Generating a matrix based on an equation with conditions

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Hello,
Are there any way to do the following?
I want to generate a n*1 matrix based on this equation:
M = T1*G*Z1 - T2*G*Z2 + F - C*P
all variables are known and constant but with the following conditions:
1) F is zero in the entire column, excpet at a certain row, its equal to a constant number
2) From Row 1 to a certain row, this term (T2*G*Z2) is zero, for example until row 200. While from row 201 to the end, the previous term has constant value but this term (T1*G*Z1) is zero.
Thanks
  6 Comments
Guillaume
Guillaume on 22 Mar 2019
If is most likely not needed.
What are the size of all the variables (T1, G, etc.)?
If they are not scalar variables did you mean * or .* for the multiplications?
A Aln
A Aln on 22 Mar 2019
Edited: A Aln on 22 Mar 2019
Yes I mean Multiplication, My problem is to make the conditions
if row 50 onward, change the value from 1 to 2
I can change single value by using this for example
A(5,1)=5;
But how can I change any number below this row

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Accepted Answer

Matt J
Matt J on 22 Mar 2019
For example,
>> A=zeros(10,1); A(1:5)=4; A(6:10)=3
A =
4
4
4
4
4
3
3
3
3
3
  1 Comment
A Aln
A Aln on 22 Mar 2019
thank you so much, that what I did before, somehow horrible
r1 = (dH*grav*delz) - (accm*pi);
r2 = -(dB*grav*delz) - (accm*pi); %% The eqn
RR = zeros(x*y*z,1);
RR(1:x*y,1:1)=r1;
RR((x*y)+1:x*y*z,1:1)=r2;
RR(well,1)=RR(well,1)+q;
the variables are different and not defined here bcs its part of big code, Again I really appreciate your help

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