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If anyone can do it please help me in this regard

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Stream function is given by:
With the help of MATLAB, plot the streamlines for the following parameters:
  1. V = 1 m/s
  2. a= 0.1 m
  3. Ψ = -0.16 to 0.16 (with a step of 0.02)
  4. 0o < θ < 180 o(with a step of 1o)
Set the limits of plot to -0.4 < x < 0.4 and 0 < y < 0.4
  1. Plot velocity vectors at a few points and comment on their orientation with respect to streamlines.
  9 Kommentare
Muhammad Adeel Ahsan Awan
Muhammad Adeel Ahsan Awan am 16 Dez. 2018
a=0.1
v=1
s=-0.16
t=0
while s<0.16 && t<180
r=(-s)+((s*s)+(4*a*a*v*v*sin(t)*sin(t))^(1/2))/(2*v*sin(t))
x=r*cos(t);
y=r*sin(t);
s=s+0.02;
t=t+1;
plot(x,y,'r-')
xlim([-0.4 0.4])
ylim([0 0.4])
end

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Akzeptierte Antwort

Mark Sherstan
Mark Sherstan am 16 Dez. 2018
You were plotting a single point instead of an array of information. Adding the ii term stores the result for each calculation and the plots it. The following code should now work for you:
a=0.1
v=1
s=-0.16
t=0
ii = 1;
while s<0.16 && t<180
r=(-s)+((s*s)+(4*a*a*v*v*sin(t)*sin(t))^(1/2))/(2*v*sin(t))
x(ii)=r*cos(t);
y(ii)=r*sin(t);
s=s+0.02;
t=t+1;
ii = ii + 1;
end
plot(x,y,'r-')
xlim([-0.4 0.4])
ylim([0 0.4])
This is also how you should post code so that people can help you (not just copying and pasting the text). If this solves your original question, please accept the answer so that we can close it, otherwise add further comments below.
  4 Kommentare
madhan ravi
madhan ravi am 19 Dez. 2018
deg2rad()
Muhammad Adeel Ahsan Awan
Muhammad Adeel Ahsan Awan am 19 Dez. 2018
yes i have done it thanks to all of you

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