How can I solve an ode problem when I have in my differential equation a time series imported?

Hello I am a new user of Matlab and I have to solve the following problem. I have the equation x''+2*ws*j*x'+ws^2*x=-F (1) I have already solved the problem when F=Asin(W*t) with both analytical and numerical solutions and they are equal. My professor asked me to estimate the function F in excel and then import this data in Matlab and solve again the equation (1) in this way in order to check if it works. I have written two codes that both give me the same results but these results are not the same with thes ones I got when I had F=Asin(Wt) in my code.

I wrote these codes

IF YOU CANNOT CHECK THE CODES PLEASE JUST ANSWER IF IT IS POSSIBLE TO IMPORT TIME SERIES IN ODE AND IN WHICH WAY! Thank you in advance!!!

1st

    function f=anal()
%This script will give us the analytical solution of the linear oscillator
%equation : x''+ 2*ξ*ω*x'+ ω^2*x=0.3*g*sin(Ω*t)

R=1;
g=9.81;
ws=sqrt(3*pi*g/8*R);
A=0.3*g;
js=0.05;
w=5;
f=dsolve('D2x+2*0.05*sqrt(3*pi*9.81/8)*Dx+(3*pi*9.81/8)*x=ft','x(0)=0','Dx(0)=0','t')
F=inline(f,'t','ft');
Fdd=zeros(181,1);
Fdd=xlsread('xronoseira1.xls');
t=[0:0.05:9];
final=zeros(181,1);
for i=1:181
  final(i)=F(t(i),Fdd(i));    
end
final
end

2nd

function [t, q]=anal1()
tspan=[0:0.05:9];
y0=[0 0];
w=5;
R=1;
f=zeros(181,1);
f=xlsread('xronoseira1.xls');
Q=zeros(181,2);
for i=1:size(f)
  fd=f(i);
  [t,q]=ode45(@(t,q)simple(t,q,fd),tspan,y0);
  Q(i,1)=q(i,1);
  Q(i,2)=q(i,2);    
end
disp(Q)    
plot(t,q)
disp([t,q])

    function dqdt=simple(t,q,fd)
        g=9.81;
        js=0.05;
        ws=sqrt(3*pi*g/8*R);
        A=0.3*g;  
        dqdt(1)=q(2);
        dqdt(2)=-(2*ws*js*q(2)+ ws^2*q(1)-fd);
        dqdt=dqdt';
    end 
end