"Function might be unused"
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    Shelby Russ
 am 3 Dez. 2016
  
    
    
    
    
    Kommentiert: Walter Roberson
      
      
 am 28 Feb. 2025
            I can't seem to figure our why Matlab doesn't like my function. It keeps telling me that it is probably called incorrectly but I can't see what I did wrong here.
   Ideal Boiler Function
hfg=930
lhv=21500
p_percent=100
p=p_percent/100
MFfr=0.5191
%This function will calculate the steam mass flow rate (SMfr)
%of an actual boiler with 100% efficency (p_percent=100%)
%This funtion has 4 inputs (p,hfg,lhv,and MFfr),
%and 1 output (SMfr).
function SMfr=Ideal_Boiler(p,hfg,lhv,MFfr)
      SMfr=(MFfr*p*lhv)/hfg;
      output=SMfr;
end
disp('SMfr =');disp(SMfr)
0 Kommentare
Akzeptierte Antwort
  bio lim
      
 am 3 Dez. 2016
        I don't see any problems, unless you defined the function inside your main script, and MATLAB doesn't allow that.
hfg=930;
lhv=21500;
p_percent=100;
p=p_percent/100;
MFfr=0.5191;
SMfr=Ideal_Boiler(p,hfg,lhv,MFfr)
disp('SMfr =');disp(SMfr)
SMfr =
     12.0007
SMfr =
   12.0007
4 Kommentare
  bio lim
      
 am 3 Dez. 2016
				My pleasure. One more thing:
In your code, if you end a line with a semi-colom, i.e., ; , MATLAB doesn't print out the results. So in your code:
disp('SMfr =');disp(SMfr)
Is unnecessary, if you just end your function call, i.e., SMfr=Ideal_Boiler(p,hfg,lhv,MFfr) without a semi-colon (Meaning it will print the result out).
Weitere Antworten (2)
  Kevin Agudo
 am 12 Apr. 2021
        syms t
function y = f(t)
t=linspace(0,100);
f(x)=(3*t^2+1)./(t^3+50);
h=.01;
plot(t ,(f(t+h)-f(t))./h,t,(f(t+h)-2*f(t)+f(t-h))/h^2)
end
When I run the function, dont get a graph and it says "function f may not be used"
1 Kommentar
  Walter Roberson
      
      
 am 12 Apr. 2021
				h=.01;
t=linspace(0,100);
plot(t ,(f(t+h)-f(t))./h,t,(f(t+h)-2*f(t)+f(t-h))/h^2)
function y = f(t)
y=(3*t.^2+1)./(t.^3+50);
end
  Johanan
 am 28 Feb. 2025
        Adapt pend.m to build the double pendulum. A new pair of rod and bob must be defined for the second pendulum. Note that the pivot end of the second rod is equal to the formerly free end of the first rod: The (x, y) position of the free end of the second rod can be calculated by using simple trigonometry.
1 Kommentar
  Walter Roberson
      
      
 am 28 Feb. 2025
				I do not understand how adapting pend.m will solve the problem of "Function might be unused" ???
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