Help storing values for Ma and Cd so I can create a plot for them.
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% initializing variables
h = 0.0001; %delta t [s]
k = 1.4; %specific heat ratio for air
R = 1716.5; %gas constant [(ft*lbf)/(slugs*R)]
g = 32.174; %acceleration due to gravity [ft/s^2]
W = 55; %weight [lbf]
m = W/g; %mass [slugs]
d = 3/12; %diameter [ft]
A = pi*1/4*d^2; %Area [ft^2]
N = 55000; % number of iterations
xf = 5280*7.1; % final distance [ft]
x = zeros(1,N); % distance [ft]
y = zeros(1,N); % height [ft]
Vx = zeros(1,N);
Vy = zeros(1,N);
V = zeros(1,N);
%Accelx = zeros(1,N);
%Accely = zeros(1,N);
mach = 7*1125; %conversion Ma units
theta(1) = 89.165031*(pi/180); % initial angle [rad] | can't assume it's constant, needed to find x_o, y_o, V_o
Vx(1) = mach*cos(theta(1)); % first step of velocity in x-dir [ft/s]
Vy(1) = mach*sin(theta(1)); % first step of velocity in y-dir {ft/s]
V(1) = sqrt((Vx(1))^2 + (Vy(1))^2);
x(1) = 0; % first step of position[ft]
y(1)= 0;
for n = 2:N
[T, p, rho] = atmos_funEE (y(n-1)); %calling function given to find rho, p, T at y
c = sqrt(k*R*T);
V = sqrt((Vx(n-1))^2 + (Vy(n-1))^2); %V = velocity [ft/s]
Ma = V/c; % Ma number
[Cd] = Ma_Cd_curvefit (Ma); %Curve fit of Ma vs. Cd
x(n) = x(n-1) + h*Vx(n-1);
Vx(n) = Vx(n-1) + h*(-1/2*1/m*rho*A*Cd*V*Vx(n-1));
y(n) = y(n-1) + h*Vy(n-1);
Vy(n) = Vy(n-1) + h*(-g-(0.5*(1/m)*rho*A*Cd*V*Vy(n-1)));
end
plot(x,Cd)
plot(x,Ma)
1 Comment
Dennis Williams
on 31 Jul 2020
Answers (1)
Sudheer Bhimireddy
on 5 Aug 2020
The problem is inside the for loop.
Change this
V = sqrt((Vx(n-1))^2 + (Vy(n-1))^2); %V = velocity [ft/s]
Ma = V/c; % Ma number
to
V(n) = sqrt((Vx(n-1))^2 + (Vy(n-1))^2); %V = velocity [ft/s]
Ma(n) = V(n)/c; % Ma number
and try again to plot. Similarly check the size and values of Cd. Also when you have two plots and if you want both of them to be on the same plot. use 'hold on', otherwise the latest plot() will overwrite the previous one.
plot(x,Cd);
hold on;
plot(x,Ma);
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