seeking help with a for loop syntax
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Hi there,
I'm trying to write a simple for loop to simulate how the state of charge of an electric vehicle battery decreases as journeys are made. I specify the following variables before the for loop:
- The number of journeys
- The initial state of charge of the battery
- The departure time and arrival time of each journey
I want to decrease the initial state of charge with each iteration of the for loop. The calculation is just the (arrival time - departure time)*1.5. I'm just learning matlab and I have attempted it below but it is completely wrong. I'd appreciate any help.
JN = 3; % Number of journeys
dt1=2; % departure time 1
at1=5; % arrival home time 1
dt2=8; % departure time 2
at2=11; % arrival time 2
dt3=8; % departure time 3
at3=11; % arrival time day 2
SOC0 = 100; % Initial state of charge
for i=1:JN
SOC(i) = SOC (i-1) - (at(i)-dt(i))*1.5
end
2 comentarios
dpb
el 18 de Nov. de 2013
Editada: dpb
el 18 de Nov. de 2013
for i=1:JN
SOC(i) = SOC (i-1) - (at(i)-dt(i))*1.5
What's the index for i=1 for the term SOC(i-1)? Matlab arrays are 1-based.
Also, the space there undoubtedly is a syntax error. You need as starters
at=[5 11 11]; % arrival home times
dt=[2 8 8]; % departure times
SOC(1)=SOC0;
for i=1:JN
SOC(i) = SOC(i-1) - (at(i)-dt(i))*1.5
end
ERRATUM:
After that I still didn't fix the 0-array addressing...changed my course in midstream and then didn't finish...
for i=1:JN
SOC(i+1) = SOC(i) - (at(i)-dt(i))*1.5;
end
This will give you a result for JN+1 entries with the first being the initial and the 2nd on the result after the previous leg.
In general you'll want to learn to preallocate as well -- that is, set
SOC=zeros(JN+1,1);
SOC(1)=SOC0;
before the loop.
Then, the "Matlab way" would be to vectorize the computation and eliminate the loop...
>> SOC0=100;
>> SOC=[SOC0 cumsum(SOC0-at.*dt*1.5)]
SOC =
100 85 53 21
>>
Respuestas (1)
dpb
el 18 de Nov. de 2013
For the loop solution you've got to fix the references to start at one. One way is sotoo--
SOC0=100;
at=[5 11 11]; % arrival home times
dt=[2 8 8]; % departure times
SOC=zeros(JN+1,1);
SOC(1)=SOC0;
for i=1:JN
SOC(i+1) = SOC(i) - (at(i)-dt(i))*1.5;
end
Then, the "Matlab way" would be to vectorize the computation and eliminate the loop...
>> at=[5 11 11]; dt=[2 8 8];
>> SOC0=100;
>> SOC=[SOC0 cumsum(SOC0-at.*dt*1.5)]
SOC =
100 85 53 21
>>
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