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Asked by Tareq on 11 Aug 2012

i am facing a problem plotting this function

objfun244.m

function f=objfun244(tp) % The objective function: total cost per unit time if replacement interval is tp % Assumption: The smallest time unit is week.

% f: total cost per unit time % tp: Length of the time interval in Weeks (preventive replacement interval)

global Cp Cf % cost of preventive replacement and failure replacement, respectively T =ceil(tp);

% f: total cost per unit time C_tp f=(Cp+Cf*HT(T))/tp;

% % Test % objfun244(4)

then on another .m file which is called plotting2.m here is the code i wrote

clear all;

clc;

t = i:1:12;

plot(t,objfun244(t));

grid on

xlabel('t')

ylabel('COST')

---------------------------------------

there is another function called H T , here is its code

function H=HT(T) % The recursive function H(T) % Calculate the Expected number of failures in (0,T], for Weibull % Distribution % Assumption: T's unit is week, the smallest time unit.

% H: the Expected number of failures in (0,T] % T: length of the time interval in weeks (preventive replacement interval) % T is a nonnegative integer: 0, 1, 2, 3, ...

global Al Be % Alpha and Beta for the Weibull distribution, respectively % ##### global HT_vec HT_flag % Calculated H(T) values: HT_flag(T)=1 if it has been calculated

H=0; % H(0)=0: initial value

if T<0.001

% H=0; % If T=0, H(T)=0;

elseif HT_flag(T)>0 % If HT(T) has been calculated, used the saved value H=HT_vec(T); % Assign the value from HT_vec

else % Otehrwise, recursively calculate H(T) % i: time from 0 to T-1

for i=0:(T-1) H=H+(1+HT(T-i-1))*(wblcdf(i+1,Al,Be)-wblcdf(i,Al,Be)); % ##### end % Save the calculated H(T) value HT_vec(T)=H; HT_flag(T)=1; end

----------------------------------------------------

i got error : ??? Subscript indices must either be real positive integers or logicals.

Error in ==> HT at 20 elseif HT_flag(T)>0

Error in ==> objfun244 at 12 f=(Cp+Cf*HT(T))/tp;

Error in ==> plotting2 at 11 plot(t,objfun244(t));

-----------------------------

pleaseeee hellpppppp

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Answer by Matt Fig on 11 Aug 2012

Edited by Matt Fig on 11 Aug 2012

Accepted answer

The problem is here:

clear all;

clc;

t = i:1:12;

Did you mean

t = 1:12;

Show 7 older comments

Tareq on 11 Aug 2012

function H=HT2(T) % The recursive function H(T) % Calculate the Expected number of failures in (0,T], for Weibull % Distribution % Assumption: T's unit is week, the smallest time unit.

% H: the Expected number of failures in (0,T] % T: length of the time interval in weeks (preventive replacement interval) % T is a nonnegative integer: 0, 1, 2, 3, ...

global Al Be % Alpha and Beta for the Weibull distribution, respectively % ##### global HT_vec HT_flag % Calculated H(T) values: HT_flag(T)=1 if it has been calculated

T= 2:1:12; H=0; % H(0)=0: initial value for i2 = 1:length(T) if HT_flag(T(i2))>0 % If HT(T) has been calculated, used the saved value H=HT_vec(T(i2)); % Assign the value from HT_vec

else % Otehrwise, recursively calculate H(T) % i: time from 0 to T-1

for i=0:(T(i)-1) H=H+(1+HT2(T(i)-i-1))*(wblcdf(i+1,Al,Be)-wblcdf(i,Al,Be)); % ##### end % Save the calculated H(T) value HT_vec(T(i))=H; HT_flag(T(i))=1; end end

plot(T,HT2(T));

grid on

xlabel('t')

ylabel('COST')

Matt Fig on 11 Aug 2012

Please use the {} Code button when pasting code. And be specific in your questions. What did the error message say? I bet it is here:

for i=0:(T(i)-1)

In this line you are defining i for the first time (masking MATLAB's imaginary unit, I might add), so you cannot refer to it in the same line.

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