Please help me convert equation to matlab code.

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adi putra
adi putra le 1 Avr 2018
Commenté : Walter Roberson le 18 Août 2022
2 contributeurs ont ajouté un drapeau à question
Deal all.
I need you help to convert this equation to matlab code
I spend a lot of time to write it but it doesn't work. Thank you.
  1 commentaire
Walter Roberson
Walter Roberson le 1 Avr 2018
Are you permitted to use the symbolic toolbox?
Is the question about providing some kind of symbolic proof, or is it about calculation of the formula using finite precision and a particular numeric input?

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Réponses (8)

Birdman
Birdman le 1 Avr 2018
Modifié(e) : Birdman le 1 Avr 2018
Basically, Symbolic Toolbox will help you:
syms y(x) n
f(x)=symsum((-1).^n*(x.^(2*n+1))/factorial(2*n+1),n,0,Inf)
  4 commentaires
Roger Stafford
Roger Stafford le 1 Avr 2018
@Birdman: I think you meant f(pi/2)
Birdman
Birdman le 1 Avr 2018
Yes, I just now edited it Roger.

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Roger Stafford
Roger Stafford le 1 Avr 2018
N = 100; % <-- Choose some large number
s = x;
for n = 2*N-1:-2:1
s = x - s*x^2/((n+2)*(n+1));
end
(I think you meant to take the limit as N approaches infinity, not x.)

kalai selvi
kalai selvi le 15 Sep 2020
pls answer this question ...how to write the equation into code
  2 commentaires
John D'Errico
John D'Errico le 15 Sep 2020
Please don't post a completely distinct question as an answer.
Walter Roberson
Walter Roberson le 15 Sep 2020
π is written as pi in MATLAB.
exp of an expression is written as exp(expression) in MATLAB.
is written as sqrt(expression) in MATLAB.

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kalai selvi
kalai selvi le 16 Sep 2020
How to write a code on IOTA filter in fbmc system
  2 commentaires
Walter Roberson
Walter Roberson le 16 Sep 2020
Modifié(e) : Walter Roberson le 17 Sep 2020
Warning: pudn has questionable security. Take precautions when you access it.
kalai selvi
kalai selvi le 23 Sep 2020
thank you

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Kunwar Pal Singh
Kunwar Pal Singh le 26 Avr 2021
please answer this....how to write this equation into MATLAB CODE
  1 commentaire
Walter Roberson
Walter Roberson le 26 Avr 2021
%these variables must be defined in a way appropriate for your situation
S_N = rand() * 10
theta = randn() * 2 * pi
l = randi([2 10])
b_1 = rand()
c_11 = rand()
t_year = randi([1950 2049])
d_11 = rand()
t_1 = rand()
t_x = t_1 + rand()
lambda_a = randi([500 579])
LOTF_a = rand()
P = rand()
K_l = rand()
k_0 = rand()
t_tau = randi(10)
overhaulcost_a = 1000 + rand()*100
%the work
syms t
part1 = int(S_N .* cos(theta) .* l .* b_1 .* t_year .* d_11, t, t_1, t_x);
part2 = int(lambda_a .* LOTF_a, t, t_1, t_x);
part3 = int(P*K_l .* t_year + P .* k_0 .* l .* l .* t_tau, t, t_1, t_x);
part4 = overhaulcost_a ;
result = part1 - part2 - part3 - part4;

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Jakub Laznovsky
Jakub Laznovsky le 19 Mai 2021
Hi guys, can you please help me with conversion this piece of code to the mathematical equation?
It i a simple 3D mask proceeding the image, and searching for adjoining number one and number two. Thank you in advance.
Code:
m1=[0 0 0; 0 1 0; 0 0 0];
m2=[0 1 0; 1 1 1; 0 1 0];
mask=zeros(3,3,3);
mask(:,:,1)=m1;mask(:,:,2)=m2;mask(:,:,3)=m1;
for i=2:size(image,1)-1
for j=2:size(image,2)-1
for k=2:size(image,3)-1
help_var=image(i-1:i+1,j-1:j+1,k-1:k+1);
if sum(unique(help_var(mask==1)))==3
new_image(i,j,k)=3; %marks adjoining pixel with number 3
end
end
end
end
  4 commentaires
Walter Roberson
Walter Roberson le 22 Mai 2021
Jakub
Jakub le 22 Mai 2021
Thanks a lot!

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Adhin Abhi
Adhin Abhi le 4 Jan 2022
(λlog vmax−log vmin) /(vmax−vmin )
  1 commentaire
Walter Roberson
Walter Roberson le 4 Jan 2022
(lambda .* log(vmax) - log(vmin)) ./ (vmax - vmin)

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Lukasz Sarnacki
Lukasz Sarnacki le 17 Août 2022
Please help
  5 commentaires
Lukasz Sarnacki
Lukasz Sarnacki le 17 Août 2022
Thay all are arrays
A(x; y) is the average intensity of the fringe image
B(x; y) is the so-called intensity modulation.
ϕ is the corresponding wrapped phase
Walter Roberson
Walter Roberson le 18 Août 2022
syms n N integer
syms A(x,y) B(x,y) phi(x,y)
Pi = sym(pi)
Pi = 
π
I(n,x,y) = A(x, y) + B(x,y) * cos(phi(x,y) - 2*Pi*n/N)
I(n, x, y) = 
numerator = simplify(symsum(I(n, x, y) .* sin(2*Pi*n/N), n, 0, N-1))
numerator = 
denominator = simplify(symsum(I(n, x, y) .* cos(2*Pi*n/N), n, 0, N-1))
denominator = 
eqn = phi(x,y) == atan(numerator ./ denominator)
eqn = 
simplify(eqn)
ans = 

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