nrows;
nrows=nrows+1;
B=[0 0 8]; %Magnetic field strength (T)
time=0; %Initialise time
dt=0.01; %Define time step
h=dt/2;
tfinal=40; %State time for code to stop
v0=[2 2 0];
%Constants used in numerical procedure
b=norm(B,2); %Takes absolute value of vector B
t=(((q*b)/m)*h);
s=(2*t)/(1+(t^2));
con=q*h/m;
%Storage of three consecutive positions
x3=0; x2=0; x1=0;
y3=0; y2=0; y1=0;
%Particle Initialisation
yposition=ystart;
xposition=xstart;
np=1;
for ny=1:nrows
for nx = 1:ncolumns
x0(np)=xstart+(nx*dx);
y0(np)=yposition;
np=np+1;
if (np>particleno) break
end
end
if (np>particleno) break
end
yposition=ystart+(ny*dy);
end for np = 1 : particleno vx0(np)=v0(1); vy0(np)=v0(2); x3(np)=0; x2(np)=0; x1(np)=0; y3(np)=0; y2(np)=0; y1(np)=0; end
My=max(y0) + 10; %Maximum value of y in Box
my=-My; %Minimum value of y in Box
Mx=max(x0) + 10; %Maximum value of x in Box
mx=-Mx;%Minimum value of x in Box
diagstep=10; %define step size for E field diagnostic to count number of particles at that time
diagcounter=0;
while time<tfinal for np = 1 : particleno %Run Function to calculate new velocity and position v0=[vx0(np) vy0(np) 0]; My=5; Ey=2*cos((2*pi)*(y0(np)/My)); E=[0 Ey 0 ]; [v1]=particlepusherfun( v0, con, E, t, s);
x=(dt*v1(1))+x0(np); %New position x component
y=(dt*v1(2))+y0(np); %New position y component
%Collect and store 3 consecutive x and y values of new position
x3(np)=x2(np); x2(np)=x1(np); x1(np)=x;
y3(np)=y2(np); y2(np)=y1(np); y1(np)=y;
%Reset position, velocity and time for loop
x0(np)=x1(np);
y0(np)=y1(np);
vx0(np)=v1(1);
vy0(np)=v1(2);
time=time+dt;
%Run Function to calculate guiding centre for diagnostic test
[a, b]=guidingcentrefun(x1(np), x2(np), x3(np), y1(np), y2(np), y3(np));
hleg1=plot(x,y,'m'); %plot x and y values
hold on;
if (x3(np)~= 0)
hleg2=plot(a,b,'b'); %plot guiding centres
end
end %End np=1:particle LOOP
if ((round(time/diagstep) * diagstep) == time) %If the integer value of time/diagstep is = that time count it
[xcounter] = ParticleCounterFun(x0, particleno)
diagcounter=diagcounter+1
end
%Xcounter(diagcounter)=xcounter;
%xposition=xposition+1;
end %End while time<tfinal LOOP
%Annotate graphs title('Motion of a particle in an Electric & Magnetic Field'); xlabel('x distance (m)','FontSize',16) ylabel('y distance (m)','FontSize',16) hleg3=legend([hleg1 hleg2],'Particle Positions','Guiding Centre'); set(hleg3,'Location','NorthEastOutside'); %Output final coordinates of guiding centre C=[a b 0]
FUNCTION FILES;
function [ v1] = pariclepusherfun( v0, con, E, t, s)
%Add half the electric impulse to pre-rotational velocity vector
vpre=v0+(con*E);
vxpre=vpre(1); %x component
vypre=vpre(2); %y component
%Rotate velocity components (magnetic field contribution)
vdash=vxpre + (vypre*t);
vypost=vypre - (vdash*s);
vxpost=vdash + (vypost*t);
vpost=[vxpost vypost 0];
%Add remaining half of electric impulse to post-rotational velocity
v1=vpost+(con*E);
end
function [ a b ] = guidingcentrefun(x1, x2, x3, y1, y2, y3)
%Calculate guiding centre with simultaneous eqns
k1=(-2*x1)+(2*x2);
k2=(-2*y1)+(2*y2);
k3=(x2^2) -(x1^2) + (y2^2) - (y1^2);
k4=(-2*x1)+(2*x3);
k5=(-2*y1)+(2*y3);
k6=(x3^2)-(x1^2)+(y3^2)-(y1^2);
b=((k1*k6)-(k3*k4))/((k1*k5)-(k2*k4));
a=(k3-(k2*b))/k1;
end
function [ xcounter ] = ParticleCounterFun( x0, particleno )
%Initialise counters used in E field diagnostics
counter01=0;
counter12=0;
counter23=0;
counter34=0;
counter45=0;
for np=1:particleno
if ((0<=x0(np)) & (x0(np)<1))
counter01=counter01+1;
end
if ((1<=x0(np)) & (x0(np)<2))
counter12=counter12+1;
end
if ((2<=x0(np)) & (x0(np)<3))
counter23=counter23+1;
end
if ((3<=x0(np)) & (x0(np)<4))
counter34=counter34+1;
end
if ((4<=x0(np)) & (x0(np)<5))
counter45=counter45+1;
end
end
xcounter=[counter01 counter12 counter23 counter34 counter45]
end
Phoebe: Please read this: http://www.mathworks.com/matlabcentral/answers/13205-tutorial-how-to-format-your-question-with-markup. Then delete all that in your prior comment and attach your m-file with the paper clip icon. Then read this: http://blogs.mathworks.com/videos/2012/07/03/debugging-in-matlab/
My guess is that you’re yet another victim of rounding error.
Just after
while time < tfinal
insert:
test = (round(time/diagstep) * diagstep) - time
My guess is that it will be non-zero, so:
(round(time/diagstep) * diagstep) == time
will never evaluate to ‘true’.

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Answers (0)

Asked:

on 23 Feb 2014

Commented:

on 23 Feb 2014

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