Hello everyone, I wrote this function:
function dz = nocontrol(v,z,parameters)
gammaT=??????????;
phi_0 =0.6;
psi_0 =0.6857;
psi_c0 = 0.3;
B=1.8;
Lc = 3; %m
W = 0.25;
H = 0.18;
C = 0;
dz = zeros(2,1);
dz(1)=(1/(4*B*B*Lc))*(z(2)-gammaT*(z(1))^0.5);
psi_c=psi_c0+H*(1+1.5*(z(2)/W-1)-0.5*(z(2)/W-1).^3);
dz(2) =(1/Lc)*(psi_c-z(1));
end
my problem is that I don't know how to write properly gammaT. I'd like to express it as a function, something like this:
gammaT_max = 0.8;
gammaT_min = 0.7;
A = (gammaT_max - gammaT_min)/2; %amplitude
b = gammaT_max - ((gammaT_max - gammaT_min)/2);
gammaT = A*sin(w*t)+b
but I don't know how.

2 commentaires

madhan ravi
madhan ravi le 21 Oct 2020
what's your question? Are you asking if the way you defined the gamma function is correct?
Paul Rogers
Paul Rogers le 21 Oct 2020
Modifié(e) : Paul Rogers le 21 Oct 2020
I'd like to define gammaT as a function of the time, but I don't knwo how.

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 Réponse acceptée

Walter Roberson
Walter Roberson le 21 Oct 2020

1 vote

You have defined gammaT as a variable that you multiply by, but it needs to be a function of time. You will likely need something like
gammaT = @(t) A*sin(w*t)+b
dz(1)=(1/(4*B*B*Lc))*(z(2)-gammaT(SOMETHING)*(z(1))^0.5);
The SOMETHING would have to be replaced with your time variable, but it is not obvious that you have a time variable. Perhaps v is your time variable.

3 commentaires

Paul Rogers
Paul Rogers le 21 Oct 2020
Modifié(e) : Paul Rogers le 21 Oct 2020
thank you, I'll give you alll the filles i am using to call this function.
1- run compressor2_data.m
2 - run general that calls the function nocontrol.m
when I wrote:
A*sin(w*t)+b
i mean that t is time
You do not have a time variable, so I had to substitute the closest I could find.
function dz = nocontrol(v,z,parameters)
gammaT=parameters(1);
phi_0=parameters(2);
psi_0=parameters(3);
psi_c0=parameters(4);
B=parameters(5);
Lc=parameters(6);
W=parameters(7);
H=parameters(8);
C = 0;
gammaT_max = 0.8;
gammaT_min = 0.7;
A = (gammaT_max - gammaT_min)/2; %amplitude
b = gammaT_max - ((gammaT_max - gammaT_min)/2);
gammaT = @(t) A*sin(W*t)+b
dz = zeros(2,1);
dz(1)=(1/(4*B*B*Lc))*(z(2)-gammaT(v)*(z(1))^0.5);
psi_c=psi_c0+H*(1+1.5*(z(2)/W-1)-0.5*(z(2)/W-1).^3);
dz(2) =(1/Lc)*(psi_c-z(1));
end
Paul Rogers
Paul Rogers le 24 Oct 2020
thanks a lot, you really solved me something I couldn't figured out.
just the argument in the sin was't W but another variable w in radians.
It woorks now

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