I am trying to create three arrays of concentration. Each array uses some of the same constants, however different calues for Kd and Ji.
The only variable changing in the equation to create a array is time (1 to 300 years).
Any help would be great:
%Given through all
JN = (60 * 10^15)/ 2.12;
Co = 415;
e = 2.71828182845;
V = 4 *10^21;
%Ji and Kd for each part 1,2,3
%1
Ji1=(9.1*10^15)/2.12;
KD1 = (2.5 * 10^-2);
%2
Ji2=(9.1*10^15)/2.12;
KD2 = (1.8 * 10^-2);
%3
Ji3=(14*10^15)/2.12;
KD3 = (2 * 10^-2);
%create arrays
t=1:300;
C1=[];
C2=[];
C3=[];
%Calculation of each part using equation given
for i = 1:300
C1= ((JN + Ji1)/(KD1 * V))+(Co - ((JN + Ji1)/(KD1 * V)))*e^(-KD1*t(i));
end
for i = 1:300
C2= ((JN + Ji2)/(KD2 * V))+(Co - ((JN + Ji2)/(KD2 * V)))*e^(-KD2*t(i));
end
for i = 1:300
C3= ((JN + Ji3)/(KD3 * V))+(Co - ((JN + Ji3)/(KD3 * V)))*e^(-KD3 * t(i));
end

답변 (1개)

Walter Roberson
Walter Roberson 2020년 12월 7일

0 개 추천

No loops
C1= ((JN + Ji1)/(KD1 * V))+(Co - ((JN + Ji1)/(KD1 * V)))*exp(-KD1*t);
Notice exp() and notice t is not subscripted

카테고리

도움말 센터File Exchange에서 Loops and Conditional Statements에 대해 자세히 알아보기

질문:

2020년 12월 7일

답변:

2020년 12월 7일

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