xx(j)=2*x(j);
tt(j)=t(j);
vv(j) = (xx(j)-xx(j 1))/tt(j);
aa(j)= (vv(j)-vv(j 1))/tt(j);
end


% Results
disp ('Maximum velocity of the layer');
disp (max ( v ))
disp ('Maximum acceleration of the layer');
disp (max ( av))
disp ('Total time taken to deploy the layer');
disp (T)


PROG3T


%Altering the stiffness value
% User-defined inputs:


LL = input ('Input the total deployed length of the structure ');
L = input ('Input the height of the structure ');
mc = input ('Mass of the plate used ');
mts = input ('Mass of the top strut ');
mu = input ('co-efficient of friction between plate and ground ');
xd = input ('Position of the plate after which the system is self deployable ');
k = input ('Stiffness of the spring ');
jj = input ('The layer to which the spring belongs ');
dely = input ('The minimum deflection of the spring ');
GT = input (' The time within which the layer should deploy ');


% Calculation of variables used in the equations below